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+{"segments": [{"id": 1, "seek": 268, "start": 0.0, "end": 2.68, "text": "موسيقى", "tokens": [2304, 41779, 1829, 4587, 7578], "avg_logprob": -0.3730468700329463, "compression_ratio": 0.5714285714285714, "no_speech_prob": 0.00428009033203125, "words": [{"start": 0.0, "end": 2.68, "word": "موسيقى", "probability": 0.733203125}], "temperature": 1.0}, {"id": 2, "seek": 3344, "start": 16.6, "end": 33.44, "text": "بسم الله الرحمن الرحيم المرة الماضية بدأنا في chapter 14 واخدنا اول section وهو ال functions of several variables عرفنا هذه ال functions جيبنا ال domain و ال range لهذه ال functions", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 9673, 25720, 9673, 46958, 10632, 47525, 10721, 8315, 8978, 7187, 3499, 4032, 47283, 3215, 8315, 1975, 12610, 3541, 37037, 2407, 2423, 6828, 295, 2940, 9102, 6225, 28480, 8315, 29538, 2423, 6828, 10874, 1829, 3555, 8315, 2423, 9274, 4032, 2423, 3613, 46740, 24192, 2423, 6828], "avg_logprob": -0.16333912588931895, "compression_ratio": 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demand غير معادلة ف does not exist مش موجودة تمام؟ طيب النقطة الرابعة لمة ال alphabets مرفوعة to the power N", "tokens": [45340, 4587, 10943, 3714, 27842, 45367, 7251, 3794, 995, 45865, 20328, 5172, 2288, 37495, 22653, 3714, 27842, 45367, 2423, 376, 6055, 3794, 995, 45865, 17182, 5296, 33456, 2423, 376, 45164, 25961, 2655, 4724, 17182, 4724, 9381, 13546, 2423, 4733, 32771, 13546, 20449, 18513, 37977, 6156, 775, 406, 2514, 37893, 3714, 29245, 23328, 3660, 46811, 10943, 22807, 23032, 1829, 3555, 28239, 47432, 3660, 34892, 16758, 27884, 5296, 46007, 2423, 419, 950, 455, 1385, 3714, 28480, 2407, 27884, 281, 264, 1347, 426], "avg_logprob": -0.3904320869916751, "compression_ratio": 1.4292682926829268, "no_speech_prob": 5.960464477539062e-07, "words": [{"start": 896.8, "end": 897.54, "word": "المقام", "probability": 0.4211018880208333}, {"start": 897.54, "end": 897.92, "word": " ممنوع", "probability": 0.89501953125}, {"start": 897.92, "end": 898.2, "word": " يساوي", "probability": 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اللي هو ال limit", "tokens": [6027, 9566, 6027, 3615, 9957, 8978, 18863, 15040, 28671, 12602, 4587, 2304, 36764, 24401, 37037, 1829, 36764, 24401, 37037, 15730, 18863, 15040, 28671, 12602, 4587, 2304, 1975, 2655, 1863, 9957, 11933, 15730, 8608, 2407, 16606, 25961, 2655, 1783, 4032, 56, 3714, 29245, 3555, 16070, 43761, 8608, 6027, 49401, 19446, 33911, 2288, 4587, 8592, 11203, 8315, 7251, 3555, 4587, 7578, 8807, 37037, 4117, 15730, 1975, 2407, 490, 8807, 13672, 1829, 31439, 2423, 4948], "avg_logprob": -0.2842465786084737, "compression_ratio": 1.6111111111111112, "no_speech_prob": 0.0, "words": [{"start": 2703.63, "end": 2704.43, "word": "الطالعين", "probability": 0.589013671875}, {"start": 2704.43, "end": 2704.61, "word": " في", "probability": 0.814453125}, {"start": 2704.61, "end": 2705.11, "word": " العلاقة", "probability": 0.7765299479166666}, {"start": 2705.11, "end": 2705.75, "word": " رقم", "probability": 0.9830729166666666}, {"start": 2705.75, "end": 2706.55, "word": " واحد", 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0.9859619140625}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9857177734375}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9857177734375}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9854736328125}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9849853515625}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.985107421875}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9854736328125}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.985107421875}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9852294921875}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9852294921875}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9854736328125}, {"start": 3796.24, "end": 3796.24, "word": " للتابع", "probability": 0.9857177734375}, {"start": 3796.24, "end": 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6055, 2288, 21292, 3615, 30767, 16373, 3215, 398, 6055, 2288, 21292, 3615], "avg_logprob": -0.3102022058823529, "compression_ratio": 1.3582089552238805, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 4364.900000000001, "end": 4366.14, "word": "بدنا", "probability": 0.4202880859375}, {"start": 4366.14, "end": 4366.76, "word": " limit", "probability": 0.66552734375}, {"start": 4366.76, "end": 4368.88, "word": " لما", "probability": 0.848876953125}, {"start": 4368.88, "end": 4369.1, "word": " ال", "probability": 0.8779296875}, {"start": 4369.1, "end": 4369.5, "word": " X", "probability": 0.63037109375}, {"start": 4369.5, "end": 4370.12, "word": " و", "probability": 0.67138671875}, {"start": 4370.12, "end": 4370.32, "word": " ال", "probability": 0.421142578125}, {"start": 4370.32, "end": 4370.68, "word": " Y", "probability": 0.9833984375}, {"start": 4370.68, "end": 4371.54, "word": " بدها", "probability": 0.80517578125}, {"start": 4371.54, "end": 4372.34, "word": " تروح", "probability": 0.9759114583333334}, {"start": 4372.34, "end": 4372.78, "word": " ل", "probability": 0.583984375}, {"start": 4372.78, "end": 4373.8, "word": " 00", "probability": 0.1800537109375}, {"start": 4373.8, "end": 4375.68, "word": " لتان", "probability": 0.79296875}, {"start": 4375.68, "end": 4376.66, "word": " inverse", "probability": 0.4052734375}, {"start": 4376.66, "end": 4377.4, "word": " اللي", "probability": 0.937744140625}, {"start": 4377.4, "end": 4377.96, "word": " همين", "probability": 0.78369140625}, {"start": 4377.96, "end": 4378.62, "word": " absolute", "probability": 0.5048828125}, {"start": 4378.62, "end": 4379.24, "word": " value", "probability": 0.990234375}, {"start": 4379.24, "end": 4379.44, "word": " ل", "probability": 0.91064453125}, {"start": 4379.44, "end": 4379.86, "word": " X", "probability": 0.884765625}, {"start": 4379.86, "end": 4380.68, "word": " و", "probability": 0.360107421875}, {"start": 4380.68, "end": 4381.1, "word": " absolute", "probability": 0.78564453125}, {"start": 4381.1, "end": 4381.8, "word": " value", "probability": 0.990234375}, {"start": 4381.8, "end": 4382.0, "word": " ل", "probability": 0.9638671875}, {"start": 4382.0, "end": 4382.88, "word": " Y", "probability": 0.97802734375}, {"start": 4382.88, "end": 4383.42, "word": " على", "probability": 0.71044921875}, {"start": 4383.42, "end": 4383.92, "word": " X", "probability": 0.9306640625}, {"start": 4383.92, "end": 4384.74, "word": " تربيع", "probability": 0.87353515625}, {"start": 4384.74, "end": 4385.82, "word": " زائد", "probability": 0.6925455729166666}, {"start": 4385.82, "end": 4386.14, "word": " Y", "probability": 0.98291015625}, {"start": 4386.14, "end": 4386.86, "word": " تربيع", "probability": 0.9727783203125}], "temperature": 1.0}, {"id": 163, "seek": 442118, "start": 4391.99, "end": 4421.19, "text": "برضه التعويض المباشر بيجيب لـ 0 يا عزيزي صح؟ إذا بتحول ل 100 من ال polar coordinates يبقى هذي بيصير ال limit لما ال R بدأ تروح ل 0 لتان inverse و هي القوة هذا absolute value لل R في sin θ absolute value لل R sin θ كله على R تربية في sin تربية ثتا", "tokens": [3555, 43042, 3224, 16712, 3615, 45865, 11242, 9673, 3555, 33599, 2288, 4724, 1829, 7435, 1829, 3555, 5296, 39184, 1958, 35186, 6225, 11622, 1829, 11622, 1829, 20328, 5016, 22807, 11933, 15730, 39894, 5016, 12610, 5296, 2319, 9154, 2423, 12367, 21056, 7251, 3555, 4587, 7578, 8032, 8848, 1829, 4724, 1829, 9381, 13546, 2423, 4948, 5296, 15042, 2423, 497, 47525, 10721, 6055, 32887, 5016, 5296, 1958, 5296, 2655, 7649, 17340, 4032, 39896, 25062, 2407, 3660, 23758, 8236, 2158, 24976, 497, 8978, 3343, 12622, 8236, 2158, 24976, 497, 3343, 12622, 28242, 3224, 15844, 497, 6055, 25513, 10632, 8978, 3343, 6055, 25513, 10632, 38637, 2655, 995], "avg_logprob": -0.3235294038758558, "compression_ratio": 1.5336134453781514, "no_speech_prob": 0.0, "words": [{"start": 4391.99, "end": 4392.43, "word": "برضه", "probability": 0.6180013020833334}, {"start": 4392.43, "end": 4392.85, 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4410.13, "word": " لل", "probability": 0.73681640625}, {"start": 4410.13, "end": 4410.65, "word": " R", "probability": 0.599609375}, {"start": 4410.65, "end": 4410.97, "word": " في", "probability": 0.39013671875}, {"start": 4410.97, "end": 4411.35, "word": " sin", "probability": 0.498291015625}, {"start": 4411.35, "end": 4411.83, "word": " θ", "probability": 0.46923828125}, {"start": 4411.83, "end": 4412.81, "word": " absolute", "probability": 0.86865234375}, {"start": 4412.81, "end": 4413.61, "word": " value", "probability": 0.9873046875}, {"start": 4413.61, "end": 4413.89, "word": " لل", "probability": 0.9013671875}, {"start": 4413.89, "end": 4414.43, "word": " R", "probability": 0.7763671875}, {"start": 4414.43, "end": 4415.17, "word": " sin", "probability": 0.427978515625}, {"start": 4415.17, "end": 4416.17, "word": " θ", "probability": 0.6640625}, {"start": 4416.17, "end": 4417.21, "word": " كله", "probability": 0.956298828125}, {"start": 4417.21, "end": 4417.59, "word": " على", "probability": 0.8505859375}, {"start": 4417.59, "end": 4418.37, "word": " R", "probability": 0.919921875}, {"start": 4418.37, "end": 4419.05, "word": " تربية", "probability": 0.7159830729166666}, {"start": 4419.05, "end": 4419.61, "word": " في", "probability": 0.97412109375}, {"start": 4419.61, "end": 4420.03, "word": " sin", "probability": 0.8662109375}, {"start": 4420.03, "end": 4420.61, "word": " تربية", "probability": 0.9580078125}, {"start": 4420.61, "end": 4421.19, "word": " ثتا", "probability": 0.66455078125}], "temperature": 1.0}, {"id": 164, "seek": 443445, "start": 4427.71, "end": 4434.45, "text": "هذا الكلام بده يساوي limit لما ال R بدها تروح", "tokens": [3224, 15730, 2423, 28820, 10943, 47525, 3224, 7251, 3794, 995, 45865, 4948, 5296, 15042, 2423, 497, 47525, 11296, 6055, 32887, 5016], "avg_logprob": -0.5962357683615251, "compression_ratio": 1.0714285714285714, "no_speech_prob": 2.8014183044433594e-06, "words": [{"start": 4427.71, "end": 4428.89, "word": "هذا", "probability": 0.402130126953125}, {"start": 4428.89, "end": 4429.33, "word": " الكلام", "probability": 0.84033203125}, {"start": 4429.33, "end": 4429.69, "word": " بده", "probability": 0.303619384765625}, {"start": 4429.69, "end": 4430.25, "word": " يساوي", "probability": 0.974609375}, {"start": 4430.25, "end": 4431.11, "word": " limit", "probability": 0.2027587890625}, {"start": 4431.11, "end": 4432.09, "word": " لما", "probability": 0.7939453125}, {"start": 4432.09, "end": 4432.33, "word": " ال", "probability": 0.76416015625}, {"start": 4432.33, "end": 4432.95, "word": " R", "probability": 0.41796875}, {"start": 4432.95, "end": 4433.91, "word": " بدها", "probability": 0.861328125}, {"start": 4433.91, "end": 4434.45, "word": " تروح", "probability": 0.849609375}], "temperature": 1.0}, {"id": 165, "seek": 446760, "start": 4440.64, "end": 4467.6, "text": "الـ absolute value لـ R في absolute value للـ cosine عمر المسافة يا بنات هذه كانت سالبة و ليست جبهة يبقى ال absolute لل cosine وهذا R بره يبقى لو أخدت R عامل مشترك يبقى cosine θ زائد sin θ ك absolute وهذا ك absolute", "tokens": [6027, 39184, 8236, 2158, 5296, 39184, 497, 8978, 8236, 2158, 24976, 39184, 23565, 6225, 29973, 9673, 3794, 31845, 3660, 35186, 4724, 8315, 2655, 29538, 25961, 2655, 8608, 6027, 49401, 4032, 32239, 14851, 10874, 3555, 3224, 3660, 7251, 3555, 4587, 7578, 2423, 8236, 24976, 23565, 37037, 15730, 497, 4724, 2288, 3224, 7251, 3555, 4587, 7578, 45164, 5551, 9778, 3215, 2655, 497, 6225, 10943, 1211, 37893, 2655, 31747, 7251, 3555, 4587, 7578, 23565, 12622, 30767, 16373, 3215, 3343, 12622, 9122, 8236, 37037, 15730, 9122, 8236], "avg_logprob": -0.3495163598230907, "compression_ratio": 1.7142857142857142, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 4440.64, "end": 4441.0, "word": "الـ", "probability": 0.47265625}, {"start": 4441.0, "end": 4441.32, "word": " absolute", "probability": 0.57373046875}, {"start": 4441.32, "end": 4443.84, "word": " value", "probability": 0.9814453125}, 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{"start": 4450.12, "end": 4450.74, "word": " كانت", "probability": 0.975830078125}, {"start": 4450.74, "end": 4451.3, "word": " سالبة", "probability": 0.7918294270833334}, {"start": 4451.3, "end": 4452.34, "word": " و", "probability": 0.81787109375}, {"start": 4452.34, "end": 4452.54, "word": " ليست", "probability": 0.577392578125}, {"start": 4452.54, "end": 4453.08, "word": " جبهة", "probability": 0.8250732421875}, {"start": 4453.08, "end": 4453.48, "word": " يبقى", "probability": 0.9052734375}, {"start": 4453.48, "end": 4453.62, "word": " ال", "probability": 0.70263671875}, {"start": 4453.62, "end": 4454.0, "word": " absolute", "probability": 0.77587890625}, {"start": 4454.0, "end": 4454.32, "word": " لل", "probability": 0.4619140625}, {"start": 4454.32, "end": 4455.0, "word": " cosine", "probability": 0.459228515625}, {"start": 4455.0, "end": 4455.98, "word": " وهذا", "probability": 0.739501953125}, {"start": 4455.98, "end": 4456.38, "word": " R", "probability": 0.90380859375}, {"start": 4456.38, "end": 4457.28, "word": " بره", "probability": 0.7124430338541666}, {"start": 4457.28, "end": 4457.72, "word": " يبقى", "probability": 0.97265625}, {"start": 4457.72, "end": 4457.9, "word": " لو", "probability": 0.7802734375}, {"start": 4457.9, "end": 4458.54, "word": " أخدت", "probability": 0.776123046875}, {"start": 4458.54, "end": 4458.86, "word": " R", "probability": 0.92333984375}, {"start": 4458.86, "end": 4459.34, "word": " عامل", "probability": 0.70654296875}, {"start": 4459.34, "end": 4459.98, "word": " مشترك", "probability": 0.9669596354166666}, {"start": 4459.98, "end": 4460.76, "word": " يبقى", "probability": 0.73870849609375}, {"start": 4460.76, "end": 4461.44, "word": " cosine", "probability": 0.25}, {"start": 4461.44, "end": 4462.06, "word": " θ", "probability": 0.329833984375}, {"start": 4462.06, "end": 4463.32, "word": " زائد", "probability": 0.6832682291666666}, {"start": 4463.32, "end": 4463.76, "word": " sin", "probability": 0.5732421875}, 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6125.56, "word": " تربيع", "probability": 0.9327392578125}, {"start": 6125.56, "end": 6126.34, "word": " زائد", "probability": 0.4945882161458333}, {"start": 6126.34, "end": 6126.54, "word": " Y", "probability": 0.73974609375}, {"start": 6126.54, "end": 6127.16, "word": " تربيع", "probability": 0.95849609375}, {"start": 6127.16, "end": 6128.74, "word": " كل", "probability": 0.58203125}, {"start": 6128.74, "end": 6129.24, "word": " النقاط", "probability": 0.8837890625}, {"start": 6129.24, "end": 6130.34, "word": " داخل", "probability": 0.7331136067708334}, {"start": 6130.34, "end": 6130.46, "word": " ال", "probability": 0.6611328125}, {"start": 6130.46, "end": 6130.92, "word": " circular", "probability": 0.08514404296875}, {"start": 6130.92, "end": 6131.42, "word": " cone", "probability": 0.80078125}, {"start": 6131.42, "end": 6131.76, "word": " أو", "probability": 0.58447265625}, {"start": 6131.76, "end": 6132.7, "word": " الخارج", "probability": 0.90625}, {"start": 6132.7, "end": 6133.18, "word": " ال", "probability": 0.293212890625}, {"start": 6133.18, "end": 6133.62, "word": " circular", "probability": 0.499755859375}, {"start": 6133.62, "end": 6134.02, "word": " cone", "probability": 0.9599609375}, {"start": 6134.02, "end": 6134.22, "word": " بعد", "probability": 0.76220703125}, {"start": 6134.22, "end": 6134.36, "word": " ما", "probability": 0.81494140625}, {"start": 6134.36, "end": 6134.98, "word": " تقعش", "probability": 0.8260498046875}, {"start": 6134.98, "end": 6135.44, "word": " عليه", "probability": 0.97119140625}, {"start": 6135.44, "end": 6136.16, "word": " من", "probability": 0.87890625}, {"start": 6136.16, "end": 6136.64, "word": " الخارج", "probability": 0.8551432291666666}, {"start": 6136.64, "end": 6136.86, "word": " لأنه", "probability": 0.4285074869791667}, {"start": 6136.86, "end": 6136.94, "word": " إذا", "probability": 0.625}, {"start": 6136.94, "end": 6137.34, "word": " وقعت", "probability": 0.8658854166666666}, {"start": 6137.34, "end": 6137.72, "word": " عليه", "probability": 0.9697265625}, {"start": 6137.72, "end": 6138.34, "word": " مصير", "probability": 0.8893229166666666}, {"start": 6138.34, "end": 6138.76, "word": " كلامي", "probability": 0.9368489583333334}, {"start": 6138.76, "end": 6139.1, "word": " هذا", "probability": 0.78173828125}, {"start": 6139.1, "end": 6139.62, "word": " ما", "probability": 0.52734375}, {"start": 6139.62, "end": 6140.3, "word": " هوش", "probability": 0.6654052734375}, {"start": 6140.3, "end": 6141.14, "word": " صحيح", "probability": 0.9603271484375}, {"start": 6141.14, "end": 6142.98, "word": " طيب", "probability": 0.7792154947916666}, {"start": 6142.98, "end": 6143.48, "word": " exercises", "probability": 0.8173828125}], "temperature": 1.0}, {"id": 222, "seek": 617517, "start": 6145.33, "end": 6175.17, "text": "اربعتاشر وانين المسائل التالية من واحد الى خمسين Multiple of three وزياد عليهم سؤال خمسة وخمسين وسبعة وخمسين ومن واحد وستين لغاية ستة وستين in all", "tokens": [9640, 3555, 34268, 33599, 2288, 4032, 7649, 9957, 9673, 3794, 16373, 1211, 16712, 6027, 10632, 9154, 36764, 24401, 2423, 7578, 16490, 2304, 3794, 9957, 14665, 647, 306, 295, 1045, 4032, 11622, 1829, 18513, 25894, 16095, 8608, 33604, 6027, 16490, 2304, 3794, 3660, 4032, 9778, 2304, 3794, 9957, 4032, 35457, 27884, 4032, 9778, 2304, 3794, 9957, 4032, 27842, 36764, 24401, 4032, 14851, 9957, 5296, 17082, 995, 10632, 8608, 2655, 3660, 4032, 14851, 9957, 294, 439], "avg_logprob": -0.182083336909612, "compression_ratio": 1.6466666666666667, "no_speech_prob": 3.0994415283203125e-06, "words": [{"start": 6145.33, "end": 6146.65, "word": "اربعتاشر", "probability": 0.7505126953125}, {"start": 6146.65, "end": 6147.73, "word": " وانين", "probability": 0.5869547526041666}, {"start": 6147.73, "end": 6148.83, "word": " المسائل", "probability": 0.852294921875}, {"start": 6148.83, "end": 6149.59, "word": " التالية", "probability": 0.99072265625}, {"start": 6149.59, "end": 6150.27, "word": " من", "probability": 0.97705078125}, {"start": 6150.27, "end": 6150.87, "word": " واحد", "probability": 0.9873046875}, {"start": 6150.87, "end": 6151.33, "word": " الى", "probability": 0.76123046875}, {"start": 6151.33, "end": 6152.19, "word": " خمسين", "probability": 0.9935302734375}, {"start": 6152.19, "end": 6156.77, "word": " Multiple", "probability": 0.6426188151041666}, {"start": 6156.77, "end": 6157.75, "word": " of", "probability": 0.783203125}, {"start": 6157.75, "end": 6159.15, "word": " three", "probability": 0.5224609375}, {"start": 6159.15, "end": 6160.29, "word": " وزياد", "probability": 0.882568359375}, {"start": 6160.29, "end": 6160.97, "word": " عليهم", "probability": 0.95947265625}, {"start": 6160.97, "end": 6161.81, "word": " سؤال", "probability": 0.7981770833333334}, {"start": 6161.81, "end": 6162.35, "word": " خمسة", "probability": 0.95703125}, {"start": 6162.35, "end": 6163.71, "word": " وخمسين", "probability": 0.94580078125}, {"start": 6163.71, "end": 6164.67, "word": " وسبعة", "probability": 0.9695638020833334}, {"start": 6164.67, "end": 6166.07, "word": " وخمسين", "probability": 0.98623046875}, {"start": 6166.07, "end": 6167.01, "word": " ومن", "probability": 0.895751953125}, {"start": 6167.01, "end": 6167.93, "word": " واحد", "probability": 0.992919921875}, {"start": 6167.93, "end": 6169.67, "word": " وستين", "probability": 0.9806315104166666}, {"start": 6169.67, "end": 6170.99, "word": " لغاية", "probability": 0.9852294921875}, {"start": 6170.99, "end": 6172.07, "word": " ستة", "probability": 0.9763997395833334}, {"start": 6172.07, "end": 6173.81, "word": " وستين", "probability": 0.9744466145833334}, {"start": 6173.81, "end": 6174.75, "word": " in", "probability": 0.18115234375}, {"start": 6174.75, "end": 6175.17, "word": " all", "probability": 0.9267578125}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 6186.9335, "duration_after_vad": 5285.766593750046}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/0xeRGhgbabI.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/0xeRGhgbabI.srt
new file mode 100644
index 0000000000000000000000000000000000000000..c581a6fe5d8877e32feee979799a5881fadcd3c9
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/0xeRGhgbabI.srt
@@ -0,0 +1,2713 @@
+1
+00:00:00,000 --> 00:00:02,680
+موسيقى
+
+2
+00:00:16,200 --> 00:00:21,720
+بسم الله الرحمن الرحيم بمناسبة حلول اليوم الأول من
+
+3
+00:00:21,720 --> 00:00:28,620
+شهر رمضان مبارك نهنئكم بقدوم هذا الشهر ونوصيكم أن
+
+4
+00:00:28,620 --> 00:00:35,610
+تجددوا حياتكم من جديد، يعني بتغير نمط التعامل
+
+5
+00:00:35,610 --> 00:00:42,090
+الأولاني، لأن رمضان فرصة للتغيير من الأسوأ إلى
+
+6
+00:00:42,090 --> 00:00:47,170
+الأحسن، ومن الأحسن إلى الأحسن منه، وهكذا طبعا هذه
+
+7
+00:00:47,170 --> 00:00:51,970
+طبيعة الحياة، سنن التغيير موجودة في الكون منذ بدء
+
+8
+00:00:51,970 --> 00:00:58,600
+الخليقة وإلى يومنا هذا، كل واحد يفكر أن في شغل كنت
+
+9
+00:00:58,600 --> 00:01:02,460
+بعملها غلط قبل هيك، يبقى بنعملها الصح، مشان الله
+
+10
+00:01:02,460 --> 00:01:06,860
+سبحانه وتعالى يغفر لنا، ونصير في الطريق الصحيح، و
+
+11
+00:01:06,860 --> 00:01:11,980
+طبعا إن الذين آمنوا وعملوا الصالحات يهديهم ربهم
+
+12
+00:01:11,980 --> 00:01:18,420
+بإيمانهم، يعني شفتوا في الثانوية العامة النتيجة
+
+13
+00:01:18,420 --> 00:01:22,880
+الأوائل، أو البنات الأوائل من حفظة القرآن الكريم
+
+14
+00:01:23,580 --> 00:01:30,040
+يبقى الذي يتدين يكون هذا سببا في تفوقه، مش سببا في
+
+15
+00:01:30,040 --> 00:01:35,420
+تأخره، ونحن المسلمون مطالبون دائما وأبدا أن نكون
+
+16
+00:01:35,420 --> 00:01:42,140
+في المقدمة، ولن ترتفع لنا قائمة إلا إذا التزمنا
+
+17
+00:01:42,140 --> 00:01:48,000
+بديننا قولا وعملا، مش قولا فقط، لذا القرآن الكريم بيقول
+
+18
+00:01:48,000 --> 00:01:52,160
+إن الذين آمنوا وعملوا الصالحات، والله إن الذين
+
+19
+00:01:52,160 --> 00:01:56,580
+آمنوا وعملوا الصالحات، يبقى وعملوا الصالحات، إذا
+
+20
+00:01:56,580 --> 00:02:05,510
+مطلوب منا أن نعمل، وأن نجدد، وأن نتذكر الأشياء اللي
+
+21
+00:02:05,510 --> 00:02:08,890
+ممكن نعملها غلط، أو اللي عملناها غلط، فهيك، ونعزم
+
+22
+00:02:08,890 --> 00:02:13,930
+على أن لا نعود إليها ثانية، بارك الله فيكم، ونرجع
+
+23
+00:02:13,930 --> 00:02:18,850
+لموضوعنا، طيب، بذكر تذكير قبل كل شيء بالشيء اللي
+
+24
+00:02:18,850 --> 00:02:22,510
+أخذناه المرة الماضية في الـ directional derivative.
+
+25
+00:02:23,130 --> 00:02:27,230
+طبعا عرفنا الـ gradient vector، عرفنا الـ directional
+
+26
+00:02:27,230 --> 00:02:32,530
+derivative، ثم كتبنا آخر حاجة بعد ما أخذنا مثالين
+
+27
+00:02:32,530 --> 00:02:37,710
+الخواص الثلاثة التابعة للـ directional derivative، بذكر
+
+28
+00:02:37,710 --> 00:02:42,110
+صادقين قولنا الـ directional derivative، نديله رمز
+
+29
+00:02:42,110 --> 00:02:45,470
+اللي هو DUF
+
+30
+00:02:48,500 --> 00:02:55,560
+للدالة F عند النقطة P، نُرمز له باللي هو متجه الوحدة
+
+31
+00:02:55,560 --> 00:03:04,720
+U، وفكينا هذا الكلام، وقلنا إن هذا يعتبر طول لجراد F
+
+32
+00:03:05,070 --> 00:03:11,090
+في اتجاه U،  cos الزاوية ثيتا، لكن لما كان متجه
+
+33
+00:03:11,090 --> 00:03:16,450
+الوحدة طوله يساوي واحد صحيح، إذا هذا كله بده يساوي
+
+34
+00:03:16,450 --> 00:03:23,050
+طول جراد الـ F عند P، cos الزاوية ثيتا، الآن بدنا نيجي
+
+35
+00:03:23,050 --> 00:03:27,700
+لخواص هذا الـ directional derivative، كتبنا المرة
+
+36
+00:03:27,700 --> 00:03:32,120
+اللي فاتت أنه ممكن يكون موجب، ممكن يكون سالب، ممكن
+
+37
+00:03:32,120 --> 00:03:38,200
+يكون صفر، ممكن يكون أكبر ما يمكن، ممكن أن يكون أقل
+
+38
+00:03:38,200 --> 00:03:42,800
+ما يمكن، وممكن يكون zero، روحنا قلنا الـ F
+
+39
+00:03:42,800 --> 00:03:47,720
+increases most rapidly، اللي هي النقطة هذه
+
+40
+00:03:47,720 --> 00:03:54,220
+إذا كان والله الـ U و جراد الـ V في نفس الاتجاه، يحدث
+
+41
+00:03:54,220 --> 00:04:00,660
+هذا إن كانت θ تساوي زيرو، ثيتا تساوي زيرو، يعني اتنين
+
+42
+00:04:00,660 --> 00:04:05,040
+في نفس الاتجاه، وبالتالي الـ cosine صفر واحد، وهي
+
+43
+00:04:05,040 --> 00:04:10,660
+أكبر قيمة بياخدها الـ cosine، وبالتالي هي أكبر قيمة
+
+44
+00:04:10,660 --> 00:04:17,520
+للـ directional derivative، تمام، وهي قيمة موجبة، يبقى
+
+45
+00:04:17,520 --> 00:04:21,680
+positive وأكبر ما يمكن أن نحصل عليه،  أكثر لو
+
+46
+00:04:21,680 --> 00:04:25,460
+كان الـ U وجراد الـ F اتنين في نفس الاتجاه، in the
+
+47
+00:04:25,460 --> 00:04:29,960
+same direction، هذه الحالة الأولى، الحالة الثانية
+
+48
+00:04:29,960 --> 00:04:35,940
+باجي بقول لو كانت الـ U وجراد الـ V اتجاهين متضادين،
+
+49
+00:04:36,230 --> 00:04:40,830
+يبقى الزاوية بينهم مية وتمانين درجة، كوساين مية و
+
+50
+00:04:40,830 --> 00:04:47,350
+تمانين بسالب واحد، وهي أصغر قيمة بياخدها كوساين ثيتا،
+
+51
+00:04:47,350 --> 00:04:51,890
+يبقى بالتالي بحصل على أقل قيمة للـ directional
+
+52
+00:04:51,890 --> 00:04:57,510
+derivative، وقتاش؟ لما ثيتا تساوي باي، لأن كوساين باي
+
+53
+00:04:57,510 --> 00:05:03,130
+بسالب واحد، في الحالة الأولى قيمة الـ directional
+
+54
+00:05:03,130 --> 00:05:08,630
+derivative بيبقى فقط قدر طول جراد F، في الحالة اللي طول
+
+55
+00:05:08,630 --> 00:05:13,630
+جراد الـ F، وفي الحالة الثانية قيمة الـ derivative
+
+56
+00:05:13,630 --> 00:05:19,770
+derivative اللي هو سالب جراد الـ F، طبعا؟ طب الحالة
+
+57
+00:05:19,770 --> 00:05:25,610
+الثالثة، الحالة الثالثة، لو كان الـ U وجراد الـ V
+
+58
+00:05:25,610 --> 00:05:30,810
+اتنين are orthogonal، اتنين مالهم؟ متعامدين، يبقى
+
+59
+00:05:30,810 --> 00:05:36,350
+الزاوية بينهم تسعين درجة، كوساين تسعين بزيرو، وفي هذه
+
+60
+00:05:36,350 --> 00:05:39,610
+الحالة بقول إن الـ directional derivative بده يساوي
+
+61
+00:05:39,610 --> 00:05:44,730
+كم؟ بده يساوي زيرو، يبقى لو كان الـ θ تساوي باي
+
+62
+00:05:44,730 --> 00:05:52,140
+على اتنين، في هذه الحالة بيكون مقدار الـ DUF كله
+
+63
+00:05:52,140 --> 00:05:56,660
+بده يساوي قداش؟ 0، إذا قيمة الـ directional derivative
+
+64
+00:05:56,660 --> 00:06:00,760
+أحيانا ممكن تكون موجبة، أحيانا ممكن تكون سالبة،
+
+65
+00:06:00,760 --> 00:06:06,440
+أحيانا ممكن تكون 0، أكبر قيمة بياخدها الـ DUF إذا
+
+66
+00:06:06,440 --> 00:06:09,960
+كان الـ U وقيمة جراد الـ F في نفس الاتجاه، الزاوية بينهم
+
+67
+00:06:09,960 --> 00:06:15,160
+Zero، وقيمة الـ directional derivative عدديا يساوي فقط
+
+68
+00:06:15,160 --> 00:06:21,330
+طول جراد الـ F، وهي قيمة موجبة، إذا كان اتنين في
+
+69
+00:06:21,330 --> 00:06:25,990
+اتجاهين متضادين، فجراد F هياخد قيمة سالبة
+
+70
+00:06:25,990 --> 00:06:29,610
+ومقدار الـ directional derivative بده يكون
+
+71
+00:06:29,610 --> 00:06:34,590
+سالب اللي هو طول جراد F، الحالة الثالثة والأخيرة
+
+72
+00:06:34,590 --> 00:06:36,830
+إن الـ directional derivative بده يساوي zero
+
+73
+00:06:36,830 --> 00:06:42,330
+ويكون إذا U وجراد F اتنين are orthogonal، بدنا
+
+74
+00:06:42,330 --> 00:06:46,530
+نبدأ بمثال توضيحي على ذلك، يبقى اكتشافي
+
+75
+00:06:52,900 --> 00:06:56,560
+طبعا هذا مكتوب معاكم من المرة الماضية، آه مكتوب، بس
+
+76
+00:06:56,560 --> 00:07:04,480
+أنا بتذكر، بتذكر، لأن بيقول let f of x, y بده يساوي الـ
+
+77
+00:07:04,480 --> 00:07:14,360
+square root للـ x square زائد 2y، number a, find
+
+78
+00:07:14,360 --> 00:07:22,260
+the direction, find the direction of
+
+79
+00:07:23,490 --> 00:07:29,510
+increasing if
+
+80
+00:07:29,510 --> 00:07:37,890
+most rapidly at
+
+81
+00:07:37,890 --> 00:07:46,870
+عند النقطة P naught اللي هي أربعة وعشرة، number B،
+
+82
+00:07:46,870 --> 00:07:51,850
+find the direction of decreasing
+
+83
+00:07:54,170 --> 00:08:01,910
+F most rapidly عند النقطة (4،10)، number C، find a unit
+
+84
+00:08:01,910 --> 00:08:16,510
+vector، find a unit vector، متجه وحدة، such that بحيث
+
+85
+00:08:16,510 --> 00:08:27,490
+إن الـ DUF بده يساوي zero عند نفس النقطة P naught
+
+86
+00:08:27,490 --> 00:08:30,410
+(4، 10).
+
+87
+00:08:47,610 --> 00:08:53,090
+يبقى هذا المثال بيجيب على الثلاث خواص اللي ذكرناهم المرة
+
+88
+00:08:53,090 --> 00:08:58,210
+الماضية، واللي ذكرناهم قبل قليل، السؤال بيقول خد
+
+89
+00:08:58,210 --> 00:09:01,370
+الـ F of X و Y، بيبقى يساوي الـ square root للـ X square
+
+90
+00:09:01,370 --> 00:09:06,010
+زائد 2Y، بيقول هاتلي الـ direction of increasing F
+
+91
+00:09:06,010 --> 00:09:11,010
+most rapidly عند النقطة اللي هي (4،10)، بعدها كمّل to
+
+92
+00:09:11,010 --> 00:09:16,070
+the direction of decreasing F most rapidly عند
+
+93
+00:09:16,070 --> 00:09:21,020
+النقطة أربعة وعشرة، وبعدها كانت لمتجه الوحدة عند
+
+94
+00:09:21,020 --> 00:09:22,940
+النقطة اللي عندنا دي، بيخلي الـ directional
+
+95
+00:09:22,940 --> 00:09:27,360
+derivative بيبقى يساوي كم؟ بيبقى يساوي Zero، بقول لك
+
+96
+00:09:27,360 --> 00:09:31,980
+حسب، يبقى مشان أجيب أي واحد من الثلاث لازم جراد
+
+97
+00:09:31,980 --> 00:09:36,160
+الـ F، مشان أجيب جراد الـ F، أجيبها يبقى بالـ D، مشتقة الـ
+
+98
+00:09:36,160 --> 00:09:40,940
+F بالنسبة لـ X، ومشتقة الـ F بالنسبة لـ Y، عند النقطة
+
+99
+00:09:40,940 --> 00:09:46,400
+(4، 10)، إذا هبدأ بمين؟ بالـ Fx،
+
+100
+00:09:50,720 --> 00:09:56,660
+مشتقة الجذر، واحد على اثنين جذر، زي ما تعلمنا في
+
+101
+00:09:56,660 --> 00:10:02,760
+كل درس، في مشتقة ما داخل الجذر بالنسبة لـ X، اللي هو بيبقى
+
+102
+00:10:02,760 --> 00:10:03,380
+بيبقى
+
+103
+00:10:07,820 --> 00:10:11,600
+طيب، 2 مع 2، الله يسهل عليها، يبقى قصير،
+
+104
+00:10:11,600 --> 00:10:18,160
+الناتج X على الـ square root التربيعي لـ X تربيع زائد
+
+105
+00:10:18,160 --> 00:10:21,840
+2Y، بالمرة نقدر نحسب
+
+106
+00:10:41,910 --> 00:10:49,450
+يبقى الناتج 4 على 6، يبقى 2 على 3،  بدنا
+
+107
+00:10:49,450 --> 00:10:58,400
+نجيب Fy، يجب أن يكون Fy هو واحد على اثنين جذر
+
+108
+00:10:58,400 --> 00:11:04,660
+التربيعي لـ X تربيع زائد 2Y، في مشتقة ما تحت
+
+109
+00:11:04,660 --> 00:11:08,340
+الجذر بالنسبة لـ Y، اللي هي 2،
+
+110
+00:11:22,640 --> 00:11:27,040
+عند النقطة أربعة وعشرة، إذا باجي بقول هذا الكلام
+
+111
+00:11:27,040 --> 00:11:33,300
+يساوي واحد على الجذر التربيعي لـ 4 تربيع اللي هي
+
+112
+00:11:33,300 --> 00:11:41,800
+16 زائد 2 في 10 بـ 20، 16 زائد 20 بـ 36، يبقى
+
+113
+00:11:41,800 --> 00:11:48,440
+الناتج بناء عليه حسبنا له قد إيش جراد الدالة F
+
+114
+00:11:48,440 --> 00:11:54,480
+عند النقطة أربعة وعشرة، واللي هي بتساوي ثلثين في
+
+115
+00:11:54,480 --> 00:12:01,180
+اتجاه I زائد سدس في اتجاه J، إذا هذا
+
+116
+00:12:01,180 --> 00:12:05,660
+اللي هي بتلعب دور أساسي عند حساب الـ directional
+
+117
+00:12:05,660 --> 00:12:11,100
+derivative للدالة اللي عندنا هنا، حتى الآن لم نجيب
+
+118
+00:12:11,100 --> 00:12:17,370
+على المطلوب الأول تبع المثال، من هنا بدأت إجابة
+
+119
+00:12:17,370 --> 00:12:21,170
+المطلوب الأول، number A، قال هنا the direction of
+
+120
+00:12:21,170 --> 00:12:27,050
+increasing F most rapidly، يبقى
+
+121
+00:12:27,050 --> 00:12:36,450
+عند النقطة أربعة وعشرة، صحيح.
+
+122
+00:12:36,450 --> 00:12:37,970
+طيب.
+
+123
+00:12:44,070 --> 00:12:48,950
+التزايد most rapidly بيحصل وقتاش؟ لو كان المتجه هو
+
+124
+00:12:48,950 --> 00:12:54,090
+جراد الـ F في نفس الاتجاه، إذا أنا لو جبت الـ unit
+
+125
+00:12:54,090 --> 00:12:59,270
+vector تبع جراد الـ F، بكون جبت الـ direction صحيح
+
+126
+00:12:59,270 --> 00:13:06,030
+ولا لأ؟ يبقى باجي بقول هنا الـ F increasing
+
+127
+00:13:08,450 --> 00:13:17,350
+most rapidly
+
+128
+00:13:17,350 --> 00:13:28,730
+أو F، الـ U وجراد الـ F are in the same
+
+129
+00:13:28,730 --> 00:13:33,570
+direction، يبقى
+
+130
+00:13:33,570 --> 00:13:36,490
+لو كانوا في نفس الاتجاه
+
+131
+00:13:40,380 --> 00:13:48,080
+معنى هذا الكلام أن المتجه U، لأنه هو جراد F على
+
+132
+00:13:48,080 --> 00:13:56,150
+طول جراد F، طبعا، يبقى هذا الكلام بده يساوي جراد الـ
+
+133
+00:13:56,150 --> 00:14:01,750
+F اللي طلعناه، بروزناه، يبقى ثلثين في اتجاه الـ I
+
+134
+00:14:01,750 --> 00:14:08,430
+زائد سدس في اتجاه الـ J، مقسوما على الـ square root
+
+135
+00:14:08,430 --> 00:14:14,150
+لـ 4/9 زائد 1/36
+
+136
+00:14:16,550 --> 00:14:20,970
+طبعا المقام المشترك 36، على 9 فيها الـ 4، 4 في 4 بـ 16، 17، يبقى هذا
+
+137
+00:14:20,970 --> 00:14:25,870
+الكلام ثلثين I زائد سدس J على الجذر التربيعي
+
+138
+00:14:25,870 --> 00:14:33,030
+لـ 17/36، طبعا بتطلع من تحت الجذر 6
+
+139
+00:14:33,030 --> 00:14:40,190
+بالـ 6، بتنقلها فوق، بصير عندنا هنا 6، في هذه
+
+140
+00:14:40,190 --> 00:14:46,150
+بصير عندي قد إيش؟ 4 على جذر 17 I زائد 1 على جذر 17 J
+
+141
+00:14:46,150 --> 00:14:57,090
+يبقى الاتجاه الذي تتزايد فيه F most rapidly عند
+
+142
+00:14:59,600 --> 00:15:04,280
+النقطة أربعة وعشرة هو الـ vector اللي عندنا هذا
+
+143
+00:15:08,000 --> 00:15:13,800
+كويس، طب قد إيش مقدار الـ directional derivative في
+
+144
+00:15:13,800 --> 00:15:18,940
+هذه الحالة؟ وما طلبوش مني، بس أنا لو دعيت اسمه هو
+
+145
+00:15:18,940 --> 00:15:26,420
+كم؟ قول جراد F، وين قول جراد F؟ هل تمام؟ يبقى هذا بيكون
+
+146
+00:15:26,420 --> 00:15:30,900
+طول اللي عندنا هذا، فيما لو طلبه لنا نقول القيمة
+
+147
+00:15:30,900 --> 00:15:35,320
+تساوي طول جراد الـ F، طول جراد الـ F اللي هي القيمة
+
+148
+00:15:35,320 --> 00:15:40,280
+اللي عندنا هنا، يبقى جذر 17 على 6، ما علينا،
+
+149
+00:15:40,280 --> 00:15:47,720
+number B، number B نقلب الـ D، اتجاه التناقص، يبقى
+
+150
+00:15:47,720 --> 00:15:51,780
+باجي بقول له الـ F decreasing
+
+151
+00:15:56,550 --> 00:16:05,470
+decreasing most rapidly at
+
+152
+00:16:05,470 --> 00:16:14,990
+النقطة أربعة وعشرة، in the direction في اتجاه مين؟
+
+153
+00:16:14,990 --> 00:16:21,100
+يا بنات، سالب 4 على جذر 17 I، سالب 1 على جذر 17 I،
+
+154
+00:16:21,100 --> 00:16:27,780
+سالب واحد على جذر 17 J، يعني عكس من؟ عكس
+
+155
+00:16:27,780 --> 00:16:33,000
+الاتجاه الأولاني تماما، لأنه قلنا في اتجاه معاكس
+
+156
+00:16:33,000 --> 00:16:38,200
+لمن؟ لجراد الـ F، الاتجاه الأولاني هذا هو متجه
+
+157
+00:16:38,200 --> 00:16:43,320
+الوحدة في اتجاه جراد الـ F، إذا هدفي عكس تماما، بكتب
+
+158
+00:16:43,320 --> 00:16:51,250
+نفس المتجه بس بإشارة مخالفة، number C، و قال لي في
+
+159
+00:16:51,250 --> 00:16:53,470
+دقيقة، إيش أنت بتبقى عايز؟ مشان الـ directional
+
+160
+00:16:53,470 --> 00:16:59,530
+derivative عند النقطة هذه اللي هو بده يساوي زيرو،
+
+161
+00:16:59,530 --> 00:17:06,610
+باجي بقول لك عندنا DUF بده يساوي زيرو، هذا معناته
+
+162
+00:17:06,610 --> 00:17:16,700
+إن جراد الـ F ضرب U بده يساوي زيرو، حيث الـ U
+
+163
+00:17:16,700 --> 00:17:25,220
+بيساوي U1 في اتجاه I زائد U2 في اتجاه J، is a unit vector
+
+164
+00:17:25,220 --> 00:17:31,460
+تمام؟ طيب، باجي بقول لهم، قعدوا اللي فيها جاهزة،
+
+165
+00:17:31,460 --> 00:17:40,280
+عندنا اللي هي (2/3)I زائد (1/6)J، كله ضرب U1
+
+166
+00:17:40,280 --> 00:17:45,410
+في اتجاه I زائد U2 في اتجاه J، كله بده يساوي
+
+167
+00:17:45,410 --> 00:17:57,030
+زيرو، أو بمعنى آخر، (2/3)U1 زائد (1/6)U2
+
+168
+00:17:57,030 --> 00:18:03,510
+بده يساوي كم؟ بده يساوي زيرو، لو ضربت كله في 6
+
+169
+00:18:03,510 --> 00:18:11,070
+عشان أتخلص من الكسور، 4U1 زائد U2
+
+170
+00:18:11,070 --> 00:18:16,510
+بده يساوي زيرو، ضربت المعادلة كلها في 6، يبقى هذا
+
+171
+00:18:16,510 --> 00:18:25,630
+بدي يبين لي إن U2 بده يساوي سالب 4U1، طيب
+
+17
+
+223
+00:25:41,340 --> 00:25:44,380
+ده اللي فيه ثلاثة متغيرات بسميها
+
+224
+00:25:54,320 --> 00:26:02,030
+يبقى سارة اندي تتعامل لما تسويها بـ C يبقى هذا بيسميه
+
+225
+00:26:02,030 --> 00:26:06,210
+level K يعني طيب تعالوا نفاضلها و نشوف كده شهدها
+
+226
+00:26:06,210 --> 00:26:11,490
+المشتقة  ففاضلها كيف؟ اه احنا خدنا chain rule لو
+
+227
+00:26:11,490 --> 00:26:17,350
+كانت F ده اللي فيه متغيرين و كل متغير ده اللي فيه
+
+228
+00:26:17,350 --> 00:26:22,690
+متغير آخر مظبوط فكنا بنقول إيش؟ كنا بنقول
+
+229
+00:26:39,450 --> 00:26:48,430
+متغير واحد بشتقه كليا يبقى في dx على dt زائد
+
+230
+00:26:48,430 --> 00:26:58,730
+∂f/∂y في dy على dt ممتاز
+
+231
+00:26:58,730 --> 00:27:06,560
+جدا طيب الآن الـ x مين عندي؟ من الإجابة كانت؟ G of T
+
+232
+00:27:06,560 --> 00:27:15,380
+يبقى هذه كأنها ∂F/∂x في dG
+
+233
+00:27:15,380 --> 00:27:27,240
+على dt زائد ∂F/∂y في dH على dt
+
+234
+00:27:27,240 --> 00:27:28,160
+بيبقى يساوي Z
+
+235
+00:27:31,670 --> 00:27:35,910
+ما بيكونش رأيك هذا dot product بين متجهين وأنا مش
+
+236
+00:27:35,910 --> 00:27:42,650
+داري كيف dot product بين متجهين بقول اه تعالي شوفي
+
+237
+00:27:42,650 --> 00:27:47,170
+هذه المدرسة نكتبها على الشكل التالي ∂F/∂
+
+238
+00:27:47,170 --> 00:27:54,150
+x في اتجاه I زائد ∂F/∂y
+
+239
+00:27:54,150 --> 00:27:57,350
+في اتجاه J ⋅
+
+240
+00:28:12,050 --> 00:28:16,310
+على dt في اتجاه اللي هي بده يساوي صفر لو عملت
+
+241
+00:28:16,310 --> 00:28:21,010
+ضرب  الناتج مش هتطلع لي فوق هيك صح ولا لأ طيب
+
+242
+00:28:21,010 --> 00:28:27,930
+ده يعني هو تعريف مين يا بنات؟ ليه grad يعني
+
+243
+00:28:27,930 --> 00:28:33,990
+grad  تبع الدالة f تمام يبقى هذه هي grad f
+
+244
+00:28:41,810 --> 00:28:46,170
+صح ولا لأ؟ إذا بقدر أشيل هذه وأكتب عليها dR/
+
+245
+00:28:46,170 --> 00:28:55,890
+dt يبقى هذا معناته dR/dt قداش ما بتساوي صفر إذا
+
+246
+00:28:55,890 --> 00:29:01,230
+أنا عندي متجهين واحد اسمه grad F والثاني dR/
+
+247
+00:29:01,230 --> 00:29:05,450
+dt dot product بينهم يساوي صفر يبقى grad
+
+248
+00:29:05,450 --> 00:29:10,710
+الاتنين مالهم؟ بتقول لي يبقى اتنين هذول مالهم؟ متعامدين
+
+249
+00:29:10,710 --> 00:29:14,130
+طب شوفي هذا إيش بفيدني؟ ساعدني، خلي بالكم معايا
+
+250
+00:29:14,130 --> 00:29:21,910
+طلعوا عينيكوا كويس، الآن dR/dt مش هي  مشتقتها دي
+
+251
+00:29:21,910 --> 00:29:27,550
+طب مشتقتها دي شو بتفيدني؟ الـ V ممتاز جدا يبقى هذا
+
+252
+00:29:27,550 --> 00:29:32,490
+مشتقتها هذا عبارة عن الـ velocity طب الـ velocity و
+
+253
+00:29:32,490 --> 00:29:36,690
+اتجاه الحركة والـ tangent مش كله في اتجاه الواحد
+
+254
+00:29:36,690 --> 00:29:43,410
+يبقى هذا كأنه مين؟ كأنه tangent لمين؟ لو الـ tangent
+
+255
+00:29:43,410 --> 00:29:50,860
+vector لجسم يتحرك في الفراغ عند نقطة ما كويس؟ يبقى
+
+256
+00:29:50,860 --> 00:29:56,440
+هذا كأنه إيش؟ كأنه grad الـ F والـ tangent مالهم
+
+257
+00:29:56,440 --> 00:30:04,620
+اتنين orthogonal يبقى هذا هو V وبالتالي هذا هو
+
+258
+00:30:04,620 --> 00:30:08,720
+الـ unit tangent vector وليس الـ unit  أو الـ
+
+259
+00:30:08,720 --> 00:30:14,260
+tangent vector و اتنين هذا orthogonal هذا معناته
+
+260
+00:30:14,260 --> 00:30:22,080
+أن grad الـ F and the
+
+261
+00:30:22,080 --> 00:30:37,140
+tangent to the curve are orthogonal كيف
+
+262
+00:30:37,140 --> 00:30:42,720
+هذا الكلام؟ يعني عملت لو جيت تخيلت على سبيل المثال
+
+263
+00:30:42,720 --> 00:30:52,440
+أن هذا كان level curve هذا كان level curve هذا
+
+264
+00:30:52,440 --> 00:30:55,980
+واحد منهم من الـ level curves كويس وجيت عنده نقطة
+
+265
+00:30:55,980 --> 00:31:03,860
+مثل هذه النقطة كويس ورحت رسمت الـ tangent يبقى
+
+266
+00:31:03,860 --> 00:31:12,800
+هذا كان الـ tangent اللي عندنا اللي هو من الـ T إذا
+
+267
+00:31:13,430 --> 00:31:18,870
+العمودي على grad الـ F بيكون بالشكل اللي عندنا هذا
+
+268
+00:31:18,870 --> 00:31:26,310
+الزاوية قائمة وهذا بيكون هو grad الـ F يبقى
+
+269
+00:31:26,310 --> 00:31:31,490
+grad الـ F والـ T اتنين orthogonal من هنا كان
+
+270
+00:31:31,490 --> 00:31:32,950
+بالشكل اللي عندنا
+
+271
+00:31:35,790 --> 00:31:40,690
+ماذا في عندي tangent line عند نقطة على level
+
+272
+00:31:40,690 --> 00:31:46,230
+surface إذا بروح أدور على معادلة هذا الـ tangent
+
+273
+00:31:46,230 --> 00:31:52,310
+كويس إذا بروح أحط عنوان جانب صغير اللي هو equation
+
+274
+00:31:52,310 --> 00:31:54,010
+of the tangent line
+
+275
+00:31:57,740 --> 00:32:07,740
+equation of the tangent line
+
+276
+00:32:07,740 --> 00:32:11,920
+to a level k
+
+277
+00:32:31,410 --> 00:32:39,050
+الآن بحاول أحسب معادلة tangent
+
+278
+00:32:39,050 --> 00:32:46,330
+line عند النقطة اللي عندنا هذا كيف بنحسب هذه
+
+279
+00:32:46,330 --> 00:32:51,710
+المعادلة؟ بقول بسيطة جدا بدي أستخدم فكرة dot
+
+280
+00:32:51,710 --> 00:32:57,690
+product في إيجاد هذه المعادلة تبعت  tangent
+
+281
+00:32:57,690 --> 00:33:03,690
+line يبقى بنروح نستخدم هذه في اللي هو
+
+282
+00:33:03,690 --> 00:33:09,540
+إيجاد هذه المعادلة والعمودي عندنا هنا اللي هو
+
+283
+00:33:09,540 --> 00:33:15,660
+الـ gradient vector مظبوط أو لا؟ طيب أنا بدي أروح
+
+284
+00:33:15,660 --> 00:33:20,100
+احنا دلوقتي الـ tangent line مش الـ tangent vector
+
+285
+00:33:20,100 --> 00:33:23,640
+يبقى الـ tangent line بنعملها بالـ parametric
+
+286
+00:33:23,640 --> 00:33:29,960
+equations تمام؟ يبقى الـ parametric equations هذول
+
+287
+00:33:29,960 --> 00:33:37,990
+بتكون من نقطة اللي هي نقطة التماس هذه على سبيل
+
+288
+00:33:37,990 --> 00:33:43,150
+المثال يعني لو قلت هذه النقطة هي x₀ و y₀
+
+289
+00:33:43,150 --> 00:33:51,190
+وأنا بدي معادلة المماس الموازي للـ unit tangent
+
+290
+00:33:51,190 --> 00:33:57,530
+vector  موازي للـ unit tangent vector إذا بدي
+
+291
+00:33:57,530 --> 00:34:04,990
+أجيب المعادلة كتالي كويس؟ يبقى بتروح آخذ أي نقطة
+
+292
+00:34:04,990 --> 00:34:09,890
+موجودة على هذا الـ line على سبيل المثال والتكن
+
+293
+00:34:09,890 --> 00:34:17,730
+النقطة هذه النقطة هذه  لها x أو x و y كان
+
+294
+00:34:17,730 --> 00:34:25,470
+إحداثياتها  كويس؟ طيب الآن الـ unit tangent vector
+
+295
+00:34:25,470 --> 00:34:30,390
+مش الـ unit tangent line مش فيش... ال... ال...
+
+296
+00:34:30,390 --> 00:34:33,690
+... مش ال...  فش حاجة اسمها unit tangent line يبقى
+
+297
+00:34:33,690 --> 00:34:37,150
+بقول الـ tangent line ماعنديش هنا يبقى أنا باجي
+
+298
+00:34:37,150 --> 00:34:41,210
+بقول الـ unit tangent vector مع الـ grad f اتنين
+
+299
+00:34:41,210 --> 00:34:46,290
+مالهم؟ orthogonal  اتنينهم مالهم؟ متعامدين إذا
+
+300
+00:34:46,290 --> 00:34:51,350
+dot product بينهم بيساوي صفر بناء عليه
+
+301
+00:34:51,350 --> 00:34:58,970
+فبروح بقوله إيش؟ عندنا هنا اللي هو مين؟ اللي هو
+
+302
+00:34:58,970 --> 00:35:04,390
+grad f احنا آه هنا باجي بقوله هنا grad الـ
+
+303
+00:35:04,390 --> 00:35:12,290
+f  ضرب مين؟ المتجه اللي عندنا هذا اللي هو بدي
+
+304
+00:35:12,290 --> 00:35:18,930
+أسميه على سبيل المثال المتجه N بدي أساويه بصفر
+
+305
+00:35:18,930 --> 00:35:27,180
+كويس، يبقى هذا شو معناه؟ ∂f/∂x عند النقطة x₀
+
+306
+00:35:27,180 --> 00:35:32,580
+و y₀ في اتجاه i + ∂f/∂y عند النقطة x₀
+
+307
+00:35:32,580 --> 00:35:40,960
+و y₀ في اتجاه j ⋅
+
+308
+00:35:40,960 --> 00:35:46,880
+المتجه اللي عندنا هذا اللي هو مين؟ x - x₀
+
+309
+00:35:46,880 --> 00:35:53,550
+في اتجاه i + y - y₀ في اتجاه j =
+
+310
+00:35:53,550 --> 00:36:02,270
+صفر لو رحت فكرة هذه ليس بصير ∂f/∂x عند نقطة x₀ و y₀
+
+311
+00:36:02,270 --> 00:36:11,310
+في x - x₀ + ∂f/∂y عند نقطة x₀ و y₀
+
+312
+00:36:11,310 --> 00:36:19,980
+في y - y₀ = مين؟ يساوي صفر السؤال هو
+
+313
+00:36:19,980 --> 00:36:27,260
+هل هذه معادلة خط مستقيم؟ تعالوا نشوف الـ ∂f/∂x عندها
+
+314
+00:36:27,260 --> 00:36:31,000
+نقطة يا بنات هذا دالة ولا رقم number؟
+
+315
+00:36:46,900 --> 00:36:53,580
+معادلة خط المستقيم يبقى هذه معادلة الخط المستقيم
+
+316
+00:36:53,580 --> 00:36:58,940
+اللي احنا قاعدين ندور عليها أو اللي احنا بدنا إياه يعني
+
+317
+00:36:58,940 --> 00:37:00,680
+يبقى هذه الـ equation
+
+318
+00:37:16,170 --> 00:37:24,670
+بنحصل على هذه المعادلة المطلوبة، ناخد مثال عليها، بنحصل على
+
+319
+00:37:24,670 --> 00:37:25,170
+example
+
+320
+00:37:38,770 --> 00:37:46,370
+the curve ورسم المنحنى x تربيع على 2 ناقص y تساوي
+
+321
+00:37:46,370 --> 00:37:55,110
+واحد together with together with  نحسب هذا الـ F
+
+322
+00:37:55,110 --> 00:38:06,110
+and the tangent line and the tangent line وخط
+
+323
+00:38:06,110 --> 00:38:15,290
+الماس at the point at the point عند النقطة اللي هو
+
+324
+00:38:15,290 --> 00:38:23,050
+جذر 2 و 1 and write an equation and write
+
+325
+00:38:23,050 --> 00:38:29,890
+an equation و بده نكتب معادلة for the tangent line
+
+326
+00:38:29,890 --> 00:38:36,830
+for the tangent line
+
+327
+00:38:39,590 --> 00:38:44,450
+وبنقسمها أو ما هو شكل معادلة خط التماس
+
+328
+00:39:09,620 --> 00:39:14,140
+برجع للسؤال مرة ثانية بقول لي ارسم للمنحنى اللي
+
+329
+00:39:14,140 --> 00:39:18,950
+عندنا هذا مع مين؟ together with grad f ترسم
+
+330
+00:39:18,950 --> 00:39:25,050
+على الرسمة grad f and tangent line وخط التماس
+
+331
+00:39:25,050 --> 00:39:28,870
+عند النقطة يبقى with grad f وخط التماس عند
+
+332
+00:39:28,870 --> 00:39:32,690
+النقطة للمنحنى اللي موجودة عندنا وبعد هيك نجيب
+
+333
+00:39:32,690 --> 00:39:38,170
+المعادلة يبقى مطلوبين  ال رسم زائد معادلة
+
+334
+00:39:38,170 --> 00:39:43,070
+tangent line لمين؟ للخط المستقيم اللي عندنا أو خط
+
+335
+00:39:43,070 --> 00:39:46,770
+الماس بقوله كويس هو الـ function اللي عندي وين هي
+
+336
+00:39:46,770 --> 00:39:50,690
+عشان أجيب له grad f بالذات الـ function وين الـ
+
+337
+00:39:50,690 --> 00:39:54,230
+function هذه؟ مش ماطيني الـ function لكن ماطيني
+
+338
+00:39:54,230 --> 00:39:58,330
+مين؟ اللي هو الـ curve اللي هو الـ curve  الـ function
+
+339
+00:39:58,330 --> 00:40:02,250
+بساويه بمين؟ بـ constant يبقى الـ function الأساسية
+
+340
+00:40:02,250 --> 00:40:09,310
+مين هي يا بنات؟ F(x,y) تساوي x تربيع ناقص y يبقى
+
+341
+00:40:09,310 --> 00:40:14,540
+باجي بقوله هنا هذا level curve يبقى المعادلة
+
+342
+00:40:14,540 --> 00:40:20,420
+الأصلية أو الـ function الأصلية هي من هنا الـ f(x
+
+343
+00:40:20,420 --> 00:40:27,240
+و y) اللي هو بدها تساوي x تربيع ناقص y لأنه أنا لما
+
+344
+00:40:27,240 --> 00:40:31,200
+بجيب level curve بساوي المعادلة اللي عندي أو
+
+345
+00:40:31,200 --> 00:40:36,500
+الدالة اللي عندي بمقدار ثابت بمقدار ثابت يبقى هذه
+
+346
+00:40:36,500 --> 00:40:41,560
+هي أصل المعادلة اللي موجودة عندي بقول له كويس إذا احنا
+
+347
+00:40:41,560 --> 00:40:46,600
+عشان نجيب المعادلة اللي عندنا بيلزم نوجد كله من ∂f/∂x و
+
+348
+00:40:46,600 --> 00:40:51,880
+∂f/∂y وين عند النقطة المعطاة بروح بقول له هنا بدي
+
+349
+00:40:51,880 --> 00:41:00,260
+أجيب له ∂f/∂x يبقى تفاضل F بالنسبة للـ x كده؟ بـ 2x و
+
+350
+00:41:00,260 --> 00:41:00,980
+بالمرة
+
+351
+00:41:04,170 --> 00:41:09,250
+عند النقطة جذر 2 و 1 المعطاة يبقى قدر ما
+
+352
+00:41:09,250 --> 00:41:16,490
+تساوي 2جذر 2 بعد هيك بروح أجيب له ∂f/∂y
+
+353
+00:41:16,490 --> 00:41:25,560
+كده يبقى قيمتها وهذا بده يعطيك أنه ∂f/∂y عند النقطة
+
+354
+00:41:25,560 --> 00:41:29,260
+جذر 2 و 1 قيمتها بـ -1 كل وصف انت مالوش
+
+355
+00:41:29,260 --> 00:41:34,940
+دعوة بمين؟ بالمتغيرات إذا بناء عليها حصلت على مين؟
+
+356
+00:41:34,940 --> 00:41:40,560
+على grad f اللي بدنا إياه أوي  للحظة على أي حال
+
+357
+00:41:40,560 --> 00:41:43,740
+هل مطلوب أكتبها؟ والله إذا كان مطلوب أكتبها مش
+
+358
+00:41:43,740 --> 00:41:48,440
+مطلوبة أي مركبة أنت خلاص جاهزة طب كويس قال هو إيش
+
+359
+00:41:48,440 --> 00:41:53,310
+ارسم المنحنى وارسم grad f إذا أنا بروح
+
+360
+00:41:53,310 --> 00:41:59,910
+أقوله grad f عند النقطة جذر 2 و 1 هي
+
+361
+00:41:59,910 --> 00:42:07,250
+2جذر 2 في اتجاه i ناقص j يبقى هذه اللي
+
+362
+00:42:07,250 --> 00:42:13,390
+بتلعب دور كبير وياه في المسألة  طيب خليني أروح
+
+363
+00:42:13,390 --> 00:42:18,410
+نرسم اللي هو التسلسل في الترتيب تبع المطلوب تبع
+
+364
+00:42:18,410 --> 00:42:23,790
+المسألة خليني أروح نرسم وبعد هيك بصير خير أيوة
+
+365
+00:42:23,790 --> 00:42:31,290
+فباجي ارسم إيش بقوله هنا الـ level level
+
+366
+00:42:31,290 --> 00:42:34,370
+curve
+
+367
+00:42:34,370 --> 00:42:38,230
+=1
+
+368
+00:42:38,230 --> 00:42:40,210
+اللي هو مين؟
+
+369
+00:42:43,480 --> 00:42:51,840
+ممكن أكتبه بشكل آخر وهو y تساوي x تربيع ناقص 1
+
+370
+00:42:51,840 --> 00:42:55,340
+معادلة إيش دي يا بنات؟ برابرها بس في الأول ما كانتش
+
+371
+00:42:55,340 --> 00:43:00,540
+واضحة لكن  رتبتها صارت المعادلة سهلة وميسورة
+
+372
+00:43:00,540 --> 00:43:07,120
+لو رحت أرسمها بقيت بقول هي المحاور هي إن محور x
+
+373
+00:43:07,950 --> 00:43:13,550
+هذا محور y وهذا نقطة الأصل اللي هي صفر  يمكن هذه
+
+374
+00:43:13,550 --> 00:43:19,250
+أصل الدالة y تساوي x تربيع بس shifted لأسفل بمقدار
+
+375
+00:43:19,250 --> 00:43:26,850
+واحد طب بدأ أجيب نقطة تقاطعها مع محور x يبقى بحط y
+
+376
+00:43:26,850 --> 00:43:32,750
+بصفر بصير x يساوي ± 1 يبقى المنحنى
+
+377
+00:43:32,750 --> 00:43:37,700
+هيمر بنقطة واحدة وهيمر بالنقطة مين؟ اللي هو سالب
+
+378
+00:43:37,700 --> 00:43:43,580
+واحد وهنا بتجينا من وين؟ من عند الـ -1 يبقى
+
+379
+00:43:43,580 --> 00:43:48,880
+هذه  المنحنى اللي عندنا ومن هنا بتجينا بالشكل اللي
+
+380
+00:43:48,880 --> 00:43:56,500
+عندنا هيك يبقى هذه  المنحنى y تساوي x تربيع ناقص
+
+381
+00:43:56,500 --> 00:44:03,000
+واحد طيب تمام تمام بدي أجيب النقطة جذر 2 و 1
+
+382
+00:44:03,000 --> 00:44:06,320
+جذر 2 و 1 و 0.4 يعني وين بدها
+
+383
+00:44:06,320 --> 00:44:09,720
+تجيني هي 1.4 من عشرة نفسها بدها تجي
+
+384
+00:44:09,720 --> 00:44:13,940
+تقريبا هنا وطلع بتكون عندنا هي النقطة اللي
+
+385
+00:44:13,940 --> 00:44:17,820
+عندنا هي جبنا النقطة هذه اللي هي جذر 2 و
+
+386
+00:44:17,820 --> 00:44:22,800
+واحد بالشكل اللي عندنا هنا الآن في مماس المماس
+
+387
+00:44:22,800 --> 00:44:24,220
+اللي عندنا بهذا الشكل
+
+388
+00:44:32,570 --> 00:44:39,670
+الخط الأزرق اللي أنتو شايفينه هو
+
+389
+00:44:39,670 --> 00:44:45,790
+رسمناه بالأزرق لكي نبين لكم لأن
+
+390
+00:44:45,790 --> 00:44:51,170
+هذا خط التماس مع المنحنى عند النقطة اللي عندنا
+
+391
+00:44:51,170 --> 00:44:51,770
+هذه
+
+392
+00:44:54,770 --> 00:44:58,250
+الآن قال لي ارسم المنحنى ورسمنا له المنحنى، ارسم
+
+393
+00:44:58,250 --> 00:45:02,530
+الماس ورسمنا له المماس مين ضايل؟ grad f آه
+
+394
+00:45:02,530 --> 00:45:07,970
+grad f grad f قال لي 2جذر 2 في
+
+395
+00:45:07,970 --> 00:45:14,710
+اتجاه الـ i ناقص j إذا بدي أجي أرسم هذا بدي أنسبها
+
+396
+00:45:14,710 --> 00:45:19,710
+إلى نقطة الأصل وبعدين بحركه زي ما بدي صحيح؟ يبقى
+
+445
+00:50:59,800 --> 00:51:03,740
+المقام على مربع المقام الأصلي يبقى نفس النتيجة. بدأت
+
+446
+00:51:03,740 --> 00:51:10,000
+أقول المقام في الـ gradient للـ F ناقص الـ F في الـ
+
+447
+00:51:10,000 --> 00:51:17,800
+gradient للـ G كله على مين؟ على G تربيع، بشرط أن الـ G
+
+448
+00:51:17,800 --> 00:51:25,200
+هذه ما لها ممنوعة، ساوي زيها، طيب.
+
+449
+00:51:26,420 --> 00:51:31,060
+من أول محاضرة المبادرة الماضية وحتى هذه اللحظة، و
+
+450
+00:51:31,060 --> 00:51:35,960
+إحنا بنتكلم على functions في مين؟ في two variables
+
+451
+00:51:35,960 --> 00:51:41,380
+فقط. هل هذا الكلام صحيح لـ three variables أو
+
+452
+00:51:41,380 --> 00:51:48,580
+invariables؟ هذا ما سنشير إليه الآن. طبعًا، صحيح ولا
+
+453
+00:51:48,580 --> 00:51:55,140
+مشكلة في ذلك. فبتقول الـ functions of three
+
+454
+00:51:55,140 --> 00:52:05,100
+variables، of three variables،  الدوال في ثلاثة متغيرات
+
+455
+00:52:05,100 --> 00:52:14,680
+f، الـ f of x، y، و z is a differentiable function
+
+456
+00:52:14,680 --> 00:52:17,740
+قابل للاشتقاق
+
+457
+00:52:17,740 --> 00:52:24,330
+الاشتقاق، والـ U كان U1 في اتجاه الـ I، U2 في
+
+458
+00:52:24,330 --> 00:52:30,410
+اتجاه الـ J، U3 في اتجاه الـ K، is a unit vector، as
+
+459
+00:52:30,410 --> 00:52:45,090
+a unit vector، كان متجه وحدة. then، جراد الـ F اللي
+
+460
+00:52:45,090 --> 00:52:49,890
+بدأ يتساوي partial F على partial X في اتجاه I،
+
+461
+00:52:49,890 --> 00:52:55,210
+partial F على partial Y في اتجاه J، partial F على
+
+462
+00:52:55,210 --> 00:53:00,730
+partial Z في اتجاه K. يعني أضفنا بس المركبة في
+
+463
+00:53:00,730 --> 00:53:06,030
+اتجاه مين؟ في اتجاه K. وبعدين بقول هنا Z،
+
+464
+00:53:06,030 --> 00:53:11,570
+directional derivative.
+
+465
+00:53:16,340 --> 00:53:29,040
+D، الـ D U F، بدي أساوي جراد الـ F  بـ الـ U اللي هو
+
+466
+00:53:29,040 --> 00:53:35,160
+بدي أساوي الدرجة من هنا، اللي هو partial F على
+
+467
+00:53:35,160 --> 00:53:42,860
+partial X الـ U1، partial F على partial Y الـ U2، زائد
+
+468
+00:53:42,860 --> 00:53:49,740
+partial F على partial Z في الـ U3. هذه مركبات الـ U
+
+469
+00:53:49,740 --> 00:53:56,480
+وهذه مركبات الـ F. يبقى كل واحدة في نظيرتها وبنجمع.
+
+470
+00:53:56,480 --> 00:54:02,340
+بطلع جداء المقدار اللي عندك. ياريت أقدركوا بس also
+
+471
+00:54:02,340 --> 00:54:08,360
+وكذلك for، originally، D U F.
+
+472
+00:54:17,750 --> 00:54:25,370
+لو جبتها بلغة الأطوال، تبقى باجي بقول: هذا طول جراد
+
+473
+00:54:25,370 --> 00:54:32,530
+الـ F في طول الـ U في Cos الزاوية بينهم. آه، إيه كده. طول
+
+474
+00:54:32,530 --> 00:54:37,630
+الـ U؟ لأن أنا جايّب الـ unit vector هناك، تمام؟ إذًا
+
+475
+00:54:37,630 --> 00:54:43,160
+هذا الكلام بده يساوي طول جراد الـ F في cosine
+
+476
+00:54:43,160 --> 00:54:52,460
+الزاوية. طيب، باش بدأنا محاضرتنا اليوم بالتذكير بآخر
+
+477
+00:54:52,460 --> 00:54:57,920
+أدخلناها في المحاضرة الماضية، وهي خواص الـ product
+
+478
+00:54:57,920 --> 00:55:02,960
+أو خواص الـ directional derivative، والآن إحنا
+
+479
+00:55:02,960 --> 00:55:07,780
+رايحين وين؟ على نفس الخواص، يعني ما بدنا نعيدها كمان
+
+480
+00:55:07,780 --> 00:55:13,520
+آه، كمان مرة. تبقى إحنا نذكرها بـ، آه، باختصار فقط لغاية
+
+481
+00:55:13,520 --> 00:55:18,540
+يعني يا بنات، الخواص اللي كانت تطبق على الـ
+
+482
+00:55:18,540 --> 00:55:19,860
+directional derivative
+
+483
+00:55:22,430 --> 00:55:29,050
+متغيرين، هي صحيحة بالضبط تمامًا على الـ function اللي
+
+484
+00:55:29,050 --> 00:55:35,970
+فيه ثلاثة متغيرات. لذلك، بأقول باختصار بصيغة الـ
+
+485
+00:55:35,970 --> 00:55:42,830
+remark التالي: الـ
+
+486
+00:55:42,830 --> 00:55:43,890
+three properties.
+
+487
+00:55:50,260 --> 00:55:58,760
+اللي بدنا نفهمها محاضرة اليوم، of equation star، طبعًا
+
+488
+00:55:58,760 --> 00:56:05,560
+سمينا هذه الـ equation star، are
+
+489
+00:56:05,560 --> 00:56:14,140
+the same، are the same، نفسهم.
+
+490
+00:56:14,140 --> 00:56:26,820
+in the case، كما في حالة، of function of two
+
+491
+00:56:26,820 --> 00:56:32,020
+variables، that
+
+492
+00:56:32,020 --> 00:56:39,660
+is، in، الـ
+
+493
+00:56:39,660 --> 00:56:46,820
+F increases most rapidly
+
+494
+00:56:49,020 --> 00:56:55,920
+يزيد أكثر بسرعة في الاتجاه
+
+495
+00:56:55,920 --> 00:57:08,380
+... في اتجاه جراد الـ F. عظيم، ويزيد
+
+496
+00:57:08,380 --> 00:57:12,200
+... والـ F يزيد
+
+497
+00:57:16,020 --> 00:57:22,200
+most rapidly، and the direction of سالب جراد الـ F
+
+498
+00:57:22,200 --> 00:57:25,720
+finally،
+
+499
+00:57:25,720 --> 00:57:29,840
+الـ
+
+500
+00:57:29,840 --> 00:57:41,140
+D U F بده يساوي صفرًا. الـ F، و جراد الـ F are
+
+501
+00:57:41,140 --> 00:57:42,880
+orthogonal.
+
+502
+00:57:47,070 --> 00:57:52,210
+يبقى إحنا كأنه بنعمم الشغلات اللي حصلنا عليها قبل
+
+503
+00:57:52,210 --> 00:58:01,870
+هيك تعميم. نعطي مثال توضيحيًا على درجة، example، find
+
+504
+00:58:01,870 --> 00:58:14,610
+the directions، find the directions، find
+
+505
+00:58:14,610 --> 00:58:20,300
+the directions، in which
+
+506
+00:58:20,300 --> 00:58:32,700
+the function، f of x، و y، و z، بده يساوي x تربيع
+
+507
+00:58:32,700 --> 00:58:42,100
+زائد y تربيع ناقص واحد زائد y زائد ستة z
+
+508
+00:58:48,620 --> 00:58:59,480
+increases and decreases most
+
+509
+00:58:59,480 --> 00:59:06,860
+rapidly، most
+
+510
+00:59:06,860 --> 00:59:22,210
+rapidly، at P0 of 1، و 1، و 0. then، find، ومن ثم أوجد
+
+511
+00:59:22,210 --> 00:59:30,690
+the derivatives of
+
+512
+00:59:30,690 --> 00:59:35,930
+the function in these directions.
+
+513
+01:00:17,510 --> 01:00:20,570
+يبقى المعلومات اللي أخذناها على functions of two
+
+514
+01:00:20,570 --> 01:00:25,450
+variables، صحيحة على functions of three variables.
+
+515
+01:00:25,450 --> 01:00:31,890
+نأخذ مثال عظيم، ينهي هذه الاتجاهات بحيث يدلّ على
+
+516
+01:00:31,890 --> 01:00:37,730
+هذه increases، وكذلك decreases. مصطلح بدي أن نقطع
+
+517
+01:00:37,730 --> 01:00:42,040
+عنها، ومن ثم نوجد قديش الـ derivatives في هذه
+
+518
+01:00:42,040 --> 01:00:45,240
+الاتجاهات. لما يقول هذه الـ derivatives في هذه
+
+519
+01:00:45,240 --> 01:00:48,500
+الاتجاهات، يعني كأنه يقول هذه الظاهرة شينا ليها
+
+520
+01:00:48,500 --> 01:00:52,360
+derivatives لمن؟ للـ function اللي عامة
+
+521
+01:01:00,110 --> 01:01:08,710
+عند نقطة معطاة. فأنت تجيب فكرة في الأسئلة، فأنت
+
+522
+01:01:08,710 --> 01:01:12,270
+تجيب فكرة في الأسئلة.
+
+523
+01:01:18,820 --> 01:01:24,700
+ناقص واحد في مجتوى مداخل الـ N بالنسبة إلى X اللي
+
+524
+01:01:24,700 --> 01:01:33,000
+هو بـ 2X، برة ما عنديش X، يبقى كله بالصفات بالمرة.
+
+525
+01:01:33,000 --> 01:01:40,360
+نحسبها، الـ Fx عند النقطة 1، 1، و 0، يبقى
+
+526
+01:01:40,360 --> 01:01:46,120
+بدها تساوي 2 على 1 زائد 1 ناقص 1، بتساوي
+
+527
+01:01:46,120 --> 01:01:52,520
+قديش؟ 2. بعد هيك بتروح أجيب له Fy اللي هي بدها
+
+528
+01:01:52,520 --> 01:02:00,360
+تساوي 1 على x تربيع زائد y تربيع ناقص 1، كله
+
+529
+01:02:00,360 --> 01:02:04,620
+في مشتقة ما داخل القوس، وبالتالي 2y.
+
+530
+01:02:11,730 --> 01:02:17,590
+يبقى هذا الكلام يعطينا أن if، y عندنا نقطة 1،
+
+531
+01:02:17,590 --> 01:02:26,350
+و1، و0، يساوي 2 على 1 زائد 1 ناقص
+
+532
+01:02:26,350 --> 01:02:31,790
+1، وكله زائد 1، يبقى 2 زائد 1 يساوي كم؟
+
+533
+01:02:31,790 --> 01:02:33,150
+يساوي 3.
+
+534
+01:02:36,320 --> 01:02:42,480
+يبقى مشتقة الـ F بالنسبة إلى Z، يبقى لأن هذا كله قدره
+
+535
+01:02:42,480 --> 01:02:47,960
+0، لأنه لا يحتوي على Z، ومشتقة هذه بـ 0، يبقى
+
+536
+01:02:47,960 --> 01:02:56,300
+مشتقة هذا قدرها بـ 6. هذا يؤكد لك أن مشتقة الـ Fz عند 1، و1،
+
+537
+01:02:56,300 --> 01:03:03,140
+و0، ما لها دعوة لأنه مقدار ثابت. يبقى عند أي لحظة
+
+538
+01:03:03,140 --> 01:03:07,960
+بيكون المشتقة دائمًا at any moment بـ 6. بناء عليه
+
+539
+01:03:07,960 --> 01:03:17,680
+قدرنا نجيب مين؟ الـ جراد الـ F، هو 2I زائد 3J زائد
+
+540
+01:03:17,680 --> 01:03:23,420
+6K. يبقى
+
+541
+01:03:23,420 --> 01:03:27,080
+هذا هو العمودي الفقري تبع المثلث. اش بقول المطلوب؟
+
+542
+01:03:27,720 --> 01:03:32,040
+قال: لهذا الـ directions، بها تتزايد، increases most
+
+543
+01:03:32,040 --> 01:03:37,800
+rapidly. إذا increases most rapidly، يبقى المتجه هو جراد
+
+544
+01:03:37,800 --> 01:03:41,700
+الـ F. 2، 1، جراد الـ F، 2، 1، يكون في نفس
+
+545
+01:03:41,700 --> 01:03:48,640
+الاتجاه. يبقى أنا هـ لو جبت الـ unit vector تبع جراد
+
+546
+01:03:48,640 --> 01:03:53,640
+الـ F، يكون هو المطلوب، عارف ولا لأ؟ يبقى باجي بقول له
+
+547
+01:03:53,640 --> 01:04:13,270
+هنا الـ F increases most rapidly in the
+
+548
+01:04:13,270 --> 01:04:23,730
+direction of جراد الـ F، على طول جراد الـ F، اللي هو بدي
+
+549
+01:04:23,730 --> 01:04:31,230
+أعطيني المتجه U، بمعنى هذا الكلام أن الـ U هذه
+
+550
+01:04:31,230 --> 01:04:40,470
+تساوي 2I زائد 3J زائد 6K مقسومة على
+
+551
+01:04:40,470 --> 01:04:49,570
+طول المتجه، 4 زائد 9 زائد 36، 6، و
+
+552
+01:04:49,570 --> 01:04:55,940
+30، و9، 45، و4، تحت الجذر، يبقى
+
+553
+01:04:55,940 --> 01:05:02,220
+هذه بدها تساوي 7 في اتجاه الـ I، 3/7 في
+
+554
+01:05:02,220 --> 01:05:08,460
+اتجاه الـ J، 6/7 في اتجاه مين؟ في اتجاه الـ K. يبقى
+
+555
+01:05:08,460 --> 01:05:13,540
+جبت
+
+556
+01:05:13,540 --> 01:05:18,420
+الاتجاه اللي الدالة بتبقى فيه مالها؟ increases
+
+557
+01:05:18,420 --> 01:05:23,260
+most rapidly. تبقى decreasing most rapidly؟ ممتازة.
+
+558
+01:05:23,260 --> 01:05:26,570
+طب، إيش رأيك؟ طلب كمان، طبعًا، قال لي: هات لي derivative
+
+559
+01:05:26,570 --> 01:05:36,150
+في هذا الاتجاه. يبقى باجي بقول له: الـ derivative in
+
+560
+01:05:36,150 --> 01:05:48,070
+this direction، قديش يا فنان؟ الـ DUF، قديش بتساوي؟ طول
+
+561
+01:05:48,070 --> 01:05:56,070
+جراد الـ F. طول جراد الـ F، قديش طول جراد الـ F؟ 7.
+
+562
+01:05:56,070 --> 01:06:00,290
+نجيء
+
+563
+01:06:00,290 --> 01:06:07,930
+الآن الـ F decreases most
+
+564
+01:06:07,930 --> 01:06:13,990
+rapidly at
+
+565
+01:06:13,990 --> 01:06:21,750
+الـ 1، و1، و0، in the direction
+
+566
+01:06:24,850 --> 01:06:32,130
+مين؟ عكس اتجاه جراد الـ F، اللي هو سالب 7/7 في
+
+567
+01:06:32,130 --> 01:06:39,750
+اتجاه الـ I، سالب 3/7 في اتجاه الـ J، سالب 6
+
+568
+01:06:39,750 --> 01:06:49,870
+أسباع في اتجاه مين؟ الـ K. كمان الـ derivative in
+
+569
+01:06:49,870 --> 01:06:51,170
+this
+
+570
+01:06:55,330 --> 01:07:04,530
+direction is، سالب طول جراد الـ F، بده يساوي سالب 7.
+
+571
+01:07:04,530 --> 01:07:13,510
+خلصنا، وإحنا خلصنا الـ section طبعًا، وبالتالي بروح
+
+572
+01:07:13,510 --> 01:07:22,010
+لـ exercises، اليمين، 14، 5، المسائل من 1
+
+573
+01:07:22,010 --> 01:07:28,330
+لـ 35، القادة
+
+574
+01:07:28,330 --> 01:07:31,030
+حد بيسمع أي سؤال هنا؟
+
+575
+01:07:58,040 --> 01:08:01,500
+بناءً زي ما شايفين، الـ directional derivative فيها
+
+576
+01:08:01,500 --> 01:08:05,440
+معلومات قيمة، وبالتالي يعني دائمًا وأبدًا في
+
+577
+01:08:05,440 --> 01:08:10,840
+الامتحانات النهائية، بنحاول نجيب سؤال مرتبط فيها.
+
+578
+01:08:10,840 --> 01:08:15,780
+ننتقل للـ section الذي يليه، يا خالد، اللي هو
+
+579
+01:08:15,780 --> 01:08:24,520
+section 14، 6، 14، 6، اللي هو tangent
+
+580
+01:08:29,670 --> 01:08:48,750
+Tangent planes and differentials، نسميه
+
+581
+01:08:48,750 --> 01:08:51,770
+حد منكم كله؟ خلاص؟
+
+582
+01:09:07,370 --> 01:09:11,370
+إحنا قبل شوية جئنا نقول الـ tangent line in، ده
+
+583
+01:09:11,370 --> 01:09:16,470
+نقطة مظبوطة، لمين؟ للـ level curve. طب لو صار level
+
+584
+01:09:16,470 --> 01:09:20,450
+surface، ببطل يصير عندي tangent line، وأنا
+
+585
+01:09:20,450 --> 01:09:24,730
+بصير tangent plane. طبعًا، أفضل أن أعطيه definition
+
+586
+01:09:24,730 --> 01:09:30,110
+وبعدين نشوف كيف أن نحسب المعادلة تبعه. أنا بجيء
+
+587
+01:09:30,110 --> 01:09:35,370
+بقول definition الـ
+
+588
+01:09:35,370 --> 01:09:35,810
+tangent
+
+589
+01:09:41,640 --> 01:09:47,800
+الـ tangent plane at the point
+
+590
+01:09:47,800 --> 01:09:55,860
+عند النقطة P naught، of X naught، و Y naught، و Z
+
+591
+01:09:55,860 --> 01:10:00,120
+naught، on
+
+592
+01:10:00,120 --> 01:10:01,460
+the level surface
+
+593
+01:10:11,460 --> 01:10:22,440
+F of X، و Y، و Z، يساوي C، constant، of a differentiable
+
+594
+01:10:22,440 --> 01:10:35,420
+function F، is the plane، هو عبارة عن المستوى الذي
+
+595
+01:10:35,420 --> 01:10:43,710
+يمر بالنقطة P نوت، و X نوت، و Y نوت، و Z نوت
+
+596
+01:10:43,710 --> 01:10:47,590
+Normal
+
+597
+01:10:47,590 --> 01:10:56,970
+ويكون عموديًا to جراد الـ F عند النقطة P
+
+598
+01:10:56,970 --> 01:10:57,910
+نوت.
+
+599
+01:11:13,660 --> 01:11:21,440
+وحد يعطيني دفتر، من دفتر، أي دفتر. لو جئت تخيلت يا
+
+600
+01:11:21,440 --> 01:11:26,700
+أبنائي، أن يدي هذه level surface، تبقى مجسم، الفرق
+
+601
+01:11:26,700 --> 01:11:32,820
+قبضة اليد، هذه هي level surface، خذ مماسي يمسها
+
+602
+01:11:32,820 --> 01:11:40,140
+يمسها في نقطة واحدة، يبقى هذه النقطة اسمها X node، و
+
+603
+01:11:40,140 --> 01:11:44,860
+Y node، و Z node. أنا بدي أجيب معادلة الـ plane هذا
+
+604
+01:11:44,860 --> 01:11:50,480
+من العمودي على الـ plane، هو جراد الـ F، زي ما
+
+605
+01:11:50,480 --> 01:11:54,920
+كانت في حتة level curve قبل قليل. كان العمودي على
+
+606
+01:11:54,920 --> 01:11:59,880
+الـ tangent line هو جراد الـ F. وهناك، العمودي على الـ
+
+607
+01:11:59,880 --> 01:12:04,460
+tangent plane هي جراد الـ F، زي ما هو. L U على A
+
+608
+01:12:04,460 --> 01:12:12,450
+على L. مرة ثانية بقول: tangent plane، مستوى التماس، عندي
+
+609
+01:12:12,450 --> 01:12:16,770
+النقطة P، نقطة X، نقطة Y، نقطة Z، على الـ level
+
+610
+01:12:16,770 --> 01:12:22,030
+surface F of X، و Y، و Z، بدي اسميه كونستانت C،  للدالة
+
+611
+01:12:22,030 --> 01:12:27,200
+Function F، هو عبارة عن plane يمر بهذه النقطة
+
+612
+01:12:27,200 --> 01:12:32,980
+ويكون عموديًّا على جراد الـ F. طب إذا النص رسمة
+
+613
+01:12:32,980 --> 01:12:37,380
+فوضوية! طب أنا أعطيكم مثال بقضيب اليد التمثيلي، لكن
+
+614
+01:12:37,380 --> 01:12:42,580
+بقول: أنا عندي فيه level surface، على سبيل المثال، لو
+
+615
+01:12:42,580 --> 01:12:49,680
+كان عندي محاور بهذا الشكل، وأقول: هذا محور X، هذا محور
+
+616
+01:12:49,680 --> 01:12:57,180
+Y، هذا محور Z، ورحت رسمت الـ level surface اللي عندي
+
+617
+01:12:57,180 --> 01:13:05,840
+هذا، ونفترض أن الـ level surface كان بهذا الشكل، على
+
+618
+01:13:05,840 --> 01:13:11,140
+سبيل المثال. جبت
+
+619
+01:13:11,140 --> 01:13
+
+667
+01:19:03,370 --> 01:19:05,710
+equations
+
+668
+01:19:06,410 --> 01:19:20,350
+of this line R.  بدي أساوي  الـ X node زائد المتجه
+
+669
+01:19:20,350 --> 01:19:27,050
+الموازي للـ gradient الـ F
+
+670
+01:19:27,050 --> 01:19:34,930
+X زائد الـ F<sub>X</sub> عند النقطة P node. في الـ T. الـ Y بدي أساوي
+
+671
+01:19:34,930 --> 01:19:42,770
+Y node زائد f<sub>Y</sub> عند النقطة P<sub>0</sub> في الـ T. الـ Z بتساوي Z<sub>0</sub>
+
+672
+01:19:42,770 --> 01:19:51,890
+زائد F<sub>Z</sub> عند النقطة P<sub>0</sub> في Main. في اتجاه A. يبقى هؤلاء
+
+673
+01:19:51,890 --> 01:19:55,870
+الـ parameters لمين؟ للـ normal line. يبقى صح أننا
+
+674
+01:19:55,870 --> 01:20:00,910
+جيبنا الـ tangent plane لمين؟ للـ level surface. و
+
+675
+01:20:00,910 --> 01:20:05,170
+جيبنا العمودي على level surface اللي هو هو العمودي
+
+676
+01:20:05,170 --> 01:20:09,390
+على tangent plane. يعني العمودي على level surface
+
+677
+01:20:09,390 --> 01:20:15,710
+هو نفس العمود على مين؟ على tangent plane للـ level
+
+678
+01:20:15,710 --> 01:20:21,510
+surface اللي موجود عندنا. نعطي أمثلة توضيحية على ذلك.
+
+679
+01:20:21,510 --> 01:20:30,390
+أول مثال مثلا نقول
+
+680
+01:20:30,390 --> 01:20:33,010
+find the equations of the tangent plane
+
+681
+01:20:47,660 --> 01:21:01,940
+and normal line. and normal line. and normal line at
+
+682
+01:21:01,940 --> 01:21:15,180
+the point. at the point. عند النقطة الـ P<sub>0</sub> of واحد
+
+683
+01:21:15,470 --> 01:21:23,610
+و سالب واحد و تلاتة. on the surface. on the surface.
+
+684
+01:21:23,610 --> 01:21:33,110
+على السطح اللي هو: x<sup>2</sup> + 2xy - y<sup>2</sup>
+
+685
+01:21:33,110 --> 01:21:39,170
++ z<sup>2</sup> = 7
+
+686
+01:21:56,450 --> 01:22:01,810
+السؤال مرة ثانية، طلب مني معادلة مستوى التماس
+
+687
+01:22:01,810 --> 01:22:07,390
+ومعادلة الخط العمودي عند النقطة التي تقع على الـ
+
+688
+01:22:07,390 --> 01:22:11,530
+level surface. لمين؟ للمنحنى اللي عندنا. يبقى هذه
+
+689
+01:22:11,530 --> 01:22:15,670
+معادلة إيش يا بنات؟ level surface. مين الدالة
+
+690
+01:22:15,670 --> 01:22:21,730
+الأصلية؟ الدالة هذه بدون السبعة، بسميها F(X, Y)
+
+691
+01:22:21,730 --> 01:22:25,510
+يبقى باجي بقول له هنا الـ F
+
+692
+01:22:28,480 --> 01:22:37,380
+اللي هي level surface:  x<sup>2</sup> + 2xy
+
+693
+01:22:37,380 --> 01:22:39,000
+- y<sup>2</sup>
+
+694
+01:22:44,050 --> 01:22:47,310
+يبقى برضه gradient الـ F بتلعب دور أساسي عندنا. بدنا
+
+695
+01:22:47,310 --> 01:22:52,550
+نروح نجيب له gradient الـ F. يبقى بدنا نجيب له الـ F<sub>X</sub>. يبقى
+
+696
+01:22:52,550 --> 01:22:59,110
+مشتقة الدالة F بالنسبة لـ X. يعني يبقى 2X + 2Y
+
+697
+01:22:59,110 --> 01:23:01,790
+الباقي كله صفر. أيوة.
+
+698
+01:23:08,580 --> 01:23:13,660
+يعني هذي كانت z  مقص واحد لكل تربيع؟ آه ممكن. المقص
+
+699
+01:23:13,660 --> 01:23:18,160
+واحد ورق سبعة. لازم تفكر وتقدر تفهم الـ... لأ، ليس
+
+700
+01:23:18,160 --> 01:23:21,800
+بالضرورة. ليس بالضرورة طبعا. شو رأيك؟ أنا لو جيبت
+
+701
+01:23:21,800 --> 01:23:27,160
+السبعة على الطرف الثاني وقلت كله يساوي صفر، يساوي
+
+702
+01:23:27,160 --> 01:23:31,500
+هذا برضه level surface أو zero level surface لو
+
+703
+01:23:31,500 --> 01:23:34,380
+كتبته وما حدش... الكلام عندي وأنا الاشتراك
+
+704
+01:23:34,380 --> 01:23:36,460
+مبينش لهذا وهناك كله بيروح
+
+705
+01:23:41,330 --> 01:23:46,810
+يبقى هذا سواء كتبت في الشكل هذا = 7 أو
+
+706
+01:23:46,810 --> 01:23:52,890
+دخلتها في الاشتقاق لا قيمة لها. تمام. جبنا الـ F<sub>X</sub>
+
+707
+01:23:52,890 --> 01:23:59,230
+اللي هو 2X + 2Y. بدي أحسب هذا المقدار F<sub>X</sub> عند
+
+708
+01:23:59,230 --> 01:24:05,180
+النقطة (1، -1، 3). يبقى X بواحد
+
+709
+01:24:05,180 --> 01:24:09,560
+يبقى 2 + 2(-1) يبقى الحمد لله
+
+710
+01:24:09,560 --> 01:24:15,820
+قديش؟ صفر. بدي أروح لـ F<sub>Y</sub> يبقى الـ X تلاقيها مع
+
+711
+01:24:15,820 --> 01:24:23,380
+الـ Y. بيطلع 2X - 2Y. يبقى هذا بدي
+
+712
+01:24:23,380 --> 01:24:29,740
+يعطينا أن الـ F<sub>Y</sub> عند النقطة (1، -1، 3) يكون
+
+713
+01:24:29,740 --> 01:24:36,280
+يساوي الـ X هذه بـ 2 وهنا زائد 2 يبقى
+
+714
+01:24:36,280 --> 01:24:42,080
+قديش؟ 4 - (-2) يبقى بتطلع قديش؟ اللي هو 4.
+
+715
+01:24:42,080 --> 01:24:49,540
+بتجيب الـ F<sub>Z</sub> يساوي صفر. يبقى بس قديش
+
+716
+01:24:49,540 --> 01:24:56,740
+2Z. يبقى 2Z. هذا بدي يعطينا أن F<sub>Z</sub> عند
+
+717
+01:24:56,740 --> 01:25:02,520
+الـ (1، -1، 3) بده يساوي 2 في
+
+718
+01:25:02,520 --> 01:25:08,700
+3 = 6. من هدول التلاتة مع بعض بقدر
+
+719
+01:25:08,700 --> 01:25:14,600
+أجيب له الـ gradient للدالة F اللي هو اتجاه الـ I بـ
+
+720
+01:25:14,600 --> 01:25:21,860
+صفر، يبقى 4J + 6K. طيب
+
+721
+01:25:24,110 --> 01:25:27,650
+هذه المركبة في اتجاه الـ X. هذه المركبة في اتجاه
+
+722
+01:25:27,650 --> 01:25:32,710
+الـ Y. وهذه المركبة في اتجاه الـ K. نجي للمعادلة اللي
+
+723
+01:25:32,710 --> 01:25:39,290
+عندنا إياها. هذه حسبناها بصفر. هذه 4، هذه بـ 6. X
+
+724
+01:25:39,290 --> 01:25:43,610
+نقطة، Y نقطة، Z نقطة. المعروفة وما ضل عليها إلا
+
+725
+01:25:43,610 --> 01:25:49,590
+المعادلة. يبقى عندنا أنا عليه بقول المعادلة كالتالي:
+
+726
+01:26:32,870 --> 01:26:39,710
+4(Y + 1) + 6(Z - 3)
+
+727
+01:26:52,920 --> 01:26:59,840
+- 14 = 0 أو إن شئتم فقولوا هذا
+
+728
+01:26:59,840 --> 01:27:08,260
+4Y + 6Z - 4 - 14 = -18
+
+729
+01:27:08,260 --> 01:27:13,640
+18 على الطرف الثاني. بضل -18. لو قسمنا
+
+730
+01:27:13,640 --> 01:27:16,120
+كله على 2 بيصير -9
+
+731
+01:27:18,620 --> 01:27:25,380
+هذا الـ Z بيكون يساوي 9.  This is the equation of the
+
+732
+01:27:25,380 --> 01:27:31,920
+tangent plane. قولي بعد ذلك بدي الـ equation of the
+
+733
+01:27:31,920 --> 01:27:40,000
+normal line. قبل ما بدي بقول هنا دي equations of
+
+734
+01:27:40,000 --> 01:27:45,120
+the normal line
+
+735
+01:27:48,420 --> 01:27:55,820
+الـ X بدي يساوي X<sub>0</sub> = 1 + قديش؟ زائد
+
+736
+01:27:55,820 --> 01:28:01,560
+0 لأن الـ F<sub>X</sub> عندي قديش؟ 0 يبقى معاه سلامة، و
+
+737
+01:28:01,560 --> 01:28:08,660
+الـ Y بدي يساوي قديش؟ -1 +
+
+738
+01:28:08,660 --> 01:28:17,350
+4T. وهنا الـ Z بيساوي 3 + 6T
+
+739
+01:28:17,350 --> 01:28:37,710
+مثال أخير في محاضرة اليوم. five
+
+740
+01:28:37,710 --> 01:28:39,450
+parametric equations
+
+741
+01:28:48,420 --> 01:28:56,260
+للطريق التماس للtangent
+
+742
+01:28:56,260 --> 01:29:10,380
+الطريق للـ tangent. الطريق للـ tangent.
+
+743
+01:29:10,380 --> 01:29:19,490
+الطريق intersection of the surfaces. of the surfaces.
+
+744
+01:29:19,490 --> 01:29:29,450
+للسطحين. الـ X Y Z = 1. والتاني:  x<sup>2</sup>
+
+745
+01:29:29,450 --> 01:29:37,590
++ 2y<sup>2</sup> + 3z<sup>2</sup> =
+
+746
+01:29:37,590 --> 01:29:48,670
+6. at the point. عند النقطة اللي هي (1، 1
+
+747
+01:29:48,670 --> 01:29:49,890
+،1)
+
+748
+01:30:31,300 --> 01:30:36,640
+السؤال مرة ثانية، عشان نقدر نتصور الموضوع، أنا في
+
+749
+01:30:36,640 --> 01:30:40,880
+only two surfaces. والاتنين متقاطعين، يعني لو
+
+750
+01:30:40,880 --> 01:30:44,660
+افترضت أن يدي اليمين هي surface والقطع بتاع يدي
+
+751
+01:30:44,660 --> 01:30:49,260
+الشمال هي surface الثاني، الاتنين صار بينهم تقاطع،
+
+752
+01:30:49,260 --> 01:31:06,920
+بيقعوا فين؟ في منحنى. المنحنى يبقى
+
+753
+01:31:06,920 --> 01:31:16,840
+تقاطع. تقاطع. تقاطع. تقاطع.
+
+754
+01:31:19,550 --> 01:31:25,210
+نقطة موجودة عليه.
+
+755
+01:31:25,210 --> 01:31:41,290
+متجه يوازي نقطة موجودة عليه. متجه يوازي نقطة
+
+756
+01:31:41,290 --> 01:31:44,690
+موجودة عليه. متجه يوازي
+
+757
+01:31:50,090 --> 01:31:57,670
+طب، فاكرين كنا نجيب معادلة خط التقاطع لمستويين
+
+758
+01:31:57,670 --> 01:32:05,010
+متقاطعين؟ كنا نجيب الـ normal على الأول، نجيب الـ
+
+759
+01:32:05,010 --> 01:32:11,310
+normal على الثاني، نطلع المتجه الموازي لخط التقاطع.
+
+760
+01:32:11,310 --> 01:32:15,070
+هنا نفس الفكرة. من المتجه العمودي على الـ surface
+
+761
+01:32:15,070 --> 01:32:21,430
+الأول: gradient بتاع الـ level surface اللي عندنا. و
+
+762
+01:32:21,430 --> 01:32:26,850
+الثاني: gradient الثاني. لو عملنا cross product بجيب
+
+763
+01:32:26,850 --> 01:32:31,610
+الخط الموازي للـ tangent. بقى gradient من الدالة الأولى
+
+764
+01:32:31,610 --> 01:32:34,850
+و gradient من الدالة الثانية. هدول دالتين أو two
+
+765
+01:32:34,850 --> 01:32:39,370
+surfaces مختلفين. يبقى أنا في عندي بدل الـ function
+
+766
+01:32:39,370 --> 01:32:44,350
+function الأولى اللي هي f(
+
+767
+01:32:44,350 --> 01:32:44,770
+x,
+
+768
+01:32:52,100 --> 01:32:55,440
+y, z)
+
+769
+01:32:55,440 --> 01:32:56,920
+g(x, y, z)
+
+770
+01:32:56,920 --> 01:32:58,840
+عند النقطة (1، 1، 1) = 1
+
+771
+01:32:58,840 --> 01:33:00,620
+ويساوي 1
+
+772
+01:33:00,620 --> 01:33:00,740
+ويساوي 1
+
+773
+01:33:00,740 --> 01:33:01,240
+ويساوي 1
+
+774
+01:33:01,240 --> 01:33:01,460
+ويساوي 1
+
+775
+01:33:16,780 --> 01:33:21,640
+عند النقطة (1، 1، 1) = 1
+
+776
+01:33:21,640 --> 01:33:24,540
+ويساوي 1
+
+777
+01:33:24,540 --> 01:33:25,100
+ويساوي 1
+
+778
+01:33:25,100 --> 01:33:28,520
+ويساوي 1
+
+779
+01:33:28,520 --> 01:33:32,700
+ويساوي 1
+
+780
+01:33:32,700 --> 01:33:33,340
+ويساوي 1
+
+781
+01:33:33,340 --> 01:33:33,560
+ويساوي 1
+
+782
+01:33:33,560 --> 01:33:34,360
+ويساوي 1
+
+783
+01:33:34,360 --> 01:33:38,000
+ويساوي 1
+
+784
+01:33:38,000 --> 01:33:40,280
+ويساوي 1
+
+785
+01:33:47,460 --> 01:33:53,760
+F<sub>Z</sub> عند النقطة (1، 1، 1) = 1 اللي
+
+786
+01:33:53,760 --> 01:34:00,340
+عملناه للـ F نروح نعمله لمين؟ للـ G. يبقى بدي أجيب كمان
+
+787
+01:34:00,340 --> 01:34:06,140
+الـ G<sub>X</sub> والـ G<sub>Y</sub> والـ G<sub>Z</sub> عند نفس النقطة. يبقى
+
+788
+01:34:06,140 --> 01:34:08,640
+بدي أجيب له هنا G<sub>X</sub>
+
+789
+01:34:16,680 --> 01:34:23,140
+G<sub>X</sub> عند النقطة (1، 1، 1) يساوي 2
+
+790
+01:34:23,140 --> 01:34:29,460
+في 1 يساوي قديش؟ 2. بدي الـ G<sub>Y</sub> اللي هو
+
+791
+01:34:29,460 --> 01:34:35,440
+4Y. هذا بدي أقول لك أن G<sub>Y</sub> عند النقطة (1، 1
+
+792
+01:34:48,850 --> 01:34:55,650
+G<sub>Z</sub> عند النقطة (1، 1، 1) يساوي 6 في 1
+
+793
+01:34:55,650 --> 01:35:06,490
+ويساوي 6. إذا حصلنا على مين؟ على gradient F عند النقطة
+
+794
+01:35:06,490 --> 01:35:14,150
+(1, 1, 1) اللي عندنا مين هي يا بنات؟ I + 2J
+
+795
+01:35:14,150 --> 01:35:18,310
++ 6K. كل المركبات زي بعض.
+
+796
+01:35:24,910 --> 01:35:29,190
+عند نفس النقطة P<sub>0</sub>. هي ما تغيرتش.
+
+797
+01:35:32,080 --> 01:35:38,000
+بقول لك هي النقطة (1، 1، 1). وهنا نفس النقطة
+
+798
+01:35:38,000 --> 01:35:43,360
+اللي هي (1، 1، 1). يبقى هذا الكلام بيدينا
+
+799
+01:35:43,360 --> 01:35:53,200
+فإن عندنا 2I + 4J + 6K. بدي أعمل
+
+800
+01:35:53,200 --> 01:35:58,240
+cross product فيما بينهم. نقدر نجيب له gradient الـ
+
+801
+01:36:02,990 --> 01:36:14,930
+محدد: I J K. مركبات الـ F: (1، 1، 1). مركبات الـ G: (2، 4، 6).
+
+802
+01:36:23,510 --> 01:36:29,050
+يبقى 6 - 4 في اتجاه الـ I ناقص
+
+803
+01:36:33,930 --> 01:36:40,410
+يبقى هنا 6 - 2 في اتجاه الـ J اللي بيطلع
+
+804
+01:36:40,410 --> 01:36:47,490
+4.  6 - 2 في اتجاه الـ K زائد
+
+805
+01:36:47,490 --> 01:36:54,650
+4 - 2 في اتجاه الـ K. 2I - 4
+
+806
+01:36:54,650 --> 01:37:02,550
+J + 2K. هذا this vector
+
+807
+01:37:06,240 --> 01:37:14,960
+Parallel to the tangent line
+
+808
+01:37:14,960 --> 01:37:27,080
+of the curve of intersection of
+
+809
+01:37:27,080 --> 01:37:32,580
+the two level surfaces
+
+810
+01:37:39,490 --> 01:37:43,990
+يبقى جبنا gradient الـ F. المتجه العمودي على الـ surface
+
+811
+01:37:43,990 --> 01:37:48,070
+الأول. جبنا gradient الـ G. المتجه العمودي على الـ
+
+812
+01:37:48,070 --> 01:37:52,370
+surface الثاني. عملنا cross product طلع لي متجه
+
+813
+01:37:52,370 --> 01:37:58,630
+يوازي المماس لمين؟ لمنحنى التقاطع بتاع المستويين.
+
+814
+01:37:58,630 --> 01:38:04,190
+المتجه موجود والحمد لله، النقطة موجودة. إذا بقدر
+
+815
+01:38:04,190 --> 01:38:10,290
+أجيب المعادلات البارامترية لخط المماس. فبقدر أقولهم
+
+816
+01:38:10,290 --> 01:38:15,890
+ما يأتي: the parametric
+
+817
+01:38:15,890 --> 01:38:33,090
+equations of the tangent line.  X = X<sub>0</sub> + aT
+
+818
+01:38:33,090 --> 01:38:40,310
+Y = Y<sub>0</sub> + bT. Z = Z<sub>0</sub>
+
+819
+01:38:59,390 --> 01:39:06,190
+طب لحد هنا stop. لسه مكملناش. المرة القادمة إن شاء الله
+
+820
+01:39:06,190 --> 01:39:13,010
+بنكمل هذا الـ section وبرضه بندخل في الـ section اللي
+
+821
+01:39:13,010 --> 01:39:18,270
+بعده إن تمكنّا إن شاء الله تعالى. لأن هذا الـ
+
+822
+01:39:18,270 --> 01:39:31,650
+section طويل شوية. يعطيكم
+
+823
+01:39:31,650 --> 01:39:31,970
+العافية.
+
+824
+01:39:41,730 --> 01:39:43,710
+السلام عليكم ورحمة الله
+
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/481Vfp-Apr4_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/481Vfp-Apr4_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..f439cc8237971e8911657694119216c1394b1519
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/481Vfp-Apr4_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 268, "start": 0.0, "end": 2.68, "text": "موسيقى", "tokens": [2304, 41779, 1829, 4587, 7578], "avg_logprob": -0.3730468700329463, "compression_ratio": 0.5714285714285714, "no_speech_prob": 0.00428009033203125, "words": [{"start": 0.0, "end": 2.68, "word": "موسيقى", "probability": 0.733203125}], "temperature": 1.0}, {"id": 2, "seek": 3879, "start": 15.84, "end": 38.8, "text": "بسم الله الرحمن الرحيم ابتدنا في شبطر اربعة عشر واخدنا فيه two sections ال two sections بتحدث عن ال functions of several variables أخدنا كيف بنجيب ال domain و ال range لهذه ال functions و اتعرفنا كذلك على level curves و level surfaces للمنحنيات او الصطوح", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 48127, 2655, 3215, 8315, 8978, 13412, 3555, 9566, 2288, 1975, 25513, 27884, 6225, 46309, 4032, 47283, 3215, 8315, 8978, 3224, 732, 10863, 2423, 732, 10863, 39894, 24401, 12984, 18871, 2423, 6828, 295, 2940, 9102, 5551, 9778, 3215, 8315, 9122, 33911, 44945, 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prime of x عندي تبقى الدالة y في متغير واحد أما إذا كانت الدالة في متغيرين أو ثلاثة أو أربعة ففي هذه الحالة الاشتقاق بيكون اشتقاق جزءي", "tokens": [3555, 2655, 30544, 9673, 8592, 2655, 4587, 3660, 33251, 1211, 10632, 11933, 15730, 18871, 16254, 2445, 8978, 472, 7006, 7251, 3555, 4587, 7578, 4724, 39648, 23758, 24525, 2304, 1975, 8592, 2655, 4587, 995, 4587, 28242, 1829, 3217, 38902, 7251, 3555, 4587, 7578, 4724, 39648, 14584, 15844, 30017, 8608, 2407, 7578, 283, 5835, 295, 2031, 18871, 16254, 6055, 3555, 4587, 7578, 32748, 6027, 3660, 288, 8978, 44650, 17082, 13546, 36764, 24401, 5551, 15042, 11933, 15730, 25961, 2655, 32748, 6027, 3660, 8978, 44650, 17082, 13546, 9957, 34051, 38637, 1211, 5718, 104, 3660, 34051, 5551, 25513, 27884, 6156, 41185, 29538, 21542, 6027, 3660, 2423, 33599, 2655, 4587, 995, 4587, 4724, 1829, 30544, 1975, 8592, 2655, 4587, 995, 4587, 10874, 11622, 38207, 1829], "avg_logprob": -0.15885416828095913, "compression_ratio": 1.7510204081632652, "no_speech_prob": 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Zero. ده اشتق واي بالنسبالك. 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2304, 398, 37893, 2655, 28671, 20666, 32277, 2304, 1783, 398, 37893, 2655, 28671, 20666, 32277, 2304, 398, 1783, 28242, 3224, 25961, 2655, 11778, 2407, 6027, 20449, 3555, 5172, 3660, 15844, 1269, 4458, 4032, 29538, 2423, 1269, 4458, 6055, 33753, 1975, 1829, 3224, 37495, 22653, 6055, 33753, 45865, 15844, 28239, 47432, 3660, 316, 4032, 363], "avg_logprob": -0.27197264484129846, "compression_ratio": 2.0, "no_speech_prob": 1.430511474609375e-06, "words": [{"start": 3375.35, "end": 3375.77, "word": "بنرجع", "probability": 0.698211669921875}, {"start": 3375.77, "end": 3376.31, "word": " للنظرية", "probability": 0.93212890625}, {"start": 3376.31, "end": 3376.95, "word": " الأولى", "probability": 0.9755859375}, {"start": 3376.95, "end": 3378.27, "word": " السؤال", "probability": 0.7696940104166666}, {"start": 3378.27, "end": 3378.89, "word": " طرحناه", "probability": 0.91484375}, {"start": 3378.89, "end": 3379.15, "word": " قبل", "probability": 0.6697998046875}, {"start": 3379.15, "end": 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{"start": 3394.37, "end": 3395.11, "word": " معبفة", "probability": 0.75408935546875}, {"start": 3395.11, "end": 3395.27, "word": " على", "probability": 0.90087890625}, {"start": 3395.27, "end": 3395.63, "word": " open", "probability": 0.5625}, {"start": 3395.63, "end": 3396.13, "word": " region", "probability": 0.94921875}, {"start": 3396.13, "end": 3396.27, "word": " و", "probability": 0.50390625}, {"start": 3396.27, "end": 3396.51, "word": " هذه", "probability": 0.4892578125}, {"start": 3396.51, "end": 3396.63, "word": " ال", "probability": 0.86328125}, {"start": 3396.63, "end": 3396.81, "word": " open", "probability": 0.166015625}, {"start": 3396.81, "end": 3397.15, "word": " region", "probability": 0.93017578125}, {"start": 3397.15, "end": 3397.63, "word": " تحت", "probability": 0.948974609375}, {"start": 3397.63, "end": 3397.97, "word": " ايه", "probability": 0.6886800130208334}, {"start": 3397.97, "end": 3398.13, "word": " يعني", "probability": 0.734619140625}, {"start": 3398.13, "end": 3398.75, "word": " تحتوي", "probability": 0.8753255208333334}, {"start": 3398.75, "end": 3399.41, "word": " على", "probability": 0.859375}, {"start": 3399.41, "end": 3400.05, "word": " النقطة", "probability": 0.8585611979166666}, {"start": 3400.05, "end": 3400.27, "word": " A", "probability": 0.79443359375}, {"start": 3400.27, "end": 3400.43, "word": " و", "probability": 0.94970703125}, {"start": 3400.43, "end": 3400.63, "word": " B", "probability": 0.54052734375}], "temperature": 1.0}, {"id": 122, "seek": 342355, "start": 3401.09, "end": 3423.55, "text": "وكانوا كذلك كل المشتقات دي دوال متصلة عند نفس النقطة، إن حدث ذلك يبقى المشتقتين هدول معاهم يدهم Yes Sir النظرية هذه تدافق الوصيلة والدالة قابلة الاشتقاق إذا ان هي دالة متصلة هي نفس القصة بالضبط طبعا، لكن هل العكس صحيح؟", "tokens": [2407, 41361, 14407, 9122, 8848, 23275, 28242, 9673, 8592, 2655, 4587, 9307, 11778, 1829, 11778, 2407, 6027, 44650, 36520, 3660, 43242, 8717, 36178, 28239, 47432, 3660, 12399, 36145, 11331, 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هدول", "probability": 0.6788736979166666}, {"start": 3409.25, "end": 3409.69, "word": " معاهم", "probability": 0.6402180989583334}, {"start": 3409.69, "end": 3410.77, "word": " يدهم", "probability": 0.5291748046875}, {"start": 3410.77, "end": 3411.49, "word": " Yes", "probability": 0.113037109375}, {"start": 3411.49, "end": 3411.89, "word": " Sir", "probability": 0.63427734375}, {"start": 3411.89, "end": 3414.01, "word": " النظرية", "probability": 0.8878173828125}, {"start": 3414.01, "end": 3414.57, "word": " هذه", "probability": 0.75732421875}, {"start": 3414.57, "end": 3415.41, "word": " تدافق", "probability": 0.504150390625}, {"start": 3415.41, "end": 3416.13, "word": " الوصيلة", "probability": 0.76572265625}, {"start": 3416.13, "end": 3416.59, "word": " والدالة", "probability": 0.841796875}, {"start": 3416.59, "end": 3417.13, "word": " قابلة", "probability": 0.7828776041666666}, {"start": 3417.13, "end": 3417.73, "word": " الاشتقاق", "probability": 0.7329915364583334}, {"start": 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إلى x لcos x بالنسبة إلى x اللي هو واحد صلّعيه إلى واحد واتنين", "tokens": [87, 5296, 39184, 6877, 288, 30767, 16373, 3215, 3343, 2031, 30767, 16373, 3215, 2031, 39182, 29910, 23275, 8717, 8592, 2655, 17082, 1211, 20666, 1863, 35457, 3660, 30731, 2031, 38777, 2031, 47525, 1211, 8608, 1863, 3660, 20666, 1863, 35457, 3660, 30731, 2031, 5296, 6877, 288, 20666, 1863, 35457, 3660, 30731, 2031, 5296, 6877, 2031, 20666, 1863, 35457, 3660, 30731, 2031, 13672, 1829, 31439, 36764, 24401, 20328, 1211, 11703, 3615, 1829, 3224, 30731, 36764, 24401, 4032, 9307, 1863, 9957], "avg_logprob": -0.42628205663118607, "compression_ratio": 1.8832116788321167, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 3564.25, "end": 3564.99, "word": "x", "probability": 0.047271728515625}, {"start": 3564.99, "end": 3566.33, "word": " لـcos", "probability": 0.24226888020833334}, {"start": 3566.33, "end": 3567.25, "word": " y", "probability": 0.58837890625}, {"start": 3567.25, "end": 3568.97, "word": " زائد", 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32640, 3660, 29538, 9673, 8592, 2655, 28671, 6055, 3794, 995, 45865, 20328, 5172, 2288, 5296, 24401, 34105, 1590, 4032, 44945, 24793, 1211, 16472, 13412, 16606, 21984, 9673, 25720, 25062, 18513, 46007], "avg_logprob": -0.19969512067916917, "compression_ratio": 1.698224852071006, "no_speech_prob": 3.5762786865234375e-07, "words": [{"start": 5430.39, "end": 5430.75, "word": "لأن", "probability": 0.6160888671875}, {"start": 5430.75, "end": 5431.11, "word": " هذا", "probability": 0.70654296875}, {"start": 5431.11, "end": 5431.67, "word": " بزير", "probability": 0.580078125}, {"start": 5431.67, "end": 5433.27, "word": " النتيجة", "probability": 0.91162109375}, {"start": 5433.27, "end": 5434.19, "word": " يساوي", "probability": 0.8782958984375}, {"start": 5434.19, "end": 5434.79, "word": " واحد", "probability": 0.970703125}, {"start": 5434.79, "end": 5435.77, "word": " ناقص", "probability": 0.850341796875}, {"start": 5435.77, "end": 5436.25, "word": " كده", "probability": 0.7469075520833334}, {"start": 5436.25, "end": 5437.75, "word": " يبقى", "probability": 0.73651123046875}, {"start": 5437.75, "end": 5438.39, "word": " الجواب", "probability": 0.9140625}, {"start": 5438.39, "end": 5439.05, "word": " كمان", "probability": 0.88330078125}, {"start": 5439.05, "end": 5440.31, "word": " يساوي", "probability": 0.9715576171875}, {"start": 5440.31, "end": 5440.77, "word": " زير", "probability": 0.575439453125}, {"start": 5440.77, "end": 5441.79, "word": " إذا", "probability": 0.734130859375}, {"start": 5441.79, "end": 5442.43, "word": " عند", "probability": 0.5556640625}, {"start": 5442.43, "end": 5442.73, "word": " T", "probability": 0.4150390625}, {"start": 5442.73, "end": 5443.17, "word": " تساوي", "probability": 0.9571533203125}, {"start": 5443.17, "end": 5443.59, "word": " واحد", "probability": 0.993408203125}, {"start": 5443.59, "end": 5444.53, "word": " قيمة", "probability": 0.97509765625}, {"start": 5444.53, "end": 5444.85, "word": " هذه", "probability": 0.90234375}, {"start": 5444.85, "end": 5445.65, "word": " المشتقة", "probability": 0.90380859375}, {"start": 5445.65, "end": 5447.07, "word": " تساوي", "probability": 0.98583984375}, {"start": 5447.07, "end": 5448.21, "word": " صفر", "probability": 0.7600911458333334}, {"start": 5448.21, "end": 5448.85, "word": " لحد", "probability": 0.8310546875}, {"start": 5448.85, "end": 5449.15, "word": " هنا", "probability": 0.9912109375}, {"start": 5449.15, "end": 5449.69, "word": " stop", "probability": 0.319580078125}, {"start": 5449.69, "end": 5450.25, "word": " و", "probability": 0.77490234375}, {"start": 5450.25, "end": 5450.85, "word": " بنكمل", "probability": 0.8707682291666666}, {"start": 5450.85, "end": 5451.03, "word": " ان", "probability": 0.576171875}, {"start": 5451.03, "end": 5451.25, "word": " شاء", "probability": 0.980712890625}, {"start": 5451.25, "end": 5451.27, "word": " الله", "probability": 0.94482421875}, {"start": 5451.27, "end": 5451.65, "word": " المرة", "probability": 0.9189453125}, {"start": 5451.65, "end": 5452.15, "word": " القادمة", "probability": 0.9931640625}], "temperature": 1.0}, {"id": 193, "seek": 548124, "start": 5452.5, "end": 5481.24, "text": "لسه بننتقل الان بدل ال X و ال Y بدل ما يكون متغير واحد بنخليها في main يعني W دلّ في X و Y و Z وكل من X و Y و Z دلّ في متغيرين و بعدين ناخد special cases كمان يعني لسه لنا شغل في هذا ال section سنكمله ان شاء الله في المرة القادمة", "tokens": [1211, 3794, 3224, 44945, 29399, 4587, 1211, 2423, 7649, 47525, 1211, 2423, 1783, 4032, 2423, 398, 47525, 1211, 19446, 7251, 30544, 44650, 17082, 13546, 36764, 24401, 44945, 9778, 20292, 11296, 8978, 2135, 37495, 22653, 343, 11778, 1211, 11703, 8978, 1783, 4032, 398, 4032, 1176, 4032, 28820, 9154, 1783, 4032, 398, 4032, 1176, 11778, 1211, 11703, 8978, 44650, 17082, 13546, 9957, 4032, 39182, 9957, 8717, 47283, 3215, 2121, 3331, 9122, 2304, 7649, 37495, 22653, 5296, 3794, 3224, 5296, 8315, 13412, 17082, 1211, 8978, 23758, 2423, 3541, 8608, 1863, 24793, 43761, 16472, 13412, 16606, 21984, 8978, 9673, 25720, 25062, 18513, 46007], "avg_logprob": -0.23437499776482582, "compression_ratio": 1.6894977168949772, "no_speech_prob": 5.364418029785156e-07, "words": [{"start": 5452.5, "end": 5453.5, "word": "لسه", "probability": 0.6803385416666666}, {"start": 5453.5, "end": 5454.44, "word": " بننتقل", "probability": 0.78021240234375}, {"start": 5454.44, "end": 5455.08, "word": " الان", "probability": 0.638427734375}, {"start": 5455.08, "end": 5455.92, "word": " بدل", "probability": 0.942138671875}, {"start": 5455.92, "end": 5456.08, "word": " ال", "probability": 0.87841796875}, {"start": 5456.08, "end": 5456.28, "word": " X", "probability": 0.56494140625}, {"start": 5456.28, "end": 5456.44, "word": " و", "probability": 0.85205078125}, {"start": 5456.44, "end": 5456.5, "word": " ال", "probability": 0.39892578125}, {"start": 5456.5, "end": 5456.66, "word": " Y", "probability": 0.98046875}, {"start": 5456.66, "end": 5457.06, "word": " بدل", "probability": 0.9482421875}, {"start": 5457.06, "end": 5457.18, "word": " ما", "probability": 0.396240234375}, {"start": 5457.18, "end": 5457.36, "word": " يكون", "probability": 0.511474609375}, {"start": 5457.36, "end": 5457.84, "word": " متغير", "probability": 0.9451497395833334}, {"start": 5457.84, "end": 5458.38, "word": " واحد", "probability": 0.989013671875}, {"start": 5458.38, "end": 5459.56, "word": " بنخليها", "probability": 0.7723388671875}, {"start": 5459.56, "end": 5459.74, "word": " في", "probability": 0.9033203125}, {"start": 5459.74, "end": 5460.06, "word": " main", "probability": 0.43603515625}, {"start": 5460.06, "end": 5461.84, "word": " يعني", "probability": 0.5361328125}, {"start": 5461.84, "end": 5462.72, "word": " W", "probability": 0.67138671875}, {"start": 5462.72, "end": 5463.16, "word": " دلّ", "probability": 0.4031168619791667}, {"start": 5463.16, "end": 5463.34, "word": " في", "probability": 0.57421875}, {"start": 5463.34, "end": 5463.7, "word": " X", "probability": 0.9453125}, {"start": 5463.7, "end": 5463.88, "word": " و", "probability": 0.8603515625}, {"start": 5463.88, "end": 5464.08, "word": " Y", "probability": 0.7392578125}, {"start": 5464.08, "end": 5464.3, "word": " و", "probability": 0.99462890625}, {"start": 5464.3, "end": 5464.56, "word": " Z", "probability": 0.94091796875}, {"start": 5464.56, "end": 5465.54, "word": " وكل", "probability": 0.765625}, {"start": 5465.54, "end": 5465.92, "word": " من", "probability": 0.986328125}, {"start": 5465.92, "end": 5466.54, "word": " X", "probability": 0.845703125}, {"start": 5466.54, "end": 5466.74, "word": " و", "probability": 0.7138671875}, {"start": 5466.74, "end": 5466.9, "word": " Y", "probability": 0.689453125}, {"start": 5466.9, "end": 5467.08, "word": " و", "probability": 0.994140625}, {"start": 5467.08, "end": 5467.38, "word": " Z", "probability": 0.9658203125}, {"start": 5467.38, "end": 5468.4, "word": " دلّ", "probability": 0.9609375}, {"start": 5468.4, "end": 5468.8, "word": " في", "probability": 0.92578125}, {"start": 5468.8, "end": 5470.62, "word": " متغيرين", "probability": 0.9632568359375}, {"start": 5470.62, "end": 5471.02, "word": " و", "probability": 0.62255859375}, {"start": 5471.02, "end": 5471.52, "word": " بعدين", "probability": 0.826904296875}, {"start": 5471.52, "end": 5471.9, "word": " ناخد", "probability": 0.8876953125}, {"start": 5471.9, "end": 5472.32, "word": " special", "probability": 0.79443359375}, {"start": 5472.32, "end": 5472.76, "word": " cases", "probability": 0.9248046875}, {"start": 5472.76, "end": 5473.22, "word": " كمان", "probability": 0.9012044270833334}, {"start": 5473.22, "end": 5474.52, "word": " يعني", "probability": 0.752197265625}, {"start": 5474.52, "end": 5474.88, "word": " لسه", "probability": 0.9939778645833334}, {"start": 5474.88, "end": 5475.06, "word": " لنا", "probability": 0.836181640625}, {"start": 5475.06, "end": 5475.56, "word": " شغل", "probability": 0.9894205729166666}, {"start": 5475.56, "end": 5476.0, "word": " في", "probability": 0.884765625}, {"start": 5476.0, "end": 5476.3, "word": " هذا", "probability": 0.82080078125}, {"start": 5476.3, "end": 5476.4, "word": " ال", "probability": 0.55712890625}, {"start": 5476.4, "end": 5476.8, "word": " section", "probability": 0.91064453125}, {"start": 5476.8, "end": 5477.82, "word": " سنكمله", "probability": 0.8843994140625}, {"start": 5477.82, "end": 5478.12, "word": " ان", "probability": 0.63427734375}, {"start": 5478.12, "end": 5478.42, "word": " شاء", "probability": 0.97802734375}, {"start": 5478.42, "end": 5478.82, "word": " الله", "probability": 0.9521484375}, {"start": 5478.82, "end": 5479.44, "word": " في", "probability": 0.8935546875}, {"start": 5479.44, "end": 5480.18, "word": " المرة", "probability": 0.992919921875}, {"start": 5480.18, "end": 5481.24, "word": " القادمة", "probability": 0.9889322916666666}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 5482.533, "duration_after_vad": 4618.689093750028}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI.srt
new file mode 100644
index 0000000000000000000000000000000000000000..d3d52e440ddd5fc4a9e15a8dc43d438d470011f3
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI.srt
@@ -0,0 +1,2664 @@
+1
+00:00:00,000 --> 00:00:02,700
+موسيقى
+
+2
+00:00:08,660 --> 00:00:12,420
+إحنا المرة الماضية بدأنا بالـ cross product و
+
+3
+00:00:12,420 --> 00:00:15,300
+أعطينا الـ definition  تبع الـ cross product ثم
+
+4
+00:00:15,300 --> 00:00:20,480
+أعطينا على ذلك مثالين، بنذكر تذكير فقط بالتعريف تبع
+
+5
+00:00:20,480 --> 00:00:25,160
+الـ cross product لإنه لازمنا بعد قليل، ثم نذهب إلى
+
+6
+00:00:25,160 --> 00:00:28,560
+خواص الـ cross product، المرة اللي فيها دي كلها لو
+
+7
+00:00:28,560 --> 00:00:34,100
+عدنا two vectors U and V، عرفنا الـ U cross الـ V
+
+8
+00:00:34,100 --> 00:00:34,640
+بالطريقة
+
+9
+00:00:51,120 --> 00:00:55,120
+هذا هو الـ definition الأول، والـ definition الثاني
+
+10
+00:00:55,120 --> 00:01:01,840
+هو أن هذا الكلام بده يساوي الـ I والـ J والـ K مركبات
+
+11
+00:01:01,840 --> 00:01:04,320
+الـ U1 والـ U2 والـ U3
+
+12
+00:01:06,810 --> 00:01:13,410
+هو الـ V3، يبقى هو خارج فك المحدد الثلاثي اللي
+
+13
+00:01:13,410 --> 00:01:17,430
+قدامنا، هذا هو تعريف الـ cross product، هذا ما
+
+14
+00:01:17,430 --> 00:01:22,670
+ذكرناه في المحاضرة الماضية، وأخذنا على ذلك مثالين
+
+15
+00:01:22,670 --> 00:01:25,950
+الآن بدنا نعطي خواص لـ cross product
+
+16
+00:01:41,200 --> 00:01:46,040
+يوجد عدة خواص، ما يقارب من عشرة خواص على هذا
+
+17
+00:01:46,040 --> 00:01:51,860
+الموضوع، بدنا نبدأ بمفهوم كل خاصية من هذه الخاصية
+
+18
+00:01:51,860 --> 00:01:59,740
+ده باجي بقول لو كان الـ U والـ V والـ W are any
+
+19
+00:01:59,740 --> 00:02:07,100
+vectors, are any vectors and
+
+20
+00:02:08,970 --> 00:02:19,270
+الـ R والـ S هما scalars، ثم... ده دي اللي هو
+
+21
+00:02:19,270 --> 00:02:27,470
+النقطة الأولى، النقطة الأولى لو قلت أن R في الـ U
+
+22
+00:02:27,470 --> 00:02:33,770
+cross الـ S في الـ V، هذا الكلام بده يساوي
+
+23
+00:02:38,670 --> 00:02:42,970
+يبقى الـ scalar بيقول اللي مش عارفونا برا، فبصير
+
+24
+00:02:42,970 --> 00:02:48,510
+عندي R في S مضروبات بعض برا، وفضل عندي الـ cross
+
+25
+00:02:48,510 --> 00:02:56,780
+product ما بين الـ vectors U وV، يعني كأنه حصل ضرب
+
+26
+00:02:56,780 --> 00:03:00,600
+scalar في vector cross product، ما حصل ضرب scalar
+
+27
+00:03:00,600 --> 00:03:04,380
+في vector، بقول الـ scalars خليكوا برا أنتو و
+
+28
+00:03:04,380 --> 00:03:08,520
+بضرب من الـ vectors في بعض، وبعدين بضرب فيهم الـ
+
+29
+00:03:08,520 --> 00:03:13,780
+scalars اللي عندنا، نتيجة للنقطة الثانية، لو روحت
+
+30
+00:03:13,780 --> 00:03:20,600
+قلت U cross (V + W)، يبقى هذا اللي هو الـ
+
+31
+00:03:20,600 --> 00:03:24,280
+distributive law، قانون التوزيع
+
+32
+00:03:29,960 --> 00:03:39,720
+U cross V + U cross W، الترتيب ضروري جدا، يبقى أقول U cross V زائد
+
+33
+00:03:39,720 --> 00:03:45,300
+U cross W، يبقى هذا التوزيع من جهة الشمال، ممكن يكون
+
+34
+00:03:45,300 --> 00:03:52,620
+توزيع من جهة اليمين، مثال وذلك لو جيت وقلت مثلا V
+
+35
+00:03:52,620 --> 00:03:54,620
+زائد W
+
+36
+00:04:13,270 --> 00:04:18,710
+القانون التوزيع الأيمن أو القانون التوزيع الأيسر
+
+37
+00:04:19,860 --> 00:04:26,820
+بعد ذلك، نمرة أربعة، لو قلت لك V cross الـ U، هل هذا
+
+38
+00:04:26,820 --> 00:04:33,760
+يساوي U cross الـ V أم لا؟ سالب، مش صحيح،  غير صحيح
+
+39
+00:04:33,760 --> 00:04:38,640
+ليه؟ لأن الصحيح أنه يساوي بمقدار سالب، السبب في
+
+40
+00:04:38,640 --> 00:04:43,140
+ذلك، هذا تعريف الـ cross product، فلما أجي أقول له
+
+41
+00:04:43,140 --> 00:04:47,280
+V cross U، ما بتبقى طالع الصف هذا، مكان الصف أنا والـ
+
+42
+00:04:47,280 --> 00:04:52,020
+صف هذا، مكانها، أخذنا خاصية من خواص المحددات أنه
+
+43
+00:04:52,020 --> 00:04:56,940
+لو بدلت صف مكان صف، أو عمود مكان عمود، بيبقى قيمة
+
+44
+00:04:56,940 --> 00:05:02,680
+المحدد كما هي، بس بإشارة مخالفة، وهذا اللي حصل عندنا
+
+45
+00:05:02,680 --> 00:05:08,710
+يبقى U cross الـ V يساوي سالب V cross الـ U، وهكذا
+
+46
+00:05:08,710 --> 00:05:13,950
+يعني معنى هذا الكلام أن عملية الضرب الاتجاهي
+
+47
+00:05:13,950 --> 00:05:20,970
+للمتجهات is not commutative، ليست إبدالية، لكن الضرب
+
+48
+00:05:20,970 --> 00:05:25,670
+commutative كانت إبدالية، يبقى هالشيء معناها بنجي
+
+49
+00:05:25,670 --> 00:05:28,970
+نحن بنقول not commutative
+
+50
+00:05:33,080 --> 00:05:38,060
+ليست إبدالية، طيب هذه الخاصية رائعة، نروح للخاصية
+
+51
+00:05:38,060 --> 00:05:42,820
+الخامسة، الخاصية الخامسة بيقول لي أن
+
+52
+00:05:49,920 --> 00:05:56,020
+وvector ممتاز جداً، هذا بده يخليني أتساءل تساؤل
+
+53
+00:05:56,020 --> 00:06:02,100
+يعني طبيعي أني أسأله، لما أقول المتجه لو ضربت في
+
+54
+00:06:02,100 --> 00:06:07,240
+نفسه، أو في متجه موازي له، الـ cross product بتبقى الزاوية
+
+55
+00:06:07,240 --> 00:06:08,240
+بينهم صفر؟
+
+56
+00:06:20,030 --> 00:06:25,690
+معنى هذا الكلام أن الـ zero vector are parallel
+
+57
+00:06:25,690 --> 00:06:32,130
+vectors، يبقى من الآن فصاعداً، الـ zero عبارة عن
+
+58
+00:06:32,130 --> 00:06:37,100
+vector parallel to any other vector، يبقى هذا معناه
+
+59
+00:06:37,100 --> 00:06:46,120
+إيش؟ فهذا معناه أن الـ zero vector is parallel to
+
+60
+00:06:46,120 --> 00:06:54,580
+any vector، طيب لو رجعنا بالذاكرة إلى الوراء، إلى الـ dot
+
+61
+00:06:54,580 --> 00:06:59,460
+product، أثبتنا كمان أن الـ dot product أن الـ zero هو الـ
+
+62
+00:06:59,460 --> 00:07:03,340
+dot product لأي vector، بدي أعطينا مع الـ zero، وبالتالي
+
+63
+00:07:03,340 --> 00:07:08,760
+قلنا أن الـ zero is orthogonal to أي vector، إذاً
+
+64
+00:07:08,760 --> 00:07:14,180
+الـ zero هو الـ vector الوحيد الذي يكون عمودي على أي
+
+65
+00:07:14,180 --> 00:07:18,640
+vector، وفي نفس الوقت parallel to any vector، يعني
+
+66
+00:07:18,640 --> 00:07:21,440
+بالنسبة للـ vector الواحد، الـ zero بقدر أقول
+
+67
+00:07:21,440 --> 00:07:25,500
+orthogonal لهذا الـ vector، وفي نفس الوقت parallel
+
+68
+00:07:25,500 --> 00:07:29,680
+لهذا الـ vector، لأن الـ zero vector الطول تبعه يساوي
+
+69
+00:07:29,680 --> 00:07:34,340
+الصفر، وممكن تأخذيه في أي اتجاه بدك إياه، على كذا زي ما
+
+70
+00:07:34,340 --> 00:07:39,140
+بدك، تمام؟ يبقى هذه الخاصية رقم خمسة، نروح للخاصية
+
+71
+00:07:39,140 --> 00:07:48,780
+رقم ستة، لو قلت لك I cross الـ J، هدول two vectors، بدي
+
+72
+00:07:48,780 --> 00:07:54,680
+أجيب الـ cross product فيما بينهما، شو بدي يعطيني؟ متجه
+
+73
+00:07:54,680 --> 00:07:58,240
+عمودي على الإثنين، مين المتجه العمودي؟ اللي هو K،
+
+74
+00:07:58,240 --> 00:08:05,000
+يبقى بدي يعطيني K، أليس هذا هو سالب J cross الـ I؟
+
+75
+00:08:05,000 --> 00:08:10,120
+يبقى هذا بدي يعطيك كمان، بدي يعطيك K، هكتب لك باقي
+
+76
+00:08:10,120 --> 00:08:14,630
+الـ vectors، بس إيش خاطري أو خليني أخبرك كم هو
+
+77
+00:08:14,630 --> 00:08:19,650
+النتيجة بدون تفكير، كيف؟ يجب أن أقول إن جاية وخيلت
+
+78
+00:08:19,650 --> 00:08:25,770
+دائرة بهذا الشكل، ودائرة هذه، أخذت هنا الـ vector
+
+79
+00:08:25,770 --> 00:08:30,630
+I، هنا الـ vector J، هنا الـ vector K
+
+80
+00:08:36,710 --> 00:08:40,550
+ماذا سيكون النتيجة؟ I cross J أوتوماتيك بتعطيك
+
+81
+00:08:40,550 --> 00:08:46,750
+كمين؟ K، طيب لو جيت قلت لك هنا J cross K بتعطيني سالب K، J cross K بتعطيني الـ I، طيب لو جيت
+
+82
+00:08:46,750 --> 00:08:55,090
+قلت لك هنا K cross I، مين بتعطينا؟ بتعطينا
+
+83
+00:08:55,090 --> 00:09:02,050
+الـ J
+
+84
+00:09:02,050 --> 00:09:03,630
+الـ J
+
+85
+00:09:07,370 --> 00:09:12,750
+يطلع لي اتجاه دوري، اتجاه دوري واحد، I cross J
+
+86
+00:09:12,750 --> 00:09:17,470
+بتعطيني K، J cross K بتعطيني I، K cross I
+
+87
+00:09:17,470 --> 00:09:25,530
+بتعطيني مين؟ بتعطيني J، ولو جيت قلت I cross I
+
+88
+00:09:25,530 --> 00:09:33,550
+Zero، طيب أليست هي J cross J، أليست هي K cross
+
+89
+00:09:33,550 --> 00:09:38,990
+K، أليست هي Zero؟ Scalar ولا vector؟ يبقى الـ Zero
+
+90
+00:09:38,990 --> 00:09:42,850
+vector، هذا Zero scalar، بعمله على شكل دائرة صغيرة
+
+91
+00:09:42,850 --> 00:09:47,170
+بس، هذا بعمله elongation،  استطالة، يعني قريب من شكل
+
+92
+00:09:47,170 --> 00:09:52,710
+الـ ellipse، يبقى هذا الـ cross product فيما بينهما، طيب
+
+93
+00:09:52,710 --> 00:09:59,310
+خاصية السبعة، لو جيت قلت لك Q cross (V cross W)
+
+94
+00:09:59,310 --> 00:10:04,150
+هل هذا الكلام بده يساوي
+
+95
+00:10:07,720 --> 00:10:17,620
+(Q cross V) cross W؟ هل هذول اثنين بيساووا بعض؟ الإجابة لا، يبقى هذا ليس
+
+96
+00:10:17,620 --> 00:10:23,480
+صحيحاً، يبقى هذول المتجه الأول لا يساوي المتجه
+
+97
+00:10:23,480 --> 00:10:30,150
+الثاني، يعني عملية ضرب المتجهات اتجاهياً is not
+
+98
+00:10:30,150 --> 00:10:37,170
+associative، ليست تجميعية أو ليست إدماجية، معقول هذا
+
+99
+00:10:37,170 --> 00:10:45,090
+الكلام، أثبت لك هذا الكلام for example، كمثال على ذلك
+
+100
+00:10:45,090 --> 00:10:54,850
+لو جيت قلت لك I cross (J cross J) على سبيل
+
+101
+00:10:54,850 --> 00:10:59,750
+المثال، بدي أشوف كده إيش تساوي، يبقى هذه I cross
+
+102
+00:10:59,750 --> 00:11:06,290
+J كده شباب، هي الـ K، يبقى K cross J، K cross
+
+103
+00:11:06,290 --> 00:11:15,970
+J بتعطي كده سالب I، يبقى هذه سالب I، ولكن الـ
+
+104
+00:11:15,970 --> 00:11:22,060
+(I cross J) cross J، لازم يبدأ من داخل القوس، ضرب هذا
+
+105
+00:11:22,060 --> 00:11:26,460
+يُدخَل، ضرب هذا التجميع هذا مع بعض، يبقى J cross J
+
+106
+00:11:26,460 --> 00:11:32,320
+قد إيش؟ I cross zero، اللي هو قد إيش؟ الـ zero، هل الـ
+
+107
+00:11:32,320 --> 00:11:39,800
+zero يساوي ناقص I؟ طبعاً لا، إذاً من الآن فصاعداً عملية
+
+108
+00:11:39,800 --> 00:11:46,190
+cross product is not associative، عملية ليست تجميعية
+
+109
+00:11:46,190 --> 00:11:52,770
+أو ليست إدماجية، يبقى هذا باختصار بنقول العملية هذه
+
+110
+00:11:52,770 --> 00:11:59,810
+not associative، يبقى
+
+111
+00:11:59,810 --> 00:12:05,770
+ليست تجميعية، نروح للخاصية الثامنة، يبقى الخاصية
+
+112
+00:12:05,770 --> 00:12:13,270
+الثامنة، لو بدي أجيب طول الـ U cross الـ V، المتجه هذا
+
+113
+00:12:13,270 --> 00:12:18,910
+بدي أعرف قد إيش طوله، يبقى هذا الكلام بده يساوي طول
+
+114
+00:12:18,910 --> 00:12:26,750
+الـ U في طول الـ V في sin الزاوية θ، في طول متجه
+
+115
+00:12:26,750 --> 00:12:34,210
+الوحدة N، طيب طول متجه الوحدة N كده شو بيساوي؟ واحد
+
+116
+00:12:34,210 --> 00:12:39,590
+صحيح، إذا هذا الكلام بدي أعطيه طول الـ U في طول الـ
+
+117
+00:12:39,590 --> 00:12:46,170
+V في sin الزاوية θ، طيب stop شوية، نتفهّم
+
+118
+00:12:46,170 --> 00:12:50,650
+هندسياً كده، هذا المقدار بدي أساويه من الناحية
+
+119
+00:12:50,650 --> 00:12:57,770
+الهندسية، فلو جيت تخيل أن عندي هنا هذا المتجه U و
+
+120
+00:12:57,770 --> 00:13:05,370
+هذا المتجه V، كان بالشكل، إثنين حصروا بينهم زاوية
+
+121
+00:13:05,370 --> 00:13:11,290
+مقدارها θ، تمام؟
+
+122
+00:13:11,290 --> 00:13:18,830
+طيب، بتجي تشوف لو روحت كملت متوازي الأضلاع اللي
+
+123
+00:13:18,830 --> 00:13:23,250
+الضلعين تبعه أو الضلعين بتاعته اللي مرسمات، يبقى
+
+124
+00:13:23,250 --> 00:13:26,770
+حاجة، أرسم من هنا موازي للمتجهين
+
+125
+00:13:34,050 --> 00:13:39,830
+يبقى صار عندنا متوازي أضلاع، قد إيش يا بنات مساحة
+
+126
+00:13:39,830 --> 00:13:45,970
+متوازي الأضلاع، تبع الإبتدائي، معلومة إبتدائي، مساحة
+
+127
+00:13:45,970 --> 00:13:53,150
+متوازي الأضلاع، طول القاعدة
+
+128
+00:13:53,150 --> 00:13:56,470
+في الارتفاع
+
+129
+00:13:56,470 --> 00:13:56,870
+في الارتفاع
+
+130
+00:13:56,870 --> 00:13:57,210
+في الارتفاع
+
+131
+00:13:57,210 --> 00:13:58,150
+في الارتفاع
+
+132
+00:13:58,150 --> 00:14:06,800
+في الارتفاع، بعدين بنزل من هنا عمود على متوازي
+
+133
+00:14:06,800 --> 00:14:12,980
+الأضلاع، طيب نتكلم بلغة حساب المثلثات، أنا عندي الآن
+
+134
+00:14:12,980 --> 00:14:18,800
+مثلث قائم الزاوية، الضلع الأزرق هذا قد إيش يساوي بدلالة
+
+135
+00:14:18,800 --> 00:14:25,900
+طول الـ V والزاوية θ؟ كساين
+
+136
+00:14:25,900 --> 00:14:27,960
+ولا ساين؟ مقابل، هذا
+
+137
+00:14:33,460 --> 00:14:39,560
+السؤال إليكم، المتجه U، الطول تبعه مش هو عبارة عن
+
+138
+00:14:39,560 --> 00:14:44,680
+طول القاعدة تبع متوازي الأضلاع، والخط الأزرق العمودي
+
+139
+00:14:44,680 --> 00:14:48,740
+اللي نازل عليه، أليس هو ارتفاع متوازي
+
+140
+00:14:48,740 --> 00:14:55,100
+الأضلاع؟ إذن طول الـ V في sin الزاوية θ في طول الـ U
+
+141
+00:14:55,100 --> 00:15:03,250
+مش هو هذا، يبقى معنى هذا الكلام أن المقدار تبع طول
+
+142
+00:15:03,250 --> 00:15:09,830
+المتجه الـ U cross الـ V، عملياً هو عبارة عن مساحة
+
+143
+00:15:09,830 --> 00:15:15,290
+متوازي الأضلاع، الصحيحة اللي طلعت، أو الـ two sides
+
+144
+00:15:15,290 --> 00:15:20,990
+تبعته الـ vectors U و V، يبقى هذا الكلام بده يساوي
+
+145
+00:15:20,990 --> 00:15:27,710
+the area of the parallelogram
+
+146
+00:15:30,830 --> 00:15:40,970
+parallelogram، يعني متوازي أضلاع determined، والمحدد
+
+147
+00:15:40,970 --> 00:15:56,430
+by the by the vectors U and V، يبقى عملياً هذا معناه
+
+148
+00:15:56,430 --> 00:16:02,890
+مساحة متوازي الأضلاع اللي ضلعيه المتجاورين اللي هم
+
+149
+00:16:02,890 --> 00:16:09,830
+الـ vector U والـ vector V، طيب نرجع الآن لكتابة الـ
+
+150
+00:16:09,830 --> 00:16:18,830
+cross product الثلاثي بطريقة جديدة، يعني
+
+151
+00:16:18,830 --> 00:16:22,270
+بدي أحاول أربط الآن ما بين الـ cross product
+
+152
+00:16:26,950 --> 00:16:32,410
+يبقى بداخله خاصية رقم تسعة، خاصية رقم تسعة بتقول
+
+153
+00:16:32,410 --> 00:16:33,370
+ما يأتي
+
+154
+00:17:16,720 --> 00:17:23,660
+يبقى هذه وسيلة كيف أحسب الضرب الثلاثي باستخدام
+
+155
+00:17:23,660 --> 00:17:30,710
+الضرب القياسي، طيب سؤال، أنت قلت هنا dot product، هذا
+
+156
+00:17:30,710 --> 00:17:34,930
+حاصل ضرب اتجاهي، بطلع له متجه ولا بطلع له كمية
+
+157
+00:17:34,930 --> 00:17:41,930
+قياسية؟ حاصل ضرب اتجاهي بطلع له متجه، هذا متجه ولا
+
+158
+00:17:41,930 --> 00:17:48,110
+لا؟ متجه، لأن هذا رقم مضروب في متجه، وهذا رقم مضروب
+
+159
+00:17:48,110 --> 00:17:52,390
+في متجه، هو طرح الإثنين من بعض، يبقى طرح two vectors
+
+160
+00:17:52,390 --> 00:17:54,770
+بيعطينا ماذا؟ vector جديد
+
+161
+00:18:00,560 --> 00:18:05,700
+اللي لو بدي أروح أحسبه بواسطة المحددات، هيطلع روح
+
+162
+00:18:05,700 --> 00:18:10,520
+اللي بدي أحسب حاصل ضرب أول متجهين، وأروح أفك محدد
+
+163
+00:18:10,520 --> 00:18:14,760
+بده يطلع لي متجه جديد، أجيب المحدد للمتجه الجديد
+
+164
+00:18:14,760 --> 00:18:18,300
+مع المتجه اللي ضعيف عليه، الصفر ولا جذر، لكن لما أجيب
+
+165
+00:18:18,300 --> 00:18:22,900
+الـ dot product مباشر ما بين الـ U والـ W، وأضربه في
+
+166
+00:18:22,900 --> 00:18:27,220
+V، والـ dot product هنا، وأضربه فيه، وأطرح الإثنين مع بعض، أسهل
+
+167
+00:18:27,220 --> 00:18:33,620
+وأقصر، واحتمال الخطأ أقل كثيراً من حاصل الضرب الاتجاهي
+
+168
+00:18:33,620 --> 00:18:40,280
+تمام، طيب ضايلة خاصية، والخاصية هذه very important
+
+169
+00:18:40,280 --> 00:18:50,680
+وكذلك مهمة، خاصية رقم عشرة بتقول the volume of
+
+170
+00:18:50,680 --> 00:18:55,860
+the parallelepiped
+
+171
+00:19:00,500 --> 00:19:08,040
+provided, determined, determined
+
+172
+00:19:08,040 --> 00:19:17,000
+by، والمحدد بالـ vectors U
+
+173
+00:19:17,000 --> 00:19:22,220
+وV وW
+
+174
+00:19:50,670 --> 00:19:52,410
+مرة ثانية
+
+175
+
+223
+00:24:39,060 --> 00:24:44,320
+بالارتفاع، باجي بقول كويس، طيب بده اجي بالارتفاع لو
+
+224
+00:24:44,320 --> 00:24:49,640
+عملت cross product ما بين الـ U و الـ V بده يطلع
+
+225
+00:24:49,640 --> 00:24:55,680
+متجه عمودي على كل من U و V، إذا لو جيت قلت هذا
+
+226
+00:24:55,680 --> 00:25:04,590
+المتجه اللي هو U cross الـ V يبقى هذا عمودي على كل
+
+227
+00:25:04,590 --> 00:25:12,390
+من V وعمودي على U، لكن مع W راح عمل زاوية مقدرها
+
+228
+00:25:12,390 --> 00:25:21,190
+كم؟ مقدرها ثيتا، تمام، هذا خط في المستوى اللي فوق،
+
+229
+00:25:21,190 --> 00:25:23,550
+مدته
+
+230
+00:25:26,750 --> 00:25:30,330
+لأن هذا عمودي على القاعدة اللي تحت، إذا عمودي على
+
+231
+00:25:30,330 --> 00:25:35,970
+القاعدة اللي فوق الموازية لها، كويس، كده هذا من
+
+232
+00:25:35,970 --> 00:25:42,370
+هنا إلى هنا بدأ الارتفاع، أليس هو طول الـ W في Cos
+
+233
+00:25:42,370 --> 00:25:48,230
+الزاوية ثيتا؟ صح؟ يبقى هذا هو طول الـ W في الـ
+
+234
+00:25:48,230 --> 00:25:53,850
+cosine الزاوية ثيتا، إذا أنا لو جيت الآن بدي أجيب
+
+235
+00:25:53,850 --> 00:25:58,770
+حاصل الضرب اللي عندي، الـ volume، يبقى الـ volume اللي
+
+236
+00:25:58,770 --> 00:26:06,470
+أنا بقول عنه بدي يساوي مساحة القاعدة × cross product
+
+237
+00:26:06,470 --> 00:26:11,210
+كده، قبل قليل كنت لما أضرب الـ cross product  لـ two
+
+238
+00:26:11,210 --> 00:26:16,000
+vectors بيعطيني مساحة المتوازي الأضلاع، إذا مساحة
+
+239
+00:26:16,000 --> 00:26:22,980
+المتوازي الأضلاع هو عبارة عن طول الـ cross product U
+
+240
+00:26:22,980 --> 00:26:30,540
+cross V، هذه مساحة القاعدة، الارتفاع، البعد هذا اللي
+
+241
+00:26:30,540 --> 00:26:37,840
+هو طول W في cosine الزاوية ثيتا، يبقى طول المتجه
+
+242
+00:26:37,840 --> 00:26:41,940
+الأول في طول المتجه الثاني في cosine الزاوية ثيتا،
+
+243
+00:26:41,940 --> 00:26:44,400
+هذا يا بنات الارتفاع
+
+244
+00:26:48,390 --> 00:26:54,930
+قول المتجه U × V يمثل مساحة قاعدة متوازي الأضلاع اللي
+
+245
+00:26:54,930 --> 00:27:03,040
+هي المساحة المظللة اللي عندها، طبعا الـ W أو طول الـ W
+
+246
+00:27:03,040 --> 00:27:08,000
+في Cos الزاوية ثيتا يمثل البعد العمودي بين القاعدتين
+
+247
+00:27:08,000 --> 00:27:14,440
+المتوازيتين، طيب مش هذا هو معناه الـ dot product؟ ولا
+
+248
+00:27:14,440 --> 00:27:18,460
+لا، طول المتجه الأول × طول المتجه الثاني × Cos اللي هو طول
+
+249
+00:27:18,460 --> 00:27:22,580
+اللي هو مين؟ تعريف الـ dot product، يبقى هذا بده
+
+250
+00:27:22,580 --> 00:27:27,060
+يساوي U cross الـ V ⋅ W
+
+251
+00:27:29,430 --> 00:27:34,250
+U cross الـ V ⋅ الـ W، والله الـ W ⋅ U cross الـ V
+
+252
+00:27:34,250 --> 00:27:41,230
+اتنين are commutative، صح ولا لا؟ يبقى هذه
+
+253
+00:27:41,230 --> 00:27:47,130
+هذه هذه هي الـ volume of the parallel piped، واضحة
+
+254
+00:27:47,130 --> 00:27:53,050
+الصورة، خلاص الآن انتهى الجزء، another يتبع الـ
+
+255
+00:27:53,050 --> 00:27:58,180
+section وبدنا نعطي أمثلة على الخواص العشر اللي
+
+256
+00:27:58,180 --> 00:28:04,080
+سمعتوها واللي شفتوها قبل قليل، حد بيحب يسأل أي
+
+257
+00:28:04,080 --> 00:28:08,980
+سؤال قبل أن نذهب إلى الأمثلة؟ إحنا جاهزين نسمع و
+
+258
+00:28:08,980 --> 00:28:14,180
+نرد كمان، آه، في أي سؤال يا بلال؟ وإيه اللي
+
+259
+00:28:14,180 --> 00:28:20,580
+بتحكيها؟ المتوازي
+
+260
+00:28:20,580 --> 00:28:23,100
+الأضلاع، الخط العمودي
+
+261
+00:28:26,150 --> 00:28:31,370
+هذا ... خلّيني أقول لك الاتنين كيف ... لما نجي نقول U
+
+262
+00:28:31,370 --> 00:28:36,290
+cross الـ V يعطيني متجه عمودي على من؟ على الاتنين،
+
+263
+00:28:36,290 --> 00:28:40,350
+إذا هذا U cross الـ V متجه عمودي على الـ two
+
+264
+00:28:40,350 --> 00:28:44,550
+vectors، يعني عمودي على القاعدة تبعتهم، صح؟ إذا
+
+265
+00:28:44,550 --> 00:28:49,130
+العمودي على القاعدة وين؟ الموازية اللي فوق كذلك،
+
+266
+00:28:49,130 --> 00:28:51,910
+مستوى المتوازي، العمودي على المستوى الأول هو
+
+267
+00:28:51,910 --> 00:28:54,310
+العمودي على المستوى الثاني، زي ما أقول لك السقف
+
+268
+00:28:54,310 --> 00:28:58,220
+والأرض، عندك الـ corner اللي هنا عمودي على اللي فوق،
+
+269
+00:28:58,220 --> 00:29:01,540
+إذا عمودي على القاعدة الموازية لها، إذا هذا عمودي
+
+270
+00:29:01,540 --> 00:29:05,200
+على كل من القاعدة اللي فوق والقاعدة اللي تحت، تمام،
+
+271
+00:29:05,200 --> 00:29:10,300
+هذا الخط اللي رسمته، خط في مستوى القاعدة، هو زي ما
+
+272
+00:29:10,300 --> 00:29:14,660
+أقول لك القطر تبع متوازي الأضلاع اللي عندنا، هذا
+
+273
+00:29:14,660 --> 00:29:17,740
+عمودي على المستوى، إذا كان عمودي على أي مستقيم
+
+274
+00:29:17,740 --> 00:29:22,820
+موجود في هذا المستوى، صح؟ إذا هذا عمودي على أي
+
+275
+00:29:22,820 --> 00:29:26,080
+مستقيم موجود في هذا المستوى، إذا الخط الأزرق هذا خط
+
+276
+00:29:26,080 --> 00:29:30,620
+موجود في المستوى اللي فوق، إذا عمودي عليه، صحيح،
+
+277
+00:29:30,620 --> 00:29:37,140
+أجبنا، أظن، تسأل أي سؤال ثاني؟ طيب نذهب الآن إلى
+
+278
+00:29:37,140 --> 00:29:48,240
+الأمثلة أو examples، أول
+
+279
+00:29:48,240 --> 00:29:55,220
+مثال بيقول consider the vectors, consider the
+
+280
+00:29:55,220 --> 00:29:57,220
+vectors
+
+281
+00:30:03,630 --> 00:30:13,130
+خمسة I ناقص J زائد K، والمتجه، والمتجه الثاني
+
+282
+00:30:13,130 --> 00:30:21,270
+اللي هو فيه يساوي J ناقص خمسة K، والمتجه التالي W
+
+283
+00:30:21,270 --> 00:30:25,690
+بده يساوي ناقص خمسة عشر I
+
+284
+00:30:39,200 --> 00:30:49,000
+show that الـ U و الـ V and الـ W are parallel
+
+285
+00:30:49,000 --> 00:30:52,020
+المطلوب
+
+286
+00:30:52,020 --> 00:31:01,200
+الثاني number V هو show that الـ U و الـ V and الـ W
+
+287
+00:31:01,200 --> 00:31:02,840
+are coplanar
+
+288
+00:31:25,040 --> 00:31:30,800
+سؤال مرة ثانية، يعطيني ثلاثة متجهات، المطلوب
+
+289
+00:31:30,800 --> 00:31:35,440
+بالأول، قال لي، بيقول لي أن الـ U و الـ W are
+
+290
+00:31:35,440 --> 00:31:40,000
+parallel، وبعدها بيقول لي أن الثلاثة متجهات co-planar
+
+291
+00:31:40,000 --> 00:31:45,740
+يعني تقع في مستوى واحد، جاءت من كلمة plane، مستوى،
+
+292
+00:31:45,740 --> 00:31:48,440
+الـ co-planar يعني تقع كل الثلاثة
+
+293
+00:31:53,640 --> 00:32:00,680
+متجهات الـ U وR و W Parallel، والله بسيطة، إحنا بنقدر نثبت
+
+294
+00:32:00,680 --> 00:32:05,460
+هذا الكلام بأكثر من طريقة، إحدى الطرق أخذناها في
+
+295
+00:32:05,460 --> 00:32:08,960
+ثاني section، يوم أخذنا الـ two vectors والـ two
+
+296
+00:32:08,960 --> 00:32:13,300
+vectors are parallel، إذا كان واحد فيهم مضاعفات
+
+297
+00:32:13,300 --> 00:32:19,580
+الآخر، لكن هنا الـ cross product، إذا طلع الـ cross
+
+298
+00:32:19,580 --> 00:32:22,460
+product بـ 0 فيجب أن يكون
+
+299
+00:32:27,980 --> 00:32:30,600
+هو الآخر، النظر ما بين الـ U و الـ V
+
+300
+00:32:34,410 --> 00:32:41,270
+المشترك، ناقص ثلاثة من الـ W بظل عندي خمسة I ناقص J
+
+301
+00:32:41,270 --> 00:32:48,330
+زائد K، والمتجه U، إذا أصبح الـ W يساوي ناقص ثلاثة U،
+
+302
+00:32:48,330 --> 00:32:53,090
+يبقى اثنين parallel، تمام، هذا اللي هو الحل الأول
+
+303
+00:32:53,090 --> 00:32:58,790
+اللي إحنا متعرفين عليه سابقا من section 12-2، تمام،
+
+304
+00:32:58,790 --> 00:33:01,510
+لكن إحنا بنروح نحل بطريقة
+
+305
+00:33:24,360 --> 00:33:32,020
+ثلاثة ناقص ثلاثة، و إيه الساعة I فيه، نشطة بصفه و
+
+306
+00:33:32,020 --> 00:33:40,360
+عموده، ثلاثة ناقص ثلاثة، Zero، يبقى هاي Zero، ناقص J
+
+307
+00:33:40,360 --> 00:33:49,280
+فيه نشطة بصفه وعموده، ناقص خمسة عشر زائد خمسة عشر، يبقى
+
+308
+00:33:49,280 --> 00:33:49,880
+Zero
+
+309
+00:33:59,640 --> 00:34:07,620
+يبقى الناتج كله يساوي الـ zero vector، يبقى معناه
+
+310
+00:34:07,620 --> 00:34:12,720
+هذا الكلام أن الاثنين مالهم؟ are parallel، يبقى هنا الـ
+
+311
+00:34:23,660 --> 00:34:28,140
+طيب، هذا المطلوب الأول اللي هو A، بالداخل، المطلوب
+
+312
+00:34:28,140 --> 00:34:33,500
+الثاني اللي هو B، قال لي اثبت لي أن الثلاثة هدول are
+
+313
+00:34:33,500 --> 00:34:38,680
+coplanar، يعني إيش coplanar؟ يعني الثلاثة لو رسمتهم
+
+314
+00:34:38,680 --> 00:34:46,180
+بيجوا في مستوى واحد، بقول له آه،  عملية بسيطة، لو
+
+315
+00:34:46,180 --> 00:34:47,500
+أخذت أي اثنين
+
+316
+00:34:51,960 --> 00:34:56,340
+واحد عمودي على الاثنين، يعني عمودي على مستويهما، إذا
+
+317
+00:34:56,340 --> 00:35:01,820
+نضربه بالثالث، عمودي عليه، يعني dot product مع
+
+318
+00:35:01,820 --> 00:35:02,600
+الجديد
+
+319
+00:35:15,130 --> 00:35:20,030
+الثلاثة are coplanar، وضعت الصورة، بقول مرة
+
+320
+00:35:20,030 --> 00:35:27,230
+ثانية، أنا عندي ثلاثة متجهات، أنا
+
+321
+00:35:27,230 --> 00:35:34,050
+عندي ثلاثة vectors، كويس؟ أكيد يا دانيال، أقول كلام
+
+322
+00:35:34,050 --> 00:35:34,570
+من المقارنة
+
+323
+00:35:44,090 --> 00:35:49,530
+عملت cross product ما بين اثنين هدول بيطلع المتجه
+
+324
+00:35:49,530 --> 00:35:54,410
+العمودي على مين؟ على كل من الاثنين، بالشكل اللي عندها،
+
+325
+00:35:54,410 --> 00:35:59,490
+بيصير هذا شو علاقته بإيش؟ عمودي عليه، لو عملت dot
+
+326
+00:35:59,490 --> 00:36:03,830
+product ما بين الأخضر والأحمر بيطلع
+
+327
+00:36:03,830 --> 00:36:09,730
+كداش؟ zero، إذا لو عملت الضرب الثلاثي لإحدى الخواص
+
+328
+00:36:09,730 --> 00:36:10,710
+اللي موجودة عندك
+
+329
+00:36:17,670 --> 00:36:24,390
+يبقى كلها تقع في مستوى واحد، إذا أنا U cross W
+
+330
+00:36:24,390 --> 00:36:30,830
+جاهز عندي، صح ولا لأ؟ يبقى بنقول، لو أخذ U
+
+331
+00:36:30,830 --> 00:36:40,440
+cross  و لو أخذ V ⋅ U cross W، مش هيك أسهل؟ بدل ما
+
+332
+00:36:40,440 --> 00:36:45,340
+أحط مقادير وأقعد أجمع، يبقى هذا الكلام بده يساوي V
+
+333
+00:36:45,340 --> 00:36:52,360
+⋅ zero vector، من وين هذا جبته؟ from part a، يبقى
+
+334
+00:36:52,360 --> 00:37:00,840
+هذا الكلام from part a، هذا الكلام بده يساوي كداش؟
+
+335
+00:37:00,840 --> 00:37:02,640
+الـ zero scalar
+
+336
+00:37:06,400 --> 00:37:10,260
+مدام حصل الضرب الثلاثي اللي يساوي Zero، يبقى الثلاثة
+
+337
+00:37:10,260 --> 00:37:20,360
+معاها coplanar، يبقى this means that الـ U و الـ V
+
+338
+00:37:20,360 --> 00:37:30,660
+and الـ W are coplanar، Good
+
+339
+00:37:30,660 --> 00:37:36,220
+exercise، لك بس عمليها زي هيك، يفاجئ روح، اخذ حاصل
+
+340
+00:37:36,220 --> 00:37:40,920
+الضرب الثلاثي، حط المكونات الثلاثة تبعتهم، حسب
+
+341
+00:37:40,920 --> 00:37:43,140
+الخاصية اللي عندك، أنا بعرف خاصية أربعة، خاصية ثمانية
+
+342
+00:37:43,140 --> 00:37:48,380
+ولا تسعة، أنا شوف الخاصية اللي عندك، كداش رقمها،
+
+343
+00:37:48,380 --> 00:37:52,840
+تسعة، المهم، حط لي الخاصية دي، وعوّض فيها، وفكّ
+
+344
+00:37:52,840 --> 00:37:57,120
+المحدد، لازم يطلع معك كداش؟ صفر، يفاجئ، ده a good
+
+345
+00:37:57,120 --> 00:37:57,800
+exercise
+
+346
+00:38:12,200 --> 00:38:13,500
+المثال الثاني
+
+347
+00:38:39,590 --> 00:38:47,730
+الـ R هي عبارة عن النقطة (0، 2، 1)، بي
+
+348
+00:38:47,730 --> 00:38:57,470
+points، points in space، يبقى دول ثلاث نقاط في
+
+349
+00:38:57,470 --> 00:39:03,770
+الفضاء، المطلوب الأول number A، find a unit vector
+
+350
+00:39:03,770 --> 00:39:08,450
+find a unit vector
+
+351
+00:39:10,180 --> 00:39:13,060
+متجه وحدة perpendicular to the plane
+
+352
+00:39:13,060 --> 00:39:17,060
+perpendicular
+
+353
+00:39:17,060 --> 00:39:27,300
+to the plane، عمودي على المتجه ... على المستوى ... of
+
+354
+00:39:27,300 --> 00:39:36,600
+the given points، المطلوب التالي number B، will find
+
+355
+00:39:36,600 --> 00:39:38,180
+the area of the triangle
+
+356
+00:39:59,400 --> 00:40:02,300
+مين الساعة ده؟ أيوة
+
+357
+00:40:16,840 --> 00:40:21,920
+جهان يا أخي يا جهان، والكلام للسامعين، إحنا طلعنا U
+
+358
+00:40:21,920 --> 00:40:27,700
+cross W، لو كداش؟ بزيرو، وقال اثبت لي أن المتجهات
+
+359
+00:40:27,700 --> 00:40:32,040
+الثلاثة are coplanar، روحت مثلته لك تمثيل، وقالت لك لو
+
+360
+00:40:32,040 --> 00:40:34,380
+عندي متجهين، هدول فيهم
+
+361
+00:40:42,420 --> 00:40:48,940
+يعني عمودي على مستويهما، يعني عمودي على أي متجه
+
+362
+00:40:48,940 --> 00:40:52,440
+موجود في هذا المستوى، إذا عمودي على مين؟ على
+
+363
+00:40:52,440 --> 00:40:57,280
+المتجه الثالث، مدام عمودي على المتجه الثالث، بضرب
+
+364
+00:40:57,280 --> 00:41:00,100
+dot product ما بين الاثنين المدخلين اللي قدامك،
+
+365
+00:41:04,240 --> 00:41:09,740
+عملت الـ dot product ما بين الـ V و U cross W، طبعا
+
+366
+00:41:09,740 --> 00:41:16,520
+يمكن تسأليني ليش ما قلتش U ضد الـ V cross W؟ صح؟
+
+367
+00:41:16,520 --> 00:41:20,380
+بقول لك هذا والله هذا الاثنين are the same، لأن U
+
+368
+00:41:20,380 --> 00:41:24,520
+cross W محسوبة عندي قبل، فبدأ أستخدمها، وبالتالي
+
+369
+00:41:24,520 --> 00:41:29,340
+بيسأل علي من الشغل اللي عندنا، عرفت كده؟ اللي بيقول
+
+370
+00:41:29,340 --> 00:41:32,680
+أنا عملت الـ dot product طالع Zero، إذا هذا الكلام
+
+371
+00:41:32,680 --> 00:41:33,140
+بيحصل
+
+372
+00:41:38,860 --> 00:41:45,080
+نجلس سؤالنا التالي، نعطيه ثلاث نقاط في الفضاء، وقال
+
+373
+00:41:45,080 --> 00:41:50,680
+هات لي متجه وحدة عمودي على المستوى الذي يحتوي على
+
+374
+00:41:50,680 --> 00:41:55,900
+هذه الثلاث نقاط، بجيب، بقول له كويس، إذا النقطة الأولى
+
+375
+00:41:55,900 --> 00:42:02,020
+لو قلت هذه النقطة هي P، الإحداثيات تبعها (1، -1، 2)،
+
+376
+00:42:02,020 --> 00:42:09,540
+والنقطة هذه هي نقطة Q، الإحداثيات تبعها (2، 0، -1)،
+
+377
+00:42:09,540 --> 00:42:16,460
+والنقطة الثالثة هي R، الإحداثيات تبعها (0، 2، 1)،
+
+378
+00:42:16,460 --> 00:42:17,880
+(0، 2، 1)
+
+379
+00:42:20,110 --> 00:42:25,450
+يبقى هول ثلاث نقاط موجودة، ثاني جالي هات الـ unit
+
+380
+00:42:25,450 --> 00:42:30,150
+vector عمودي على المستوى الذي يحتوي على النقاط
+
+381
+00:42:30,150 --> 00:42:36,210
+الثلاث، بقول له بسيطة، الثلاث نقاط بقدر أعمل منهم
+
+382
+00:42:36,210 --> 00:42:41,030
+متجهين، متجهين، ثاني ثلاث، كافيين اثنين، سبعين
+
+383
+00:42:41,030 --> 00:42:45,590
+وحدة ثانية، تمام؟ إذا بقدر أجيب متجهين، موجودة ثاني،
+
+384
+00:42:45,590 --> 00:42:47,010
+المتجه الأول
+
+385
+00:42:50,160 --> 00:42:58,260
+والمتجه الثاني هو PR، لو عملت cross product فيما
+
+386
+00:42:58,260 --> 00:43:03,140
+بينهما، بيطلع المتجه العمودي على الاثنين، يعني
+
+387
+00:43:03,140 --> 00:43:08,300
+العمودي، المتجه على مستويهما، أو على مستوى الثلاث
+
+388
+00:43:08,300 --> 00:43:14,440
+نقاط، مرة واحدة، اللي بيمثل المطلوب الأول، وكسّيمه
+
+389
+00:43:14,440 --> 00:43:18,680
+على طول، وبيعطينا المطلوب الأول من المثال، إذا بدي
+
+390
+00:43:18,680 --> 00:43:19,040
+أعرف
+
+391
+00:43:29,750 --> 00:43:33,350
+بقول في الأول، أخذ PQ،
+
+392
+00:44:09,420 --> 00:44:15,800
+اثنين ناقص ناقص واحد، يبقى زائد واحد، يبقى زائد
+
+393
+00:44:15,800 --> 00:44:22,040
+ثلاثة J، اللي بعده واحد ناقص اثنين يبقى ناقص K،
+
+394
+00:44:22,040 --> 00:44:31,880
+الآن لو جبت المتجه PQ cross PA، يبقى هذا بيجيب
+
+395
+00:44:31,880 --> 00:44:35,100
+للمتجه العمودي على مين؟ على المتجهين
+
+396
+00:44:40,960 --> 00:44:55,580
+I J K، مركبة الـ
+
+445
+00:50:58,990 --> 00:51:04,150
+المحصورة بينهم جدري تربيعي لنص المحيط، نص
+
+446
+00:51:04,150 --> 00:51:07,390
+المحيط ناقص الضلع الأول، نص المحيط ناقص الضلع
+
+447
+00:51:07,390 --> 00:51:12,630
+الثاني، نص المحيط ناقص الضلع الثالث، هذا يعطيني
+
+448
+00:51:12,630 --> 00:51:16,170
+مساحة كل مُثلث، هذه مجرد معلومة هامشية
+
+449
+00:51:16,170 --> 00:51:22,140
+للتذكير، وذكر بأن الذكرى تنفع المؤمنين، يبقى ال
+
+450
+00:51:22,140 --> 00:51:28,420
+energy على مين لسؤالنا مرة ثانية أنا لما جبت الطول
+
+451
+00:51:28,420 --> 00:51:34,120
+هذا اللي عندنا الطول تبع المتجه أليس هذا معناه
+
+452
+00:51:34,120 --> 00:51:41,000
+هندسيا مساحة متوازي الأضلاع صح؟ يبقى باجي بقوله الآن
+
+453
+00:51:41,000 --> 00:51:49,860
+المطلوب الثالث الـ area of the triangle
+
+454
+00:51:51,380 --> 00:52:00,180
+اللي هو P A Q R بيساوي نص الـ area of the
+
+455
+00:52:00,180 --> 00:52:08,380
+parallelogram نص
+
+456
+00:52:08,380 --> 00:52:14,480
+مساحة متوازي أضلاع يبقى هذه بدها تساوي، فمقدار مساحة
+
+457
+00:52:14,480 --> 00:52:19,720
+متوازي أضلاع طول الـ P A Q
+
+458
+00:52:31,520 --> 00:52:42,350
+يبقى نص في أربعة جذر ستة ويساوي اثنين جذر الستة، جاهز
+
+459
+00:52:42,350 --> 00:52:45,970
+بيجي ده جذر 6، إنت قاعدة بتضيعي الوقت ببلاش خلاص
+
+460
+00:52:45,970 --> 00:52:49,650
+اثنين جذر 6، روحوا وخليها معروفة عنها الكلام اللي
+
+461
+00:52:49,650 --> 00:52:54,710
+بتكتبيه زيادة لا قيمة له بس بتستهلكي وقتك ببلاش
+
+462
+00:52:54,710 --> 00:53:00,310
+يبقى يطلع نجد مساحة المثلث المطلوب، جِبنا جبل هيك
+
+463
+00:53:00,310 --> 00:53:06,770
+زيه في الامتحان بدل المرة مرتين، نظرا ليه أهميتوا و
+
+464
+00:53:06,770 --> 00:53:11,950
+هذا على من؟ على الخاص، يبقى هذا المثال رقم اثنين،
+
+465
+00:53:11,950 --> 00:53:19,010
+بدنا نروح للمثال رقم ثلاثة، يبقى المثال رقم ثلاثة
+
+466
+00:53:19,010 --> 00:53:25,430
+يقول find the volume أو find the value، find the
+
+467
+00:53:25,430 --> 00:53:35,270
+value of the constant alpha، هاتي قداش من غير ثواني
+
+468
+00:53:35,270 --> 00:53:37,270
+الـ alpha such that الـ volume
+
+469
+00:54:00,420 --> 00:54:12,740
+by the vectors determined by the vectors، بالمتجهات
+
+470
+00:54:12,740 --> 00:54:22,980
+اللي هو U يساوي I زائد Alpha K، والـ V يساوي
+
+471
+00:54:28,380 --> 00:54:38,220
+زائد Alpha K، with W يساوي اثنين I زائد ثلاثة J
+
+472
+00:54:38,220 --> 00:54:43,140
+زائد ثلاثة J ناقص ثمانية K
+
+473
+00:55:20,480 --> 00:55:26,580
+بثابت Alpha بحيث أن حجم متوازي السطوح الذي يُعيّن
+
+474
+00:55:26,580 --> 00:55:33,720
+بالمتجهات الثلاثة هو 226، طبعا أخذنا حجم متوازي
+
+475
+00:55:33,720 --> 00:55:39,680
+الأسطح في الخواص اللي هو حاصل الضرب التبادلي للـ .. الـ
+
+476
+00:55:39,680 --> 00:55:43,720
+.. المتجهات الثلاثة، مع بعض الـ three vectors
+
+477
+00:55:43,720 --> 00:55:49,060
+طبعا إذا باجي أقوله الـ volume اللي ما ..
+
+478
+00:55:58,390 --> 00:56:03,210
+مش هيك أخذناها في الخواص قبل قليل، هذا الكلام بده
+
+479
+00:56:03,210 --> 00:56:09,130
+يساوي، بدي أكتبه بلغتي المختصرة، الـdeterminants، يبقى
+
+480
+00:56:09,130 --> 00:56:13,930
+U والـ U هي U، يبقى المركبة الأولى واحد،  الجهة
+
+481
+00:56:13,930 --> 00:56:16,130
+الأفقية مع السلامة، يبقى في صفر
+
+482
+00:56:32,620 --> 00:56:39,580
+مع عناصر الصف الأول إن شئتِ أو العمود الثاني لأنه
+
+483
+00:56:39,580 --> 00:56:44,140
+باختصر لي طول الشغل لأنه في صفر، خلاص، بِصفر في
+
+484
+00:56:44,140 --> 00:56:50,420
+باجي بقوله واحد في قوس، بصفه عموده بيصير خمسة في
+
+485
+00:56:50,420 --> 00:56:53,100
+ثمانية، يبقى أربعين
+
+486
+00:56:59,510 --> 00:57:04,470
+اللي بعده هو ناقص صفر في مُحددة، صفر، اللي بعده زائد
+
+487
+00:57:04,470 --> 00:57:10,390
+Alpha، فيه أشقّ بصفه عموده بيصير ثلاثة في ثمانية في
+
+488
+00:57:10,390 --> 00:57:16,590
+أربعة وعشرين، ناقص مع ناقص بصير زائد اثنين في خمسة
+
+489
+00:57:16,590 --> 00:57:17,130
+أبعاد
+
+490
+00:57:42,410 --> 00:57:43,810
+24×10⁻¹
+
+491
+00:57:47,090 --> 00:57:51,030
+بتنقص ثلاثة آلاف وأربعة وثلاثين ألف، بضل قداش؟
+
+492
+00:57:51,030 --> 00:57:57,010
+واحد وثلاثين ألف، بده يساوي، و الـ44 على الشغلة
+
+493
+00:57:57,010 --> 00:58:03,170
+الثانية وبنطرحها من مائة وستة وعشرين، بضل مائة و
+
+494
+00:58:03,170 --> 00:58:09,150
+ستة وثمانين، إذا بناء عليه الـ Alpha تساوي قداش؟
+
+495
+00:58:09,150 --> 00:58:15,070
+تساوي ستة، لأنه ستة في واحد بستة، وستة في ثلاثة
+
+496
+00:58:15,070 --> 00:58:20,040
+ثلاثة و تسعة عشر، يبقى قيمة Alpha اللي بدنا إياها هي عبارة
+
+497
+00:58:20,040 --> 00:58:27,200
+عن ستة، نجي الآن للمثال رقم الرابع يبقى
+
+498
+00:58:27,200 --> 00:58:32,080
+المثال الرابع هنقسمه إلى نقطتين، النقطة رقم A
+
+499
+00:58:46,590 --> 00:58:54,190
+الـ vector يقول لا يساوي الـ zero vector، بس السؤال
+
+500
+00:58:54,190 --> 00:59:04,150
+هو does it follow؟ هل هذا يتطلب؟ does it follow that
+
+501
+00:59:04,150 --> 00:59:07,690
+أن الـ V بده يساوي
+
+502
+00:59:44,350 --> 00:59:46,250
+هذا السؤال
+
+503
+00:59:57,010 --> 01:00:02,750
+يبقى المثال رقم أربعة قسمناه لجزئين A و B، نمرة A هو
+
+504
+01:00:02,750 --> 01:00:07,370
+سؤال ثلاثة وثلاثين من الكتاب، ونمرة B هو سؤال أربعة
+
+505
+01:00:07,370 --> 01:00:13,900
+وثلاثين من الكتاب المقرر، طب بنجي للنقطة A بقول لو
+
+506
+01:00:13,900 --> 01:00:19,140
+كان U cross الـ V بده يساوي U cross الـ W، وفي نفس
+
+507
+01:00:19,140 --> 01:00:24,560
+الوقت الـ vector U لا يساوي صفر، هل هذا يعني أن الـ
+
+508
+01:00:24,560 --> 01:00:29,280
+vector V بده يساوي الـ W؟ لأول وهلة يعني الواحد لو
+
+509
+01:00:29,280 --> 01:00:34,040
+ما فكرش وقال اه طبعا هيساووا بعض، مدام هنا U هنا U
+
+510
+01:00:34,040 --> 01:00:37,320
+هنا V، خلاص، لما بيساووا بعض يقول الـ V بده يساوي الـ W
+
+511
+01:00:37,320 --> 01:00:43,000
+هذا كلام خاطئ، فالرياضيات ما فيش حاجة بمجرد نظرة
+
+512
+01:00:43,000 --> 01:00:48,920
+تشتغل جلمك وتتصحى، هذا الكلام، يبقى باجي بقوله
+
+513
+01:00:48,920 --> 01:00:55,100
+تماماً، أنا عندي الـ U cross الـ V بده يساوي الـ U
+
+514
+01:00:55,100 --> 01:01:01,740
+cross الـ W، بده أعملها معادلة صفرية، يبقى هنا هذا
+
+515
+01:01:01,740 --> 01:01:08,360
+بده يعطيني كمية U cross الـ V ناقص U cross الـ W بده
+
+516
+01:01:08,360 --> 01:01:14,250
+يساوي الـ صفر، نرجع لخاصية الـ distributive، يبقى
+
+517
+01:01:14,250 --> 01:01:19,270
+هنا شو بده يعطيكِ؟ هذا بده يعطيكِ أن الـ U cross الـ
+
+518
+01:01:19,270 --> 01:01:25,510
+V ناقص الـ W بده يساوي صفر، تمام؟
+
+519
+01:01:25,510 --> 01:01:30,010
+يبقى هذا بده يساوي هو الـ zero vector، السؤال هو
+
+520
+01:01:30,010 --> 01:01:34,610
+حاصل ضرب اتجاهي لمتجهين يساوي صفر، إيش معناه هذا
+
+521
+01:01:34,610 --> 01:01:35,210
+الكلام؟
+
+522
+01:01:38,710 --> 01:01:44,770
+هيك يعني؟ أنا بفهم كلام ثاني، لـ cross يساوي صفر
+
+523
+01:01:44,770 --> 01:01:50,230
+هذا معناه إيش؟ اتنين are parallel، تمام؟ يبقى هنا
+
+524
+01:01:50,230 --> 01:01:58,010
+بده يعطيك أن الـ U and الـ V ناقص الـ W are parallel
+
+525
+01:02:03,800 --> 01:02:09,280
+مدام parallel vectors يبقى واحد فيهم مضاعفات الثاني
+
+526
+01:02:09,280 --> 01:02:22,060
+يبقى الـ V ناقص الـ W يبقى T في U، و T is a non-zero
+
+527
+01:02:22,060 --> 01:02:22,720
+scalar
+
+528
+01:02:25,220 --> 01:02:32,400
+يبقى أي رقم غير الصفر، كويس؟ بناء عليه الـ V هيساوي
+
+529
+01:02:32,400 --> 01:02:38,800
+الـ W زائد الـ T U، في
+
+530
+01:02:38,800 --> 01:02:44,320
+احتمال واحد من هدول يساوي صفر؟ مش ممكن، لأن الـ T
+
+531
+01:02:44,320 --> 01:02:49,960
+لا تساوي صفر، و الـ U مقطوعة لا تساوي صفر، يبقى هذا
+
+532
+01:02:49,960 --> 01:02:52,120
+معناته أن الـ
+
+533
+01:03:07,960 --> 01:03:13,940
+لأ هذا ولا ذاك، إذا لا يمكن للـ V أنه يساوي الـ W، هو
+
+534
+01:03:13,940 --> 01:03:20,180
+سألني سؤال، قال لي هل ممكن الـ V؟ إذا بقول له لأ، طيب
+
+535
+01:03:20,180 --> 01:03:26,380
+نجي لنمرة، بيحط لي معلومة زيادة في نمرة ب، بيخلي الـ
+
+536
+01:03:26,380 --> 01:03:30,980
+cross كما هي، وراح جاب لي الـ dot، أضعف عليها، والـ U
+
+537
+01:03:30,980 --> 01:03:35,360
+لا تساوي صفر، كما هي من الأول، سأل نفسي السؤال، قال
+
+538
+01:03:35,360 --> 01:03:38,020
+لي هل الـ V تساوي الـ W أو لا؟ بقول أنا مش عارف
+
+539
+01:03:38,020 --> 01:03:46,180
+تعالي نشوف، يبقى باجي بقول from part a، إيش كان هنا
+
+540
+01:03:46,180 --> 01:03:53,100
+في part a؟ كان الـ U cross الـ V ناقص الـ W يساوي كم؟
+
+541
+01:03:53,730 --> 01:03:59,430
+اللي هو الـ zero vector، يساوي الـ zero vector، طيب،
+
+542
+01:03:59,430 --> 01:04:05,850
+هذا إيش معناه يا بنات؟ إنه طول تبع الـ U cross الـ V
+
+543
+01:04:05,850 --> 01:04:14,070
+ناقص الـ W بتساوي قد ايه؟ zero scalar، أو بمعنى آخر طول
+
+544
+01:04:14,070 --> 01:04:21,510
+الـ U في طول الـ V ناقص الـ W في cos الزاوية ثيتا، ولا
+
+545
+01:04:21,510 --> 01:04:23,210
+في sin الزاوية ثيتا
+
+546
+01:04:28,840 --> 01:04:35,940
+أو بمعنى آخر لو ربعت الطرفين بيصير طول الـ U تربيع
+
+547
+01:04:35,940 --> 01:04:42,960
+طول الـ V ناقص الـ W تربيع في sin تربيع ثيتا يساوي
+
+548
+01:04:42,960 --> 01:04:49,120
+صفر، واعتبر المعادلة هذه رقم واحد، اللي عملته للـ
+
+549
+01:04:49,120 --> 01:04:53,780
+cross بدي أعمله للـ dot بنفس الطريقة، فباجي بقول أنا
+
+550
+01:04:53,780 --> 01:05:03,800
+عندي ولكن U dot V بده يساوي U dot W، implies أن الـ
+
+551
+01:05:03,800 --> 01:05:10,380
+U dot الـ V ناقص الـ U dot الـ W بده يساوي جدول صفر
+
+552
+01:05:10,380 --> 01:05:12,060
+أو إن شئتِ
+
+553
+01:05:20,740 --> 01:05:27,720
+يعني إيش معنى هذا الكلام؟ أن طول الـ U في طول الـ V
+
+554
+01:05:27,720 --> 01:05:35,740
+ناقص الـ W في cos الزاوية ثيتا يساوي صفر، أو لو ربعت
+
+555
+01:05:35,740 --> 01:05:42,000
+الطرفين يبقى طول الـ U تربيع في طول الـ V ناقص الـ W
+
+556
+01:05:42,000 --> 01:05:48,640
+تربيع في cos تربيع ثيتا يساوي صفر، وهذا المعادلة
+
+557
+01:05:48,640 --> 01:05:53,380
+اثنين، الآن بدي أجمع المعادلة
+
+558
+01:06:08,290 --> 01:06:14,050
+يبقى لو أخدت عامل مشترك بيصير طول الـ U تربيع في طول
+
+559
+01:06:14,050 --> 01:06:20,750
+الـ V ناقص الـ W تربيع، بضل عندي sin تربيع ثيتا زائد
+
+560
+01:06:20,750 --> 01:06:26,670
+cos تربيع ثيتا يساوي قداش؟ صفر، المقدار بين
+
+561
+01:06:26,670 --> 01:06:30,950
+القوسين واحد صحيح، يبقى هذا معناه إيه؟
+
+562
+01:06:37,450 --> 01:06:44,330
+ناقص الـ W تربيع بيساوي صفر، سؤال مرة ثانية معطيني
+
+563
+01:06:44,330 --> 01:06:50,610
+في المعطيات أن طول الـ U لا يساوي صفر، إذا طول الـ U
+
+564
+01:06:50,610 --> 01:06:55,570
+التربيع لا يمكن أن يساوي صفر، حاصل ضرب طولين يساوي
+
+565
+01:06:55,570 --> 01:06:58,950
+صفر، واحد منهم ما يساوي الصفر، إذا الـ Automatic
+
+566
+01:06:58,950 --> 01:07:05,590
+الثاني بيساوي قيمة صفر، هذا معناته أن طول الـ V
+
+567
+01:07:05,590 --> 01:07:06,750
+ناقص الـ W
+
+568
+01:07:15,770 --> 01:07:20,230
+المتجه اللي بيقوله يساوي الصفر مين هو؟ المتجه هو
+
+569
+01:07:20,230 --> 01:07:28,300
+الصفري، يبقى هذا معناه أن المتجه V ناقص W هو الـ
+
+570
+01:07:28,300 --> 01:07:33,140
+zero vector، اللي فوق الـ zero الأولى، الـ scalar هذا
+
+571
+01:07:33,140 --> 01:07:39,480
+الـ zero vector، هذا معناه إيش؟ أن الـ V بده يساوي الـ
+
+572
+01:07:39,480 --> 01:07:44,860
+W، إذا يا بنات لما أضفنا الـ condition الثاني أن U
+
+573
+01:07:44,860 --> 01:07:49,660
+ضد الـ V بده يساوي U ضد الـ W، طلع المتجه V بده يساوي
+
+574
+01:07:49,660 --> 01:07:55,830
+مين؟ المتجه W، لأن هو المطلوب، إلى هنا انتهى الـ
+
+575
+01:07:55,830 --> 01:08:03,630
+section، وإلى يكون أرقام المسائل exercises، اثنا عشر
+
+576
+01:08:03,630 --> 01:08:10,570
+أربعة، المسائل التالية، ثلاثة، خمسة، سبعة، أحد عشر
+
+577
+01:08:10,570 --> 01:08:17,150
+خمسة عشر، سبعة عشر، تسعة عشر، واحد وعشرين
+
+578
+01:08:28,040 --> 01:08:34,380
+تسعة وثلاثين، خمسة وأربعين، ثمانية، اه أربعين
+
+579
+01:08:34,380 --> 01:08:40,620
+علي
+
+580
+01:08:40,620 --> 01:08:46,820
+صوتك شوية ما… فهمت
+
+581
+01:08:46,820 --> 01:08:52,270
+فرع إيه؟ الفرع إيه اللي كرسي في روزك؟ جيت اللي حصلت
+
+582
+01:08:52,270 --> 01:08:57,170
+عليه من إيه هنا، وإنه هي اللي حصلت عليه من إيه
+
+583
+01:08:57,170 --> 01:09:06,190
+هنا، جيت قلت هي تساوي صفر صح؟ الآن رحت كتبت هذا شو
+
+584
+01:09:06,190 --> 01:09:10,950
+معناه، أو أخدت الطول تبعه، يبقى طول المتجه هذا بدي
+
+585
+01:09:10,950 --> 01:09:17,120
+يساوي قداش؟ صفر، اللي بينتج، هذا طول المتجه الأول
+
+586
+01:09:17,120 --> 01:09:21,040
+في طول المتجه الثاني في sin الزاوية بينهم، في اتجاه
+
+587
+01:09:21,040 --> 01:09:26,140
+متجه الوحدة N صح ولا لأ؟ الطول بصير متجه الوحدة
+
+588
+01:09:26,140 --> 01:09:30,780
+بواحد صحيح، بطير بيصير عندك طول الـ U تربيع طول
+
+589
+01:09:30,780 --> 01:09:34,760
+الـ V ناقص الـ W تربيع في sin تربيع θ يساوي صفر
+
+590
+01:09:34,760 --> 01:09:39,040
+تمام، اللي عملناه للـ cross بدنا نروح نعمله للـ dot
+
+591
+01:09:47,700 --> 01:09:54,760
+بناخد الـ U عامل مشترك، بيصير الـ U dot الـ V ناقص الـ
+
+592
+01:09:54,760 --> 01:10:01,840
+W بده يساوي صفر، هذا تعريف الـ dot، طول الأول في طول
+
+593
+01:10:01,840 --> 01:10:07,580
+الثاني في جيب تمام الزاوية بينهم، ربعت الطرفين صار
+
+594
+01:10:07,580 --> 01:10:12,740
+هذا كله بده يساوي صفر، اجمعي واحد واثنين، لو جمعنا
+
+595
+01:10:12,740 --> 01:10:17,300
+واحد واثنين، هذا وهذا، ومشترك، يبقى بضل عند مين؟ sin
+
+596
+01:10:17,300 --> 01:10:22,040
+تربيع زائد cos تربيع، طبعا هي واحد، يبقى صار طول الـ U
+
+597
+01:10:22,040 --> 01:10:27,000
+تربيع طول الـ V ناقص الـ W تربيع، ومتساوي صفر، الـ U
+
+598
+01:10:27,000 --> 01:10:32,000
+مشترك عليه، الشرط اللي ممنوع يساوي صفر في الحالتين
+
+599
+01:10:32,000 --> 01:10:37,190
+ممنوع يساوي صفر، حاصل ضرب عددين يساوي صفر لا يمكن
+
+600
+01:10:37,190 --> 01:10:42,170
+إلا يكون واحد فيهم بصفر، عدد عادي هذا، أقوال،
+
+601
+01:10:42,170 --> 01:10:46,370
+تمام؟ هذا لا يساوي صفر، إذا لمّا التاني هذا بدي
+
+602
+01:10:46,370 --> 01:10:52,470
+يكون بده يساوي صفر، طيب، هذا يمثل مربع طول متجه
+
+603
+01:10:52,940 --> 01:10:56,400
+المربع يساوي صفر، يبقى لو أخذنا الجذر التربيعي على
+
+604
+01:10:56,400 --> 01:11:02,000
+الطرفين، بيصير طول المتجه يساوي صفر، لا يوجد عندي
+
+605
+01:11:02,000 --> 01:11:08,400
+متجه طوله صفر إلا المتجه الصفري، إذا الـ V ناقص W هو
+
+606
+01:11:08,400 --> 01:11:13,000
+المتجه الصفري، لأن الصفر هذا، هذا طول، يبقى هذا
+
+607
+01:11:13,000 --> 01:11:17,880
+الصفر عدّه سكلار، هذا المتجه الصفري، أضيفي W
+
+608
+01:11:17,880 --> 01:11:21,880
+للإثنين، بيصير الـ V بيساوي الـ W
+
+609
+01:11:45,240 --> 01:11:50,520
+هذا إحنا عندنا V يساوي W زي الـ T، وليش؟ لأنه قالت لي
+
+610
+01:11:50,520 --> 01:11:54,980
+هذا بيكون مضاعفات المتجه اللي .. بس صبر عليّ شوية
+
+611
+01:
+
+667
+01:20:15,390 --> 01:20:16,470
+بنفس الطريقة
+
+668
+01:20:38,850 --> 01:20:45,190
+المقارنة هذه بتجيبلي معادلات الخط المستقيم، يبقى
+
+669
+01:20:45,190 --> 01:20:47,890
+بروحي بقولهم من هنا ليه؟
+
+670
+01:21:11,390 --> 01:21:19,610
+يشجّع اليمين X node زائد TV1، Y يساوي Y node زائد
+
+671
+01:21:19,610 --> 01:21:26,610
+TV2، Z يساوي Z node زائد TV3
+
+672
+01:21:31,740 --> 01:21:38,960
+مين XY وزي الدبانات؟ إحداثيات أي نقطة تقع على
+
+673
+01:21:38,960 --> 01:21:45,620
+الخط المستقيم، وين ما تيجي تيجي، من X node و Y
+
+674
+01:21:45,620 --> 01:21:50,540
+node و Z node إحداثيات النقطة المعلومة على الخط
+
+675
+01:21:50,540 --> 01:21:57,980
+المستقيم، T scalar، V1، V2، و V3 المركبات المتجهة
+
+676
+01:21:57,980 --> 01:22:00,920
+الموازية من إلى L
+
+677
+01:22:05,440 --> 01:22:11,060
+يبقى T أكبر من سالب Infinity وأقل من Infinity
+
+678
+01:22:11,060 --> 01:22:16,400
+ده بنقول عليه Scalar، إذا
+
+679
+01:22:16,400 --> 01:22:23,520
+من الآن فصاعدًا، لو أعطيت متجهين موازيين لخط مستقيم و
+
+680
+01:22:23,520 --> 01:22:29,600
+الخط المستقيم يمر بنقطة ما، وطلبنا معادلات
+
+681
+01:22:29,600 --> 01:22:33,680
+البارامترية أو المعادلات الوسيطية
+
+682
+01:22:36,030 --> 01:22:40,950
+بقول الـ X بيكون X naught زائد TV1، والـ Y بيكون Y
+
+683
+01:22:40,950 --> 01:22:47,530
+naught زائد TV2، والـ Z بيكون Z naught زائد TV3
+
+684
+01:22:47,530 --> 01:22:53,830
+تمام؟ طيب، في عندنا كمان نقطة صغيرة، اللي هي حاجة
+
+685
+01:22:53,830 --> 01:22:58,050
+اسمها الـ vector equation، يعني قبل ما أحطها ملاحظة
+
+686
+01:22:58,050 --> 01:23:03,450
+بسيطة هنا، الـ vector equation
+
+687
+01:23:05,260 --> 01:23:14,220
+for the line L as
+
+688
+01:23:14,220 --> 01:23:17,720
+الـ
+
+689
+01:23:17,720 --> 01:23:24,300
+R as a function of T، بدي أساوي R naught زائد
+
+690
+01:23:24,300 --> 01:23:31,240
+T في V، و T أكبر من سالب الـ Infinity وأقل
+
+691
+01:23:31,240 --> 01:23:45,370
+من Infinity, where حيث R of T and R node are the
+
+692
+01:23:45,370 --> 01:23:54,930
+position vectors، متجهات
+
+693
+01:23:54,930 --> 01:24:10,140
+الموضع of the points  Px, y, z and P0,
+
+694
+01:24:10,500 --> 01:24:18,860
+x0, y0, z0 respectively
+
+695
+01:24:18,860 --> 01:24:23,180
+على
+
+696
+01:24:23,180 --> 01:24:26,120
+الترتيب، إيش يعني؟
+
+697
+01:24:32,410 --> 01:24:39,230
+بعد ما جبنا المعادلة البارامترية للخط المستقيم، فيه
+
+698
+01:24:39,230 --> 01:24:43,950
+حاجة اسمها المعادلة الاتجاهية للخط المستقيم
+
+699
+01:24:43,950 --> 01:24:48,030
+المعادلة الاتجاهية للخط المستقيم، اللي بكتبها على
+
+700
+01:24:48,030 --> 01:24:49,310
+صيغة
+
+701
+01:24:58,760 --> 01:25:07,960
+على الشكل، vector، و V هو المتجه الموازي لـ L، و X، Y، و
+
+702
+01:25:07,960 --> 01:25:15,140
+Z هي إحداثيات المتجه عند أي لحظة، كيف يعني؟ قال لي
+
+703
+01:25:15,140 --> 01:25:20,780
+هنا، R of T و R node، هما position vectors، متجهات
+
+704
+01:25:20,780 --> 01:25:26,000
+الموضع عند النقطة الأولى والنقطة الثانية، لو جيت من
+
+705
+01:25:26,000 --> 01:25:26,180
+هنا
+
+706
+01:25:30,170 --> 01:25:38,130
+يبقى مين هذا المتجه يا بنات؟ R of T، رجالي R of T
+
+707
+01:25:38,130 --> 01:25:44,230
+هو الـ position vector للنقطة الأولى، يبقى هذا هو R
+
+708
+01:25:44,230 --> 01:25:50,490
+of T، طب وين الـ R node؟ المتجه الواصل من نقطة الأصل
+
+709
+01:25:50,490 --> 01:25:54,650
+إلى النقطة P node التي تقع على الخط المستقيم
+
+710
+01:26:04,910 --> 01:26:10,390
+طب أطلع R naught في هذا الاتجاه، هدف الاتجاه الثاني
+
+711
+01:26:10,390 --> 01:26:16,310
+هدف الاتجاه المضاعف، يبقى R of T ومحصلة R
+
+712
+01:26:16,310 --> 01:26:24,710
+naught زائد P، P مظبوط، يبقى كأنه إيش صار عندك
+
+713
+01:26:24,710 --> 01:26:29,710
+لاّحقين، احنا هنا بس مجرد كتابة R of T
+
+714
+01:26:40,010 --> 01:26:54,030
+P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+715
+01:26:54,030 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+716
+01:26:54,230 --> 01:26:58,310
+P0P P0P P0P P0P
+
+717
+01:26:58,310 --> 01:27:03,070
+P0P
+
+718
+01:27:03,070 --> 01:27:10,700
+P0، وفي المعادلات البارامترية للخط المستقيم، لما
+
+719
+01:27:10,700 --> 01:27:14,500
+نخش على الأمثلة على هذه النقطة، حد بتحب تسأل أي
+
+720
+01:27:14,500 --> 01:27:20,800
+سؤال قبل أن نبدأ الأمثلة على هذه النقطة، طب نيجي لـ
+
+721
+01:27:20,800 --> 01:27:21,140
+example
+
+722
+01:27:36,680 --> 01:27:41,260
+المثال بيقول، consider the line passing through the
+
+723
+01:27:41,260 --> 01:27:50,480
+point، consider، أعتبر الخط المستقيم
+
+724
+01:27:50,480 --> 01:27:58,280
+passing through the point
+
+725
+01:28:17,740 --> 01:28:25,600
+النقطة P، التي إحداثياتها ثلاثة، واثنين، وسالب ستة
+
+726
+01:29:30,870 --> 01:29:41,010
+التي تربط P node و P، النقطة P node و D، نمرة
+
+727
+01:29:41,010 --> 01:29:44,470
+D، find the point of intersection
+
+728
+01:30:19,830 --> 01:30:26,290
+Solution، نرجع لسؤالنا مرة أخرى، نقرأ السؤال جيدًا، و
+
+729
+01:30:26,290 --> 01:30:30,870
+نرى ما هو المطلوب منه بالضبط، السؤال يقول لي، أعتبر
+
+730
+01:30:30,870 --> 01:30:35,660
+عندك نقطتين P، لا، دو P، إحداثيات الـ vector equation
+
+731
+01:30:35,660 --> 01:30:41,480
+للـ line L، طبعًا الـ vector equation، هي عندنا تعتمد
+
+732
+01:30:41,480 --> 01:30:48,700
+على R naught، وتعتمد على T في الموازي لمن؟ لـ
+
+733
+01:30:48,700 --> 01:30:56,220
+الـ vector الموازي للـ line L، المطلوب الثاني، إحداثيات
+
+734
+01:30:56,220 --> 01:31:00,440
+المعادلة البارامترية للـ line L، هي المعادلات
+
+735
+01:31:00,440 --> 01:31:04,390
+اللي فوق، المطلوب التالي، يتعلق بـ line segment بس،
+
+736
+01:31:04,390 --> 01:31:07,490
+ما بديش الخط أبدًا، اللي هو الفترة اللي عندنا هذه،
+
+737
+01:31:07,490 --> 01:31:10,290
+ما بدي الـ parametric equation، المطلوب الرابع، ما بدي
+
+738
+01:31:10,290 --> 01:31:14,590
+إحداثيات نقطة تقاطع الـ line اللي عندك مع الـ plane اللي
+
+739
+01:31:14,590 --> 01:31:19,910
+موجود، بقول، بسيطة، نبدا بالمطلوب الأول، أنا مش
+
+740
+01:31:19,910 --> 01:31:24,890
+هأجيب المعادلة الاتجاهية، ما بدي متجه موازي للـ line
+
+741
+01:31:24,890 --> 01:31:30,610
+V هذا، ما بدي موازي للـ line L، مظبوط؟ بقول، بسيطة
+
+742
+01:31:30,610 --> 01:31:37,750
+يبقى بده يجيب، لو جيت أخدت P naught، P، الـ vector اللي
+
+743
+01:31:37,750 --> 01:31:43,650
+عندنا، يبقى هذا بده يساوي، طلع يا بنات، ها، ثلاثة ناقص
+
+744
+01:31:43,650 --> 01:31:49,050
+ثلاثة في اتجاه I، زائد اثنين ناقص واحد في اتجاه
+
+745
+01:31:49,050 --> 01:31:56,910
+J، زائد سالب ستة زائد واحد في اتجاه K، يبقى بده
+
+746
+01:31:56,910 --> 01:32:05,290
+يساوي، طار مع السلامة، صار J، خمسة K، طيب
+
+747
+01:32:05,290 --> 01:32:11,730
+سؤال، هذا المتجه ينطبق على الـ line تمامًا، في
+
+748
+01:32:11,730 --> 01:32:17,390
+الفرار، الانطباق أو التوازي، التوازي، أو the same، مظبوط
+
+749
+01:32:17,390 --> 01:32:19,690
+يبقى هذا المتجه
+
+750
+01:32:30,040 --> 01:32:38,080
+أيه؟ تمام، تمام، يبقى صار فيه معروف، من مين عندي؟
+
+751
+01:32:38,080 --> 01:32:43,580
+R naught، R naught، أنا مسماه هو متجه الموضع من نقطة
+
+752
+01:32:43,580 --> 01:32:48,260
+الأصل، مين؟ إلى إحداثيات النقطة، وين النقطة؟
+
+753
+01:32:56,500 --> 01:33:02,700
+يبقى باجي بقوله، R naught as a vector، بده يساوي
+
+754
+01:33:02,700 --> 01:33:09,940
+اللي هو ثلاثة في اتجاه I، زائد 2J ناقص 6K، يبقى صار الـ
+
+755
+01:33:09,940 --> 01:33:16,540
+vector equation، الـ vector equation اللي هي R of T
+
+756
+01:33:16,540 --> 01:33:20,720
+بده يساوي R naught، اللي هي ثلاثة I
+
+757
+01:33:33,400 --> 01:33:44,060
++2J-5K، أو بحطه بصيغة أخرى، وبقول ثلاثة I ما فيش غيرها
+
+758
+01:33:44,060 --> 01:33:49,160
+J، و+TJ، يبقى لو أخدت J عامل مشترك
+
+759
+01:33:56,210 --> 01:34:05,870
+أخذه برا، وظلّ واحد زائد 5T كله في اتجاه K، يبقى هذا
+
+760
+01:34:05,870 --> 01:34:09,190
+الـ vector equation، اللي أنا جاوبت المطلوب الأول
+
+761
+01:34:09,190 --> 01:34:16,010
+بنتقل للمطلوب الثاني، نمرة بيه، نمرة بيه، قال لي بدك
+
+762
+01:34:16,010 --> 01:34:19,270
+تجيب لي الـ parametric equations للـ line اللي عندك
+
+763
+01:34:19,270 --> 01:34:20,710
+فقوله
+
+764
+01:34:29,600 --> 01:34:44,160
+Line and R، أظن
+
+765
+01:34:44,160 --> 01:34:48,900
+هذه اللي قدامنا، يبقى ما قنعش اللي أنا عوضت فيه، يبقى
+
+766
+01:34:48,900 --> 01:34:54,660
+هذا الـ X بدها تساوي X naught، اللي هو إحداثي الأول لـ
+
+767
+01:34:54,660 --> 01:35:02,600
+P naught، يبقى ثلاثة، أيوة، المتجه الموازي، هو T0P، في
+
+768
+01:35:02,600 --> 01:35:07,780
+اتجاه I، يبقى في صفر، يبقى V1 بـ صفر، طارت كتير من
+
+769
+01:35:07,780 --> 01:35:16,140
+الأول، الـ Y بده يساوي Y0، هي بواحد، زائد ما كنتش عندي هنا
+
+770
+01:35:16,140 --> 01:35:23,160
+واحد في T، جه، T، المعامل تبع J هو بواحد، اللي
+
+771
+01:35:23,160 --> 01:35:30,070
+بعده، يساوي مركبنا هنا Z node، اللي هو سالب واحد، هنا
+
+772
+01:35:30,070 --> 01:35:36,510
+سالب خمسة T، بالشكل اللي لدينا هذا، وبروح فأقول T
+
+773
+01:35:36,510 --> 01:35:43,710
+ماعليهاش قيود، أكبر من سالب infinity وأقل منين؟ من
+
+774
+01:35:43,710 --> 01:35:47,910
+الـ infinity، وبالتالي انتهيت من المطلوب التالي
+
+775
+01:35:48,550 --> 01:35:53,050
+مطلوب الثالث، قال بدي كل الـ line كله، بدي بس الجزء
+
+776
+01:35:53,050 --> 01:35:56,930
+من عند الـ P node لغاية الـ P، يعني بدي المعادلة الـ
+
+777
+01:35:56,930 --> 01:36:02,370
+بارامترية للقطعة المستقيمة، بقول، والله كويس،
+
+778
+01:36:02,370 --> 01:36:10,200
+استنى شوية، بدي أحدد وين أنا عندي P node، وعندي P، بدي
+
+779
+01:36:10,200 --> 01:36:14,860
+أشوف من خلال المعادلات اللي عندي، وقت إيش بحصل على
+
+780
+01:36:14,860 --> 01:36:19,500
+P node، ووقت إيش بحصل على P، باجي بقول، لو كان الـ T
+
+781
+01:36:19,500 --> 01:36:26,780
+بصفر، إيش بضل هنا؟ ثلاثة، واحد، سالب واحد، أخدت P node
+
+782
+01:36:26,780 --> 01:36:30,220
+مظبوط، يبقى باجي بقول هنا
+
+783
+01:36:39,190 --> 01:36:44,810
+بتبقى من X naught، وY naught، وZ naught، بدها تساويه ثلاثة
+
+784
+01:36:44,810 --> 01:36:50,770
+وواحد وسالب واحد، اللي موجود عندك، تمام، طب بتجي
+
+785
+01:36:50,770 --> 01:36:56,430
+النقطة الثانية، لو حطيتي واحد مثلًا، لبنان، يبقى بيضل
+
+786
+01:36:56,430 --> 01:37:05,190
+هذه ثلاثة، زي ما هي، وهذه اثنين، وهذه سالب ستة، الثانية
+
+787
+01:37:05,190 --> 01:37:09,150
+مظبوط، يبقى أنا بدور على الرقم لأن لو عوضت في المعادلات
+
+788
+01:37:09,150 --> 01:37:15,390
+يعطينا النقطة المطلوبة، كويس، يبقى لو كان الـ T تساوي
+
+789
+01:37:15,390 --> 01:37:22,750
+واحد، يبقى then، الـ X، والـ Y، والـ Z يعطينا ثلاثة، و
+
+790
+01:37:22,750 --> 01:37:29,710
+اثنين، وسالب ستة، هذه النقطة P، وهذه النقطة P0، يبقى
+
+791
+01:37:29,710 --> 01:37:33,510
+بتصير المعادلات كالتالي، يبقى هنا
+
+792
+01:37:45,960 --> 01:37:52,780
+القطعة المستقيمة، P، لا نضع عليها سهم، سهم ثاني، vector
+
+793
+01:37:52,780 --> 01:37:57,700
+يا بتخليها زي ما هي، يا بتحط فوق خط عليها بدون سهم،
+
+794
+01:37:57,700 --> 01:38:03,860
+القطعة المستقيمة، يبقى في هذه الحالة، بدها تصير، X
+
+795
+01:38:03,860 --> 01:38:11,820
+تساوي ثلاثة، و Y تساوي واحد زائد T، Z تساوي سالب واحد
+
+796
+01:38:11,820 --> 01:38:17,420
+سالب خمسة T، بس بروح أعطي الـ condition اللي أنا
+
+797
+01:38:17,420 --> 01:38:24,420
+حصلت عليه، T أكبر من أو تساوي صفر، وأقل من أو تساوي
+
+798
+01:38:24,420 --> 01:38:29,620
+الواحد، شايفين إيش؟ أفرجت هذه عن هذه المعادلة، نفس
+
+799
+01:38:29,620 --> 01:38:33,340
+الخلاصة، سوياً، في الـ condition هذه، المعادلة الـ
+
+800
+01:38:33,340 --> 01:38:36,100
+بارامترية للخط المستقيم، هذه المعادلة الـ
+
+801
+01:38:36,100 --> 01:38:40,720
+بارامترية للقطعة المستقيمة، ده، لأن المطلوب الرابع
+
+802
+01:38:40,720 --> 01:38:44,040
+اللي هو إحداثيات نقطة تقاطع
+
+803
+01:38:47,930 --> 01:38:56,790
+مع المستوى XZ، إحداثيات معادلة المستوى XZ، Y تساوي صفر
+
+804
+01:38:56,790 --> 01:39:02,510
+إذا بدي أجي على Y، وأحطها تساوي صفر، تمام، يبقى
+
+805
+01:39:23,190 --> 01:39:34,470
+Y تساوي صفر، هذا يتطلب أن يكون Y تساوي صفر، تساوي
+
+806
+01:39:34,470 --> 01:39:40,570
+واحد زائد T، يبقى T كم تساوي؟ سالب واحد
+
+807
+01:39:44,140 --> 01:39:49,460
+بـ سالب واحد في إحداثيات النقطة اللي عندنا هذه، يبقى
+
+808
+01:39:49,460 --> 01:39:56,560
+شبه الصين، X يساوي ثلاثة، و Y تساوي، كده؟ صفر، ما هي
+
+809
+01:39:56,560 --> 01:40:02,940
+جازة هذا، بدها تساوي صفر، و Z تساوي سالب واحد
+
+810
+01:40:05,300 --> 01:40:12,260
+ناقص واحد، قد يساوي أربعة، وبالتالي، point of
+
+811
+01:40:12,260 --> 01:40:27,380
+intersection of the line L with the plane XZ
+
+812
+01:40:27,380 --> 01:40:32,900
+plane as X أو Y
+
+813
+01:40:41,840 --> 01:40:47,860
+يبقى الـ X يساوي ثلاثة، وصفر، أو أربعة، لحد هنا
+
+814
+01:40:47,860 --> 01:40:54,860
+انتهى حل هذا المثال، وبانتهاء حل هذا المثال، تنتهي
+
+815
+01:40:54,860 --> 01:40:58,760
+محاضرة اليوم، وبقيت الأربعة اللي تبقى، اللي ما لك
+
+816
+01:40:58,760 --> 01:41:06,000
+شغلها للمحاضرة القادمة، وربما تشغل كل المحاضرة
+
+817
+01:41:06,000 --> 01:41:08,520
+القادمة، المظلة، الأهمية
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI_postprocess.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..df2d8b0883d43a84ee209bb82c6f044397ea4b89
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI_postprocess.srt
@@ -0,0 +1,3268 @@
+1
+00:00:00,000 --> 00:00:02,700
+موسيقى
+
+2
+00:00:08,660 --> 00:00:12,420
+أحنا المرة الماضية بدأنا بال cross product و
+
+3
+00:00:12,420 --> 00:00:15,300
+أعطينا ال definition تبع ال cross product ثم
+
+4
+00:00:15,300 --> 00:00:20,480
+أعطينا على ذلك مثالين بنذكر تذكير فقط بالتعريف تبع
+
+5
+00:00:20,480 --> 00:00:25,160
+ال cross product لإنه لازمنا بعد قليل ثم نذهب إلى
+
+6
+00:00:25,160 --> 00:00:28,560
+خواص ال cross product المرة اللي فيها دي كلها لو
+
+7
+00:00:28,560 --> 00:00:34,100
+عدنا two vectors U and ال V عرفنا ال U cross ال V
+
+8
+00:00:34,100 --> 00:00:34,640
+بالطريقة
+
+9
+00:00:51,120 --> 00:00:55,120
+هذا هو الـ definition الأول والـ definition التاني
+
+10
+00:00:55,120 --> 00:01:01,840
+هو أن هذا الكلام بده يساوي ال I والJ والK مركبات
+
+11
+00:01:01,840 --> 00:01:04,320
+ال U1 والU2 والU3
+
+12
+00:01:06,810 --> 00:01:13,410
+هو ال V3 يبقى هو خارج فك المحدد الثلاثي اللي
+
+13
+00:01:13,410 --> 00:01:17,430
+قدامنا هذا هو تعريف مهين ل cross product هذا ما
+
+14
+00:01:17,430 --> 00:01:22,670
+ذكرناه في المحاضرة الماضية وأخذنا على ذلك مثالين
+
+15
+00:01:22,670 --> 00:01:25,950
+الآن بدنا نعطي خواص ل cross product
+
+16
+00:01:41,200 --> 00:01:46,040
+يوجد عدة خواص ما يقارب من عشرة خواص على هذا
+
+17
+00:01:46,040 --> 00:01:51,860
+الموضوع بدنا نبدأ بمفهوم كل خاصية من هذه الخاصية
+
+18
+00:01:51,860 --> 00:01:59,740
+ده باجي بقول لو كان ال U و ال V و ال W are any
+
+19
+00:01:59,740 --> 00:02:07,100
+vectors are any vectors and
+
+20
+00:02:08,970 --> 00:02:19,270
+الـ R و الـ S هما أسكلفون ثم .. ده دي اللي هو
+
+21
+00:02:19,270 --> 00:02:27,470
+النقطة الأولى النقطة الأولى لو قلت أن R في الـ U
+
+22
+00:02:27,470 --> 00:02:33,770
+across الـ S في الـ V هذا الكلام بده يساوي
+
+23
+00:02:38,670 --> 00:02:42,970
+يبقى الـ scalar بيقول اللي مش عارفونا برا فبصير
+
+24
+00:02:42,970 --> 00:02:48,510
+عندي R في S مضروبات بعض برا وفضل عندي ال cross
+
+25
+00:02:48,510 --> 00:02:56,780
+product ما بين ال vectors U وVيعني كأنه حصل ضرب
+
+26
+00:02:56,780 --> 00:03:00,600
+scalar فيه vector cross product ماحصل ضرب scalar
+
+27
+00:03:00,600 --> 00:03:04,380
+فيه vector بقول ال scholars خليكوا برا انتوا و
+
+28
+00:03:04,380 --> 00:03:08,520
+بضرب من ال vectors في بعض و بعدين بضرب فيهم ال
+
+29
+00:03:08,520 --> 00:03:13,780
+scholars اللي عندنا بنتيجة للنقطة الثانية لو روحت
+
+30
+00:03:13,780 --> 00:03:20,600
+قلت you across ال v's edw يبقى هذا اللي هو ال
+
+31
+00:03:20,600 --> 00:03:24,280
+distributive law قانون التوزيع
+
+32
+00:03:29,960 --> 00:03:39,720
+U cross W ترتيب ضروري جدا يبقى اقول U cross V زائد
+
+33
+00:03:39,720 --> 00:03:45,300
+U cross W يبقى هذا التوزيع من جهة الشمال ممكن يكون
+
+34
+00:03:45,300 --> 00:03:52,620
+توزيع من جهة اليمين مثال وذلك لو جيت وقل مثلا V
+
+35
+00:03:52,620 --> 00:03:54,620
+زائد W
+
+36
+00:04:13,270 --> 00:04:18,710
+القانون التوزيع الأيمن أو القانون التوزيع الأيسر
+
+37
+00:04:19,860 --> 00:04:26,820
+بعد ذلك نمرة أربع لو قلت لك V cross ال U هل هذا
+
+38
+00:04:26,820 --> 00:04:33,760
+يساوي U cross ال V أم لا؟ سالب، مش صحيح، مش صحيح
+
+39
+00:04:33,760 --> 00:04:38,640
+ليه؟ لكن الصحيح أنه يساوي بمقدار سالب، السبب في
+
+40
+00:04:38,640 --> 00:04:43,140
+ذلكهذا تعريف لـ cross product فلمّا مداجي أقول له
+
+41
+00:04:43,140 --> 00:04:47,280
+V cross اليوم لاتبقى طالع الصف هذا مكان الصف أنا و
+
+42
+00:04:47,280 --> 00:04:52,020
+الصف هذا مكانها أخدنا خاصية من خاصة المحددات أنه
+
+43
+00:04:52,020 --> 00:04:56,940
+لو بدلت صف مكان صف أو عمود مكان عملت بيبقى قيمة
+
+44
+00:04:56,940 --> 00:05:02,680
+المحدد كما هي بس بإشارة مخالفة وهذا اللي حصل عندنا
+
+45
+00:05:02,680 --> 00:05:08,710
+يبقى U cross ال V يسوي سالب Vcross ال U و هكذا
+
+46
+00:05:08,710 --> 00:05:13,950
+يعني معنى هذا الكلام أن عملية الضرب الاتجاهي
+
+47
+00:05:13,950 --> 00:05:20,970
+للمتجهات is not commutative ليست إبدالية لكن الضغط
+
+48
+00:05:20,970 --> 00:05:25,670
+commutative كانت إبدالية يبقى هالي معناها بينجو
+
+49
+00:05:25,670 --> 00:05:28,970
+سيم بقول not commutative
+
+50
+00:05:33,080 --> 00:05:38,060
+ليست ابدالي طيب هذه الخاصية رائعة روحنا الخاصية
+
+51
+00:05:38,060 --> 00:05:42,820
+الخامسة الخاصية الخامسة بيقول لي ان
+
+52
+00:05:49,920 --> 00:05:56,020
+و Victor ممتاز جدا هذا بده يخليني أتساءل تساؤل
+
+53
+00:05:56,020 --> 00:06:02,100
+يعني طبيعي أني أسأله لما أقول المتجه لو ضربت في
+
+54
+00:06:02,100 --> 00:06:07,240
+نفسه أو في متجه موازي الهو كروس بتبقى الزاوية
+
+55
+00:06:07,240 --> 00:06:08,240
+بينهم كده؟
+
+56
+00:06:20,030 --> 00:06:25,690
+معنى هذا الكلام أن الـ zero will you are parallel
+
+57
+00:06:25,690 --> 00:06:32,130
+vectors يبقى من الآن فساعدني الـ zero عبارة عن
+
+58
+00:06:32,130 --> 00:06:37,100
+vector parallel to any other vectorيبقى هذا معناه
+
+59
+00:06:37,100 --> 00:06:46,120
+إيش؟ فهذا معناه إن الـ zero vector is parallel to
+
+60
+00:06:46,120 --> 00:06:54,580
+any vector طيب لو رجعنا بالذاكرة إلى الوراق لل dot
+
+61
+00:06:54,580 --> 00:06:59,460
+productأثبتنا كمان أن الـ dot أن الـ zero هو الـ
+
+62
+00:06:59,460 --> 00:07:03,340
+dot أن أي vector بدي أعطينا مين الـ zero وبالتالي
+
+63
+00:07:03,340 --> 00:07:08,760
+قلنا أن الـ zero is orthogonal to أي vector إذا
+
+64
+00:07:08,760 --> 00:07:14,180
+الـ zero هو ال vector الوحيدالذي يكون عمودي على أي
+
+65
+00:07:14,180 --> 00:07:18,640
+vector وفي نفس الوقت parallel to any vector يعني
+
+66
+00:07:18,640 --> 00:07:21,440
+بالنسبة لل vector الواحد ال zero بقدر اقول
+
+67
+00:07:21,440 --> 00:07:25,500
+orthogonal لهذا ال vector وفي نفس الوقت parallel
+
+68
+00:07:25,500 --> 00:07:29,680
+لهذا ال vector لأن ال zero vector الطول تبعه يسوى
+
+69
+00:07:29,680 --> 00:07:34,340
+الصفر وممكن تاخده في أي اتجاه بدكي على كذا زي ما
+
+70
+00:07:34,340 --> 00:07:39,140
+بدكي تمام؟ يبقى هذه الخاصية رقم خمسة نجد الخاصية
+
+71
+00:07:39,140 --> 00:07:48,780
+رقم ستةلو قلت لك I cross الـ J هدول two vector بدي
+
+72
+00:07:48,780 --> 00:07:54,680
+أجيب ال cross فيما بينهما، شو بدي يعطيني؟ متجه
+
+73
+00:07:54,680 --> 00:07:58,240
+عمودي على الاتنين، مين المتجه عمودي؟ اللي هو K،
+
+74
+00:07:58,240 --> 00:08:05,000
+يبقى بدي يعطيني K، أليس هذا هو سالب J cross ال I؟
+
+75
+00:08:05,000 --> 00:08:10,120
+يبقى هذا بدي يعطيك كمان، بدي يعطيك K، هكتب لك باقي
+
+76
+00:08:10,120 --> 00:08:14,630
+ال vector، بس إلي خاطرأو خلّيني أخبرك كم هو
+
+77
+00:08:14,630 --> 00:08:19,650
+النتيجة بدون تفكير، كيف؟ يجب أن أقول إن جاءت وخيلت
+
+78
+00:08:19,650 --> 00:08:25,770
+دائرة بهذا الشكل، ودائرة هذه أخذت هنا الـ vector
+
+79
+00:08:25,770 --> 00:08:30,630
+I، هنا ال vector J، هنا ال vector K
+
+80
+00:08:36,710 --> 00:08:40,550
+ماذا سيكون النتيجة اي كروس الجي اوتوماتيك بتعطيك
+
+81
+00:08:40,550 --> 00:08:46,750
+كمين؟ K طيب لو جي تقولش لك هنا جي كروس الكيك
+
+82
+00:08:46,750 --> 00:08:55,090
+بتعطيني السالب كيكروس الجي بتعطيني الاي طيب لو جي
+
+83
+00:08:55,090 --> 00:09:02,050
+تقولش لك هنا كيكروس الاي مين بتعطينا؟ بتعطينا
+
+84
+00:09:02,050 --> 00:09:03,630
+الناقص اي
+
+85
+00:09:07,370 --> 00:09:12,750
+طلعلي اتجاه الدوري اتجاه الدوري واحد I cross ال J
+
+86
+00:09:12,750 --> 00:09:17,470
+بتعطيني K J cross ال K بتعطيني I K cross ال I
+
+87
+00:09:17,470 --> 00:09:25,530
+بتعطيني مين بتعطيني J and لو جهزك I cross ال I
+
+88
+00:09:25,530 --> 00:09:33,550
+Zero طيب أليست هي J cross ال J أليست هي K cross ال
+
+89
+00:09:33,550 --> 00:09:38,990
+K أليست هي ZeroScalar ولا vector يبقى الـ Zero
+
+90
+00:09:38,990 --> 00:09:42,850
+vector هذا Zero scalar بعمله على شكل دائرة صغيرة
+
+91
+00:09:42,850 --> 00:09:47,170
+بس هذا بعمله elongation استقالة يعني قريب من شكل
+
+92
+00:09:47,170 --> 00:09:52,710
+ال ellipse يبقى هذا ال cross في ما بينهما طيب
+
+93
+00:09:52,710 --> 00:09:59,310
+خاصية السبعة لو جيت بُت ل Q cross ال V cross ال W
+
+94
+00:09:59,310 --> 00:10:04,150
+هل هذا الكلام بده يساوي
+
+95
+00:10:07,720 --> 00:10:17,620
+و هل هذول اتنين بيصووا بعض الإجابة لا يبقى هذا ليس
+
+96
+00:10:17,620 --> 00:10:23,480
+صحيحا يبقى هذول المتجه الأول لا يساوي المتجه
+
+97
+00:10:23,480 --> 00:10:30,150
+الثاني يعني عملية ضرب المتجهات اتجاهياis not
+
+98
+00:10:30,150 --> 00:10:37,170
+associative ليست تجميعية أو ليست إدماجية معقول هذا
+
+99
+00:10:37,170 --> 00:10:45,090
+الكلام أثبتلك هذا الكلام for example كمثال على ذلك
+
+100
+00:10:45,090 --> 00:10:54,850
+لو جيت قولتلك I across ال J across ال J على سبيل
+
+101
+00:10:54,850 --> 00:10:59,750
+المثال بدي أشوف كده إيش تساوييبقى هذي I cross
+
+102
+00:10:59,750 --> 00:11:06,290
+الجيه كده شباب الات K يبقى K cross الجيه K cross
+
+103
+00:11:06,290 --> 00:11:15,970
+الجيه تعطي كده سالب I يبقى هذه سالب I فات ولكن ال
+
+104
+00:11:15,970 --> 00:11:22,060
+I cross الجيه cross الجيهلازم يبدأ المخطط ضرب هذا
+
+105
+00:11:22,060 --> 00:11:26,460
+يدخل ضرب هذا للتامة هذول مع بعض يبقى j cross الجيب
+
+106
+00:11:26,460 --> 00:11:32,320
+قداش if I cross ال zero اللي هو قداش ال zero هل ال
+
+107
+00:11:32,320 --> 00:11:39,800
+zero يسوي ناقص I طبعا لأ إذا من الأن فصاعدا عملية
+
+108
+00:11:39,800 --> 00:11:46,190
+cross product is not associatedعملية زي التجميعية
+
+109
+00:11:46,190 --> 00:11:52,770
+أو ليست إدماجية يبقى هذا باختصار بنقول العملية هذه
+
+110
+00:11:52,770 --> 00:11:59,810
+not associative يبقى
+
+111
+00:11:59,810 --> 00:12:05,770
+ليست تجميعية ندل الخاصية التامة يبقى الخاصية
+
+112
+00:12:05,770 --> 00:12:13,270
+التامة لو بدي أجيب طول ال U cross ال Bالمتجه هذا
+
+113
+00:12:13,270 --> 00:12:18,910
+بدي أعرف قد إيش طوله يبقى هذا الكلام بده يساوي طول
+
+114
+00:12:18,910 --> 00:12:26,750
+ال U في طول ال V في sine الزاوية ثيتا في طول متجه
+
+115
+00:12:26,750 --> 00:12:34,210
+الوحدة Nطيب طول متجه الوحدة N كده شو ساوي واحد
+
+116
+00:12:34,210 --> 00:12:39,590
+صحيح إذا هذا الكلام بدي أعطيله طول ال U في طول ال
+
+117
+00:12:39,590 --> 00:12:46,170
+V في صيني الزاوية θية طيب stop شوية تعني اتفهم
+
+118
+00:12:46,170 --> 00:12:50,650
+هندسيا كده هذا المقتار بدي أساوي من الناحية
+
+119
+00:12:50,650 --> 00:12:57,770
+الهندسية فلو جهت تخيل أن عند هنا هذا المتجه U و
+
+120
+00:12:57,770 --> 00:13:05,370
+هذا المتجه V كان بالشكلإتنين حصروا بينهم زاوية
+
+121
+00:13:05,370 --> 00:13:11,290
+مقدارها ثيتا تمام؟
+
+122
+00:13:11,290 --> 00:13:18,830
+طيب، بتاجي أشوف لو روحت كملت متوازل أضلاع اللي
+
+123
+00:13:18,830 --> 00:13:23,250
+الحرفين تبعته أو الضلاين بتاعته اللي مرسمات يبقى
+
+124
+00:13:23,250 --> 00:13:26,770
+حاجة أرسم من هنا موازي للمتجهيون
+
+125
+00:13:34,050 --> 00:13:39,830
+يبقى صار عندنا متوازي أضلاء، كداش يا بنات مساحة
+
+126
+00:13:39,830 --> 00:13:45,970
+متوازل أضلاء، تبع الإبتدائي، معلومة إبتدائي، مساحة
+
+127
+00:13:45,970 --> 00:13:53,150
+متوازل أضلاء، طول الارتفاع،
+
+128
+00:13:53,150 --> 00:13:56,470
+اقادة في الارتفاع، اقادة في الارتفاع، اقادة في
+
+129
+00:13:56,470 --> 00:13:56,870
+اقادة في الارتفاع، اقادة في الارتفاع، اقادة في
+
+130
+00:13:56,870 --> 00:13:57,210
+الارتفاع، اقادة في الارتفاع، اقادة في الارتفاع،
+
+131
+00:13:57,210 --> 00:13:58,150
+اقادة في الارتفاع، اقادة في الارتفاع، اقادة في
+
+132
+00:13:58,150 --> 00:14:06,800
+الارتفاع، اقادةبعدين بنزل من هنا عمود على متوازن
+
+133
+00:14:06,800 --> 00:14:12,980
+أضلاع طيب نتكلم بلغة حساب المثلثات أنا عندى الآن
+
+134
+00:14:12,980 --> 00:14:18,800
+مثلث قائم الزاوية الدلع الأزرق هذا قداش يسوي بدلال
+
+135
+00:14:18,800 --> 00:14:25,900
+الطول ال V والزاوية θ كساين
+
+136
+00:14:25,900 --> 00:14:27,960
+ولا ساين مقابل هذا
+
+137
+00:14:33,460 --> 00:14:39,560
+السؤال اليكم المتجه يو الطول تبعه مش هو عبارة عن
+
+138
+00:14:39,560 --> 00:14:44,680
+طول القاعدة تبعت متوازن أضلاع والخط الأزرق العمودي
+
+139
+00:14:44,680 --> 00:14:48,740
+اللي لقاله راسه منازل عليه أليس هو ارتفاع متوازن
+
+140
+00:14:48,740 --> 00:14:55,100
+أضلاع إذا طول ال V في الصين الزاوية تتفي طول ال U
+
+141
+00:14:55,100 --> 00:15:03,250
+مش هو هذا يبقى معناه هذا الكلام أن المقدارتبع طول
+
+142
+00:15:03,250 --> 00:15:09,830
+المتجه الـ U cross الـ V عملياً هو عبارة عن مساحة
+
+143
+00:15:09,830 --> 00:15:15,290
+متوازف أطلاع الصحيحة اللي أطلعوا او الـ two sides
+
+144
+00:15:15,290 --> 00:15:20,990
+تبعته ال vectors U و V يبقى هذا الكلام بده يساوي
+
+145
+00:15:20,990 --> 00:15:27,710
+the area of the parallel
+
+146
+00:15:30,830 --> 00:15:40,970
+Parallelogram يعني متوازن أطلاع determined والمحدد
+
+147
+00:15:40,970 --> 00:15:56,430
+by the by the vectors U and Lيبقى عملياً هذا معناه
+
+148
+00:15:56,430 --> 00:16:02,890
+مساحة متوازن أطباع اللي ضلعيه المتجاورين اللي هم
+
+149
+00:16:02,890 --> 00:16:09,830
+ال vector u و ال vector v طيب نهج الآن لكتابة ال
+
+150
+00:16:09,830 --> 00:16:18,830
+cross productive ثلاثي بطريقة جديدة يعني
+
+151
+00:16:18,830 --> 00:16:22,270
+بدي أحاول أرغب الآن ما بين ال cross productive
+
+152
+00:16:26,950 --> 00:16:32,410
+يبقى بداخله خاصية رقم تسعة، خاصية رقم تسعة بتقول
+
+153
+00:16:32,410 --> 00:16:33,370
+ما ياتي
+
+154
+00:17:16,720 --> 00:17:23,660
+يبقى هذه وسيلة كيف احسب الضرب الثلاثي باستخدام
+
+155
+00:17:23,660 --> 00:17:30,710
+الضرب القياسيطيب سؤال انت قال هنا dot و dot هذا
+
+156
+00:17:30,710 --> 00:17:34,930
+حاصل ضرب اتجاهي بطلعليه متجه ولا بطلعليه كمية
+
+157
+00:17:34,930 --> 00:17:41,930
+قياسية؟ حاصل ضرب اتجاه بطلعليه متجه هذا متجه ولا
+
+158
+00:17:41,930 --> 00:17:48,110
+لا؟ متجه لأن هذا رقم مضروب في متجه وهذا رقم مضروب
+
+159
+00:17:48,110 --> 00:17:52,390
+في متجه هو طرح الاتنين من بعض يبقى طرح two vectors
+
+160
+00:17:52,390 --> 00:17:54,770
+بيعطينا مام vector جديد
+
+161
+00:18:00,560 --> 00:18:05,700
+اللي لو بده اروح احسبه بوسطة المحددات هيطلع روحي
+
+162
+00:18:05,700 --> 00:18:10,520
+اللي بده احسب حصل ضرب اول متجهين واروح افكر محدد
+
+163
+00:18:10,520 --> 00:18:14,760
+بده يطلع ليه متجه جديد اجيب المحدد للمتجه الجديد
+
+164
+00:18:14,760 --> 00:18:18,300
+مع المتجه اللي ضع عليه الصفر ولا جدر لكن لما اجيب
+
+165
+00:18:18,300 --> 00:18:22,900
+ال dot product مباشر ما بين ال U و ال W و اضربه في
+
+166
+00:18:22,900 --> 00:18:27,220
+V و ال dot هنا و اضربه فيه و اطرح التين مع بعضأسهل
+
+167
+00:18:27,220 --> 00:18:33,620
+يقصير احتمال الخطأ أقل كثيرا من حاصل الضرب الاتجاه
+
+168
+00:18:33,620 --> 00:18:40,280
+تمام طيب ضايلة خاصية و الخاصية هذه very important
+
+169
+00:18:40,280 --> 00:18:50,680
+كذلك مهمة خاصية رقم عشرة بيقول the volume of
+
+170
+00:18:50,680 --> 00:18:55,860
+the parallel قاعد
+
+171
+00:19:00,500 --> 00:19:08,040
+provide determined determined
+
+172
+00:19:08,040 --> 00:19:17,000
+by والمحدد بال vectors U
+
+173
+00:19:17,000 --> 00:19:22,220
+وV وW S
+
+174
+00:19:50,670 --> 00:19:52,410
+مرة اتنى
+
+175
+00:20:17,970 --> 00:20:22,290
+بقول the volume of the parallel pipe، حجم متوازي
+
+176
+00:20:22,290 --> 00:20:26,490
+الصطوح، متوازي الصطوح يا بنات هو عبارة عن متوازي
+
+177
+00:20:26,490 --> 00:20:32,330
+مستطيلات، بس جميع أوجهه متوازيات الأطلاع وليست
+
+178
+00:20:32,330 --> 00:20:36,650
+مستطيلات، يعني لو تخيلنا أن الغرفة اللي عندناها دي
+
+179
+00:20:36,650 --> 00:20:40,170
+ضابطة عليها من الناحية التانية، يبقى القاعدة من
+
+180
+00:20:40,170 --> 00:20:44,520
+هنا وخاسير من الوين، من الناحية التانيةمتوازي
+
+181
+00:20:44,520 --> 00:20:46,860
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+182
+00:20:46,860 --> 00:20:48,600
+متوازي أطباع متوازي أطباع متوازي أطباع متوازي
+
+183
+00:20:48,600 --> 00:20:49,160
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+184
+00:20:49,160 --> 00:20:52,220
+متوازي أطباع متوازي أطباع متوازي أطباع متوازي
+
+185
+00:20:52,220 --> 00:20:54,720
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+186
+00:20:54,720 --> 00:20:59,140
+متوازي أطباع متوازي أطباع متوازي أطباع متوازي
+
+187
+00:20:59,140 --> 00:20:59,240
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+188
+00:20:59,240 --> 00:21:05,540
+متوازي أطباع متوازي أطباع متوازي أطب
+
+189
+00:21:11,720 --> 00:21:16,400
+بحط مراكبات المتجه الأول مراكبات المتجه الثاني
+
+190
+00:21:16,400 --> 00:21:22,280
+مراكبات المتجه التالت و بفك المحدد بطلع لقداش قيمة
+
+191
+00:21:22,280 --> 00:21:27,800
+حجم متوازس و طوح و كذا لقداش فك المحدد السؤال هو
+
+192
+00:21:27,800 --> 00:21:35,120
+هل هناك شكل آخر لهذه آه نعم بدل الشكل شكلين كيف
+
+193
+00:21:35,120 --> 00:21:36,240
+يساوي
+
+194
+00:21:42,430 --> 00:21:48,150
+يبقى اخر واحد مين يبقى
+
+195
+00:21:48,150 --> 00:21:52,950
+double u dot يبقى ده هيخش جوا بصير ال u cross ال v
+
+196
+00:21:52,950 --> 00:21:57,790
+لو حسبت هذا عدديا كدهش بلاقي الكلام اللي قدامنا
+
+197
+00:21:57,790 --> 00:22:03,230
+هذا طيب هذا الكلام بده يساوي هدي اعمل نفس الدهرة
+
+198
+00:22:03,230 --> 00:22:10,360
+يبقى ال v بدي اجيبه وين؟ في الأولو هيخش جوا و
+
+199
+00:22:10,360 --> 00:22:18,700
+cross ال U طيب يمكن تسأل من أين لك هذا؟ من أين جبت
+
+200
+00:22:18,700 --> 00:22:24,010
+المعلومة هذه؟أقولها بسيطة جدا من المحددات من خلاص
+
+201
+00:22:24,010 --> 00:22:28,270
+المحددات لمن أعمل الخطوة اللي عندها دي يعني إيش
+
+202
+00:22:28,270 --> 00:22:35,370
+سويت بتجيبت هذا الصف خلته من الصف الأول و U واحد
+
+203
+00:22:35,370 --> 00:22:41,090
+نزلته مكانه هي الخطوة اللي جت نشرت من سالم صار ال
+
+204
+00:22:41,090 --> 00:22:46,050
+W فوق و ال U تحت لكن أنا عندي هنا ال U وين بتكون
+
+205
+00:22:46,050 --> 00:22:51,450
+فالنص بتبدل الصف هذا مع هذايبقى جاتني كمان إشارة
+
+206
+00:22:51,450 --> 00:22:55,390
+سالب، سالب بسالب، الموجة بيبقى من هنا، جات
+
+207
+00:22:55,390 --> 00:23:01,030
+القيمتان مثل بعضيهم، وهكذا بالنسبة لماين للنقطة
+
+208
+00:23:01,030 --> 00:23:07,850
+الثالثة طيب، هذا الكلام أنت هجبتنا أو شرحتنا كيف
+
+209
+00:23:07,850 --> 00:23:12,310
+التلاتة هدول بيسووا بعض، مظبوط، لكن كيف هذا
+
+210
+00:23:12,310 --> 00:23:17,520
+بيعطيني حجم متوازى السطوح؟مش هذا الكلام؟ ايوة
+
+211
+00:23:17,520 --> 00:23:22,880
+بنقولك بسيطة جدا تعالى نرسم متوازي سطوح ونجيب حجمه
+
+212
+00:23:22,880 --> 00:23:27,720
+ونثبت ان الحجم هو الكلام اللى احنا قلناه هذا تمام؟
+
+213
+00:23:27,720 --> 00:23:28,400
+كيف؟
+
+214
+00:23:42,120 --> 00:23:46,880
+يبقى متوازيزة U هذا .. هذا بيظهر ليه بيكون بالشكل
+
+215
+00:23:46,880 --> 00:23:52,600
+اللي عندنا هذا بيظهرش و هذا بيجيني هيك و هذا هيك و
+
+216
+00:23:52,600 --> 00:23:59,620
+هذا هيك لو جيت قولتلك هذا هو المتجه U و هذا هو
+
+217
+00:23:59,620 --> 00:24:08,260
+المتجه V و هذا هو المتجه W يبقى كأنه يعني هذا
+
+218
+00:24:08,260 --> 00:24:14,310
+المتجه Uو هذا V و هذا W كوّن للغرفة اللي احنا فيها
+
+219
+00:24:14,310 --> 00:24:19,810
+يبقى المنتجات التلاتة كوّنت ليها اللي هو متوازس
+
+220
+00:24:19,810 --> 00:24:25,590
+سطوح بدأ أجيب حجم متوازس سطوح حجم متوازس سطوح كما
+
+221
+00:24:25,590 --> 00:24:29,770
+درسته في المرحلة الثانوية و خاصة في أولى الثانوي
+
+222
+00:24:29,770 --> 00:24:33,750
+أو الصف العاشر مساحة القاعدة
+
+223
+00:24:39,060 --> 00:24:44,320
+بالارتفاع باجي بقول كويس طيب بده اجي بالارتفاع لو
+
+224
+00:24:44,320 --> 00:24:49,640
+عملت cross product ما بين ال U و ال V بده يطلع
+
+225
+00:24:49,640 --> 00:24:55,680
+متجه عمودي على كل من U و V إذا لو جيت قلت هذا
+
+226
+00:24:55,680 --> 00:25:04,590
+المتجه اللي هو U cross ال Vيبقى هذا عمودي على كل
+
+227
+00:25:04,590 --> 00:25:12,390
+من V وعمودي على U لكن مع W راح عمل زاوية مقدرها
+
+228
+00:25:12,390 --> 00:25:21,190
+كم؟ مقدرها ثيتا تمام هذا خط في المستوى اللي فوق
+
+229
+00:25:21,190 --> 00:25:23,550
+مدته
+
+230
+00:25:26,750 --> 00:25:30,330
+لأن هذا عمودي على القاعدة اللي تحت، إذا عمودي على
+
+231
+00:25:30,330 --> 00:25:35,970
+القاعدة اللي فوق الموازية لها، كويس، كدهش هذا من
+
+232
+00:25:35,970 --> 00:25:42,370
+هنا إلى هنا بدات الأرتفاع، أليس هو طول الـW في Cos
+
+233
+00:25:42,370 --> 00:25:48,230
+الزاوية ثانية؟ صح؟يبقى هذا هو طول ال W في ال
+
+234
+00:25:48,230 --> 00:25:53,850
+cosine الزاوية تتاعي، إذا أنا لو جيت الآن بدي أجيب
+
+235
+00:25:53,850 --> 00:25:58,770
+حصل الضرب اللي عندي ال volume يبقى ال volume اللي
+
+236
+00:25:58,770 --> 00:26:06,470
+أنا بقول عنه بدي يسوي مساحة القاعدة آه لكروسكرودك
+
+237
+00:26:06,470 --> 00:26:11,210
+كده قبل قليل كنت لما أضرب الكروسكرودك إلى ال two
+
+238
+00:26:11,210 --> 00:26:16,000
+vectors بيعطيني مساحة من المتوازن أضغطإذا مساحة
+
+239
+00:26:16,000 --> 00:26:22,980
+متوازن أضلع هو عبارة عن طول ل cross product U
+
+240
+00:26:22,980 --> 00:26:30,540
+cross V هذه مساحة القاعدة الارتفاع البعد هذا اللي
+
+241
+00:26:30,540 --> 00:26:37,840
+هو طول W في cosine الزاوية تتا يبقى طول المتجه
+
+242
+00:26:37,840 --> 00:26:41,940
+الأول في طول المتجه التاني في cosine الزاوية تتا
+
+243
+00:26:41,940 --> 00:26:44,400
+هذا يا بنات الارتفاع
+
+244
+00:26:48,390 --> 00:26:54,930
+قول المتجه U×V يمثل مساحة قاعدة متوازن أطلاع اللي
+
+245
+00:26:54,930 --> 00:27:03,040
+هي المساحة المظللة اللي عندهاطبعا ال W أو طول ال W
+
+246
+00:27:03,040 --> 00:27:08,000
+في Cos زوايا تيتا يمثل البعد العمودي بين القاعدتين
+
+247
+00:27:08,000 --> 00:27:14,440
+المتوازيتين طيب مش هذا هو معناه ال dot product ولا
+
+248
+00:27:14,440 --> 00:27:18,460
+لا طول المتجه الأول فطول المتجه في Cos اللي هو طول
+
+249
+00:27:18,460 --> 00:27:22,580
+اللي هو مين تعريف ال dot product يبقى هذا بده
+
+250
+00:27:22,580 --> 00:27:27,060
+يساوي U cross ال V dot W
+
+251
+00:27:29,430 --> 00:27:34,250
+U cross ال V dot ال W والله ال W dot U cross ال V
+
+252
+00:27:34,250 --> 00:27:41,230
+اتنين are commutative وينها هي صح ولا لا يبقى هذه
+
+253
+00:27:41,230 --> 00:27:47,130
+هذه هذه هي ال volume of the parallel pipe واضحة
+
+254
+00:27:47,130 --> 00:27:53,050
+الصورة خلاص الآن انتهى الجزء ال another يتبع ال
+
+255
+00:27:53,050 --> 00:27:58,180
+section وبدنا نعطي أمثلة على الخواصالعشر اللي
+
+256
+00:27:58,180 --> 00:28:04,080
+سمعتوها و اللي شفتوها قبل قليل حد بتحب تسأل اي
+
+257
+00:28:04,080 --> 00:28:08,980
+سؤال قبل ان نذهب الى الأمثلة احنا جاهزين نسمع و
+
+258
+00:28:08,980 --> 00:28:14,180
+نرد كمان اه في اي تسؤال يا بلال؟ و ايه اللي
+
+259
+00:28:14,180 --> 00:28:20,580
+بتحكيها؟ المتوازي
+
+260
+00:28:20,580 --> 00:28:23,100
+السطوح الخط العمودي
+
+261
+00:28:26,150 --> 00:28:31,370
+هذا .. خلّيني أقولك الاتنين كيف .. لما ناجي أقول U
+
+262
+00:28:31,370 --> 00:28:36,290
+cross ال V يعطيني متجه عمودي على من؟ على الاتنين،
+
+263
+00:28:36,290 --> 00:28:40,350
+إذا هذا U cross ال V متجه عمودي على ال two
+
+264
+00:28:40,350 --> 00:28:44,550
+vectors، يعني عمودي على القاعدة تبعتهم، صح؟ إذا
+
+265
+00:28:44,550 --> 00:28:49,130
+العمودي على القاعدة وين؟ الموازية اللي فوق كذلك،
+
+266
+00:28:49,130 --> 00:28:51,910
+مستوى المتوازن العمودي على المستوى الأول هو
+
+267
+00:28:51,910 --> 00:28:54,310
+العمودي على المستوى التاني، زي ما أقولك السقف
+
+268
+00:28:54,310 --> 00:28:58,220
+والأرضعندك ال corner اللي هنا عمودي على اللي فوق
+
+269
+00:28:58,220 --> 00:29:01,540
+إذا عمودي على القاعدة الموازية لها، إذا هذا عمودي
+
+270
+00:29:01,540 --> 00:29:05,200
+على كل من القاعدة اللي فوق والقاعدة اللي داتمام
+
+271
+00:29:05,200 --> 00:29:10,300
+هذا الخط اللى رسمته خط في مستوى القعدة الهوج زى ما
+
+272
+00:29:10,300 --> 00:29:14,660
+أقولك القطر تبع متوازى الأضاعة اللى عندنا هذا
+
+273
+00:29:14,660 --> 00:29:17,740
+عمودي على المستوى إذا كان عمودي على أي مستقيم
+
+274
+00:29:17,740 --> 00:29:22,820
+موجود في هذا المستوى صح إذا هذا عمودي على أي
+
+275
+00:29:22,820 --> 00:29:26,080
+مستقيم موجود في هذا المستوى إذا الخط الأزرق هذا خط
+
+276
+00:29:26,080 --> 00:29:30,620
+موجود في المستوى اللى فوق إذا عمودي عليه صحيح
+
+277
+00:29:30,620 --> 00:29:37,140
+أجبنا أظن تسأل أي سؤال تانىطيب نذهب الان الى
+
+278
+00:29:37,140 --> 00:29:48,240
+الأمثل او examples اول
+
+279
+00:29:48,240 --> 00:29:55,220
+مثال بيقول consider the vectors consider the
+
+280
+00:29:55,220 --> 00:29:57,220
+vectors
+
+281
+00:30:03,630 --> 00:30:13,130
+خمسة I ناقص J زائد K والمتجه زائد K والمتجه الثاني
+
+282
+00:30:13,130 --> 00:30:21,270
+اللي هو فيه يساوي J ناقص خمسة K والمتجه التالي W
+
+283
+00:30:21,270 --> 00:30:25,690
+بده يساوي ناقص خمستاشر I
+
+284
+00:30:39,200 --> 00:30:49,000
+show that ال U و ال V and ال W are parallel
+
+285
+00:30:49,000 --> 00:30:52,020
+المطلوب
+
+286
+00:30:52,020 --> 00:31:01,200
+التاني number V هو show that ال U و ال V and ال W
+
+287
+00:31:01,200 --> 00:31:02,840
+are coplanar
+
+288
+00:31:25,040 --> 00:31:30,800
+سؤال مرة تانية، يعطيني ثلاث متجهات، المطموع
+
+289
+00:31:30,800 --> 00:31:35,440
+بالأول، قال لي بييل لي أن ال U و ال W are
+
+290
+00:31:35,440 --> 00:31:40,000
+parallel، وبعدها بييل لي أن التلت متجهات co-planar
+
+291
+00:31:40,000 --> 00:31:45,740
+يعني تقع في مستوى واحد، جاء من كلمة plane، مستوى
+
+292
+00:31:45,740 --> 00:31:48,440
+ال co-planar يعني تقع كل التلاتة
+
+293
+00:31:53,640 --> 00:32:00,680
+تجه الـ UWR Parallel والله بسيطة إحنا بنقدر نثبت
+
+294
+00:32:00,680 --> 00:32:05,460
+هذا الكلام بأكتر من طريقة إحدى الطرق أخدناها في
+
+295
+00:32:05,460 --> 00:32:08,960
+تاني ستشن يوم أخدنا الـ two-vectors والـ two
+
+296
+00:32:08,960 --> 00:32:13,300
+-vectors are parallel إذا كان واحد فيهم مضاعفات
+
+297
+00:32:13,300 --> 00:32:19,580
+الآخر لكن هنا الـ cross product إذا طلع ال cross
+
+298
+00:32:19,580 --> 00:32:22,460
+product بـ0 فيجب أن يكون
+
+299
+00:32:27,980 --> 00:32:30,600
+هو اخرد النظر ما بين ال U و ال V
+
+300
+00:32:34,410 --> 00:32:41,270
+المشترك ناقص ثلاثة من ال W بظل عندي خمسة I ناقص J
+
+301
+00:32:41,270 --> 00:32:48,330
+زائد K والمتجه U إذا أصبح ال W يسوى ناقص ثلاثة U
+
+302
+00:32:48,330 --> 00:32:53,090
+يبقى اتنين R تلاني تمام هذا اللي هو الحل الأول
+
+303
+00:32:53,090 --> 00:32:58,790
+اللي احنا متعرف عليه سابقا من section 12-2 تمام
+
+304
+00:32:58,790 --> 00:33:01,510
+لكن احنا بنروح نحل بلغات
+
+305
+00:33:24,360 --> 00:33:32,020
+تلاتة ناقص تلاتة و أيه الساعة I فيه نشطه بصفه و
+
+306
+00:33:32,020 --> 00:33:40,360
+عموده تلاتة ناقص تلاتة Zero يبقى هاي Zero ناقص J
+
+307
+00:33:40,360 --> 00:33:49,280
+فيه نشطه بصفه و عموده ناقص خمستاش زائد خمستاش يبقى
+
+308
+00:33:49,280 --> 00:33:49,880
+Zero
+
+309
+00:33:59,640 --> 00:34:07,620
+يبقى الناتج كله يساوي ال zero vector يبقى معناه
+
+310
+00:34:07,620 --> 00:34:12,720
+هذا الكلام ان اتنين مالهم are parallel يبقى هنا ال
+
+311
+00:34:23,660 --> 00:34:28,140
+طيب هذا المطلوب الأول اللي هو A بالداخل المطلوب
+
+312
+00:34:28,140 --> 00:34:33,500
+التاني اللي هو B قاللي اثبتلي ان التلاتة هدول are
+
+313
+00:34:33,500 --> 00:34:38,680
+coplanar يعني ايش coplanar يعني التلاتة لو رسمتم
+
+314
+00:34:38,680 --> 00:34:46,180
+بدهم ييجوا في مستوى واحد بقوله اه عملتنا بسيطة لو
+
+315
+00:34:46,180 --> 00:34:47,500
+أخدت اي اتنين
+
+316
+00:34:51,960 --> 00:34:56,340
+واحد عمودي على الإتنين يعني عمودي على مستويمة، إذا
+
+317
+00:34:56,340 --> 00:35:01,820
+نقشعو لابته بالتالت، عمودي عليه يعني اضطط برادك مع
+
+318
+00:35:01,820 --> 00:35:02,600
+جدالي
+
+319
+00:35:15,130 --> 00:35:20,030
+التلاتة are coordinate وضعت الصورة، بقول مرة
+
+320
+00:35:20,030 --> 00:35:27,230
+تانية، أنا عندي تلاتة متجرات أنا
+
+321
+00:35:27,230 --> 00:35:34,050
+عندي تلاتة vectors، كويس؟ أكيد يا دانيال أقول كلام
+
+322
+00:35:34,050 --> 00:35:34,570
+من المقارنة
+
+323
+00:35:44,090 --> 00:35:49,530
+عملت cross product ما بين اتنين هدول بيطلع المتجه
+
+324
+00:35:49,530 --> 00:35:54,410
+العمودي على مين؟ على كل مل اتنين بالشكل اللي عندها
+
+325
+00:35:54,410 --> 00:35:59,490
+بيصير هذا شو علقته ايه بو؟ عمودي عليه، لو عملت dot
+
+326
+00:35:59,490 --> 00:36:03,830
+product ما بين الجلم الأخضر و جلم الأحمر بيطلع
+
+327
+00:36:03,830 --> 00:36:09,730
+كده؟ zero إذا لو عملت ضربي الثلاثي لإحدى الخاص
+
+328
+00:36:09,730 --> 00:36:10,710
+اللي موجود عندك
+
+329
+00:36:17,670 --> 00:36:24,390
+يبقى كلها تقع في مستوى واحد، إذا أنا U cross W
+
+330
+00:36:24,390 --> 00:36:30,830
+جاهز عندي، صح ولا لأ؟ يبقى بندقش يقول لو أخد U
+
+331
+00:36:30,830 --> 00:36:40,440
+cross و لو أخد V dot U cross Wمش هيك أسهللي بدل ما
+
+332
+00:36:40,440 --> 00:36:45,340
+أحط مقادير و أقعد أجمع يبقى هذا الكلام بده يساوي v
+
+333
+00:36:45,340 --> 00:36:52,360
+dot zero vector من وين هذا جبته from part a يبقى
+
+334
+00:36:52,360 --> 00:37:00,840
+هذا الكلام from part a هذا الكلام بده يساوي قداشر
+
+335
+00:37:00,840 --> 00:37:02,640
+ال zero scalar
+
+336
+00:37:06,400 --> 00:37:10,260
+مدام حصل الضرب الثلاث اللي يساوي Zero يبقى التلاتة
+
+337
+00:37:10,260 --> 00:37:20,360
+معاهم Arcoplana يبقى this means that ال U و ال V
+
+338
+00:37:20,360 --> 00:37:30,660
+and ال W are Arcolana Good
+
+339
+00:37:30,660 --> 00:37:36,220
+exercise لكبس عمليش زي هيك، يفجأ روح اخدلي بحاصل
+
+340
+00:37:36,220 --> 00:37:40,920
+الضرب الثلاثي، حط المراتبات التلاتة تبعتهم، حسب
+
+341
+00:37:40,920 --> 00:37:43,140
+الخاصية اللي عندك، انا باعرف حصة اربعة، حصة تمانية
+
+342
+00:37:43,140 --> 00:37:48,380
+ولا تسعة، انا شوف الخاصية اللي عندك، كداش رقمها،
+
+343
+00:37:48,380 --> 00:37:52,840
+تسعة، المهم حطيلي الخاصية دي، وعوض فيها، وفك
+
+344
+00:37:52,840 --> 00:37:57,120
+المحدث لازم يطلع معاك كداش، صفر، يفجأ ده a good
+
+345
+00:37:57,120 --> 00:37:57,800
+exercise
+
+346
+00:38:12,200 --> 00:38:13,500
+المثال الثاني
+
+347
+00:38:39,590 --> 00:38:47,730
+الـ R هي عبارة عن النقطة Zero و اتنين و واحد بي
+
+348
+00:38:47,730 --> 00:38:57,470
+points بي points and space يبقى دول تلات نقاط في
+
+349
+00:38:57,470 --> 00:39:03,770
+الفرار المطلوب الأول number A find a unit vector
+
+350
+00:39:03,770 --> 00:39:08,450
+find a unit vector
+
+351
+00:39:10,180 --> 00:39:13,060
+متجة واحدة perpendicular to the plane
+
+352
+00:39:13,060 --> 00:39:17,060
+perpendicular
+
+353
+00:39:17,060 --> 00:39:27,300
+to the plane عمودي على المتجة of .. على المستوى of
+
+354
+00:39:27,300 --> 00:39:36,600
+the given point المطوب التالي number B will find
+
+355
+00:39:36,600 --> 00:39:38,180
+the area of the triangle
+
+356
+00:39:59,400 --> 00:40:02,300
+مين الساعة ده؟ ايو
+
+357
+00:40:16,840 --> 00:40:21,920
+جهان يا أخي يا جهان والكلام للسامعين احنا طلعنا u
+
+358
+00:40:21,920 --> 00:40:27,700
+cross w لو قداش بزينه وقال اثبتلي ان المتجهات
+
+359
+00:40:27,700 --> 00:40:32,040
+التلاتة are coplanar روحت مثلته لك تمثيل وقالتك لو
+
+360
+00:40:32,040 --> 00:40:34,380
+عندي متجهين هدول فيهم
+
+361
+00:40:42,420 --> 00:40:48,940
+يعني عمودي على مستويهما، يعني عمودي على أي متجه
+
+362
+00:40:48,940 --> 00:40:52,440
+موجود في هذا المستوى، إذا عمودي على مين؟ على
+
+363
+00:40:52,440 --> 00:40:57,280
+المتجه التالي، مدام عمودي على المتجه التالتي، بضبط
+
+364
+00:40:57,280 --> 00:41:00,100
+قرادك ما بين اتنين المداطين اللي قدامك
+
+365
+00:41:04,240 --> 00:41:09,740
+أعملت الـ dot product ما بين ال V و U cross W طبعا
+
+366
+00:41:09,740 --> 00:41:16,520
+يمكن تسأليني ليش ما قلتش U ضد ال V cross W صح؟
+
+367
+00:41:16,520 --> 00:41:20,380
+بقولك هاد والله هاد الأثنين are the same لأن U
+
+368
+00:41:20,380 --> 00:41:24,520
+cross W محسوبة عندي قبل فبدأ أستخدمها وبالتالي
+
+369
+00:41:24,520 --> 00:41:29,340
+بيسأل علي من الشغل اللي عندنا عرفت كده؟ اللي بيقول
+
+370
+00:41:29,340 --> 00:41:32,680
+أنا عملت ال dot product طالع Zero إذا هذا الكلام
+
+371
+00:41:32,680 --> 00:41:33,140
+بيحصل
+
+372
+00:41:38,860 --> 00:41:45,080
+نجلس سؤالنا التالي نعطيه تلت نقاط في الفرار وقال
+
+373
+00:41:45,080 --> 00:41:50,680
+هاتلي متجه واحدة عمودي على المستوى اللذي يحتوي على
+
+374
+00:41:50,680 --> 00:41:55,900
+هذه التلات نقاط بجيب أقوله كويس إذا النقطة الأولى
+
+375
+00:41:55,900 --> 00:42:02,020
+لو قلت هذه النقطة هي P اللي لحداتي تبعها واحد سالب
+
+376
+00:42:02,020 --> 00:42:09,540
+واحد واثنينوالنقطة هذه هي نقطة Q الإحداثي تبعها 2
+
+377
+00:42:09,540 --> 00:42:16,460
+و0 نقص واحد والنقطة التالتة هي R الإحداثي تبعها 0
+
+378
+00:42:16,460 --> 00:42:17,880
+2 1
+
+379
+00:42:20,110 --> 00:42:25,450
+يبقى هذول تلت نقاط موجودة تاني جاليهات ال unit
+
+380
+00:42:25,450 --> 00:42:30,150
+vector عمودي على المستوى اللذي يحتوي على النقاط
+
+381
+00:42:30,150 --> 00:42:36,210
+الثلاث بقوله بسيطة التلت نقاط بقدر اعمل منهم
+
+382
+00:42:36,210 --> 00:42:41,030
+متجهين ومتقنات تاني تلت متقانة كفينا اتنين وسبعين
+
+383
+00:42:41,030 --> 00:42:45,590
+وحدة تاني تمام؟ إذا بقدر أجيب متجهين موجودة تاني
+
+384
+00:42:45,590 --> 00:42:47,010
+المتجه الأول
+
+385
+00:42:50,160 --> 00:42:58,260
+والمتجه التاني هو PR لو عملت cross product فيما
+
+386
+00:42:58,260 --> 00:43:03,140
+بينهما بيطلع المستجه العمودي على الإتنين يعني
+
+387
+00:43:03,140 --> 00:43:08,300
+العمودي المتجه على مستويهما أو على مستوى التلات
+
+388
+00:43:08,300 --> 00:43:14,440
+نقاط مرة واحدة اللي بيميل المطلوب الأول واكسيمه
+
+389
+00:43:14,440 --> 00:43:18,680
+على طول وبيعطينا المطلوب الأول من المثلة إذا بدي
+
+390
+00:43:18,680 --> 00:43:19,040
+أعرف
+
+391
+00:43:29,750 --> 00:43:33,350
+أقول في التاجر أخد PQSA
+
+392
+00:44:09,420 --> 00:44:15,800
+إتنين ناقص ناقص واحد يبقى زائد واحد يبقى زائد
+
+393
+00:44:15,800 --> 00:44:22,040
+تلاتة جيه اللي بعده واحد ناقص اتنين يبقى ناقص K
+
+394
+00:44:22,040 --> 00:44:31,880
+الأن لو جبت المتجه PQ cross PA يبقى هذا بيجيب
+
+395
+00:44:31,880 --> 00:44:35,100
+لمتجه العمودي على مين؟ على المتجه
+
+396
+00:44:40,960 --> 00:44:55,580
+IJK مركبة ال PQ 1 1-3 مركبة ال PR 1 3-1 Y7 بدي
+
+397
+00:44:55,580 --> 00:45:02,640
+أعرف من هذا المتجر شق بيه صفة و عمودة بصير ناقص 1
+
+398
+00:45:02,640 --> 00:45:13,380
+زائد 9 يبقى تمانية Iقشط بصفه و عموده بصير ناقص
+
+399
+00:45:13,380 --> 00:45:20,120
+واحد ناقص تلاتة و ناقص أربعة و في ناقص حسب قاعة
+
+400
+00:45:20,120 --> 00:45:26,260
+الإشارات يبقى أربعة جيل اللي بعده قشط بصفه و عموده
+
+401
+00:45:26,260 --> 00:45:35,300
+تلاتة زائد واحد يبقى زائد أربعة كيلطيب أنا جبت
+
+402
+00:45:35,300 --> 00:45:39,380
+المتجة العمودي على الاتنين، وين هو المتجة هذا؟
+
+403
+00:45:39,380 --> 00:45:46,140
+يبقى كأنه هذا هو المتجة اللي عندنا اللي هو PQ
+
+404
+00:45:46,140 --> 00:45:53,340
+أكراس ال P أكتر، يبقى هذا المتجة العمودي على مين؟
+
+405
+00:45:53,340 --> 00:45:56,540
+على الاتنين في N وR
+
+406
+00:46:02,700 --> 00:46:16,260
+متجه الوحدة يبقى المتجه المطلوب ل unit vector PQ
+
+407
+00:46:16,260 --> 00:46:23,820
+cross PR مقسوما على طول PQ
+
+408
+00:46:29,820 --> 00:46:35,220
+بتجه الواحدة يبقى هذا يا بنات تمانية I زائد أربعة
+
+409
+00:46:35,220 --> 00:46:41,940
+J زائد أربعة K مقسومة على الجدري التربيعي باربعة
+
+410
+00:46:41,940 --> 00:46:54,050
+وستين زائد ستاش زائد ستاش ستاش وستاش32 و 64 و 96
+
+411
+00:46:54,050 --> 00:47:05,750
+يبقى هنا بصير 8I زائد 4J زائد 4K مقسوما على 96
+
+412
+00:47:05,750 --> 00:47:15,650
+يعني 6 في 16 في 96 16 خدها براأربعة جدر ستة يبقى
+
+413
+00:47:15,650 --> 00:47:22,630
+هذا المتجر بدوسين اتنين على جدر ستة في اتجاه ال I
+
+414
+00:47:22,630 --> 00:47:30,510
+اللي بعده واحد على جدر ستة في اتجاه ال J واحد على
+
+415
+00:47:30,510 --> 00:47:33,850
+جدر ستة في اتجاه ال K
+
+416
+00:47:40,720 --> 00:47:46,900
+K بالسالم بالرجعة هاي وصلنا ل K مظهر نشطب صفه
+
+417
+00:47:46,900 --> 00:47:54,320
+وعموله تصير تلاتة زائد واحد أربعة في K أربعة K
+
+418
+00:47:54,320 --> 00:47:59,660
+وليس السالم ال J أصلا شريتها سالم و اللي طلع رقم
+
+419
+00:47:59,660 --> 00:48:02,180
+سالم فأصبح الرقم كله إيه؟
+
+420
+00:48:05,740 --> 00:48:11,000
+هل هذا متجه واحدة فعلا يا بنات؟ لو انت شكيتي ربع
+
+421
+00:48:11,000 --> 00:48:19,040
+المركبات واجبع مربع هذا اربع على ستة واحد على ستة
+
+422
+00:48:19,040 --> 00:48:24,040
+واحد على ستة ستة على ستة ستة على ستة يعني ان انا
+
+423
+00:48:24,040 --> 00:48:26,640
+بروح اديد بشبه كويس ولا لا؟
+
+424
+00:48:31,990 --> 00:48:37,730
+أحنا هنا في من؟ في الرياضيات التباعتنا انت خلصنا
+
+425
+00:48:37,730 --> 00:48:43,810
+من من؟ من المطبوب الأول تبع المثلة، بدنا نروح الآن
+
+426
+00:48:43,810 --> 00:48:45,510
+للمطبوب الثاني
+
+427
+00:48:54,480 --> 00:48:58,120
+المطلوب التاني بيقول ليها هات لل area تبع ال
+
+428
+00:48:58,120 --> 00:49:04,860
+triangle بدي جداش مساحة المثلب المساحة المغللة
+
+429
+00:49:04,860 --> 00:49:12,400
+اللي عندها طب احنا ماخدناش مساحة المثلب نص مين
+
+430
+00:49:12,400 --> 00:49:16,300
+يعني
+
+431
+00:49:16,300 --> 00:49:20,700
+ليش فتطع بالنسبة للمتوازن أطلع مصري انا لو جيب
+
+432
+00:49:20,700 --> 00:49:23,460
+مساحة متوازن أطلع كثر على اتنين
+
+433
+00:49:35,990 --> 00:49:46,690
+هذا احدهم في كمان يلّا ضلعين في زمن مخصورة، نص حصل
+
+434
+00:49:46,690 --> 00:49:50,570
+ضرب ضلعين في جان الزمن المخصورة بينهما، طب لو عندي
+
+435
+00:49:50,570 --> 00:49:52,650
+متلة أطلعه مختلفة
+
+436
+00:50:07,070 --> 00:50:13,790
+مساحة المثلث كانت ال square روش الجدرى التربية زى
+
+437
+00:50:13,790 --> 00:50:20,270
+ما اتعلمتها فيها ناقص الف شرطة ح ناقص با شرطة ح
+
+438
+00:50:20,270 --> 00:50:31,150
+ناقص جيم شرطة حيث ح نصف المحيط حيث ح يسوى الف شرطة
+
+439
+00:50:31,150 --> 00:50:36,980
+زى با شرطة زى جيم شرطة على اتنينعلمت .. والله
+
+440
+00:50:36,980 --> 00:50:41,160
+خدتوها عارف التانوي، يمكن حتى في تاني سنوي،
+
+441
+00:50:41,160 --> 00:50:46,060
+الأولى؟ بالمقصود الثاني؟ عاشر والله عادي عارف،
+
+442
+00:50:46,060 --> 00:50:50,040
+عادي عارف، عارف لما أذكركم فيها كمان مرة، يبقى
+
+443
+00:50:50,040 --> 00:50:56,010
+المثلث، عندي تلات صيغ لما عرفت المساحةنص القاعدة
+
+444
+00:50:56,010 --> 00:50:58,990
+في الارتفاع، نص حاصل ضرب الضلعين في جيب الزوايا
+
+445
+00:50:58,990 --> 00:51:04,150
+المحصورة بينهم الجدري التربيعي لنص المحيط، نص
+
+446
+00:51:04,150 --> 00:51:07,390
+المحيط ناقص الضلع الأول، نص المحيط ناقص الضلع
+
+447
+00:51:07,390 --> 00:51:12,630
+التاني، نص المحيط ناقص الضلع الثالث، هذا يعطيني
+
+448
+00:51:12,630 --> 00:51:16,170
+مساحة تمين كل مُثَدَر، هذه مجرد معلومة همشية
+
+449
+00:51:16,170 --> 00:51:22,140
+للتذكير، وذكر بأن الذكرة تنفع المؤمنينيبقى ال
+
+450
+00:51:22,140 --> 00:51:28,420
+energy على مين لسؤالنا مرة ثانية انا لما جبت الطول
+
+451
+00:51:28,420 --> 00:51:34,120
+هذا اللي عندنا الطول تبع المتجر أليس هذا معناه
+
+452
+00:51:34,120 --> 00:51:41,000
+هندسيا مساحة متوازن الأضاء صح يبقى باجي بقوله الآن
+
+453
+00:51:41,000 --> 00:51:49,860
+المطلوب التالت ال area of the triangle
+
+454
+00:51:51,380 --> 00:52:00,180
+اللي هو P AQ R بساوي نص ال area of the
+
+455
+00:52:00,180 --> 00:52:08,380
+parallelogram نص
+
+456
+00:52:08,380 --> 00:52:14,480
+مساحة متوازل أطلاع يبقى هذه بدها تساوي فمقدش مساحة
+
+457
+00:52:14,480 --> 00:52:19,720
+متوازل أطلاع طول ال P AQ
+
+458
+00:52:31,520 --> 00:52:42,350
+يبقى نص في اربعة جدر ستة ويساوي اتنين جدر الستةجهز
+
+459
+00:52:42,350 --> 00:52:45,970
+بيجي ده الجدرس 6 انت قاعدة بتضيع الوقت ببلاش خلاص
+
+460
+00:52:45,970 --> 00:52:49,650
+اتنين جدرس 6 اروحوا وخليها معروفة عنها الكلام اللي
+
+461
+00:52:49,650 --> 00:52:54,710
+بتكتبيه زيادة لا قيمة له بس بتستهلك وقتك ببلاش
+
+462
+00:52:54,710 --> 00:53:00,310
+يبقى يطلع نجداش مساحة المثلث المطوع جيبنا جبل هيك
+
+463
+00:53:00,310 --> 00:53:06,770
+زيه في الامتحان بدل المرة مرتين نظرا ليه هميتوا و
+
+464
+00:53:06,770 --> 00:53:11,950
+هذا على من؟ على الخاصيبقى هذا المثال رقم اتنين،
+
+465
+00:53:11,950 --> 00:53:19,010
+بدنا نروح للمثال رقم ثلاثة يبقى المثال رقم تلاتة
+
+466
+00:53:19,010 --> 00:53:25,430
+يقول find the volume او find the value find the
+
+467
+00:53:25,430 --> 00:53:35,270
+value of the constant alpha هاتي قداش من غير ثامن
+
+468
+00:53:35,270 --> 00:53:37,270
+ال alpha such that ال volume
+
+469
+00:54:00,420 --> 00:54:12,740
+by the vectors determined by the vectors بالمتجهات
+
+470
+00:54:12,740 --> 00:54:22,980
+اللي هو U يساوي I زائد Alpha K وال V تساوي
+
+471
+00:54:28,380 --> 00:54:38,220
+زائد Alpha K with W تساوي اتنين I زائد تلاتة J
+
+472
+00:54:38,220 --> 00:54:43,140
+زائد تلاتة J ناقص تمانية K
+
+473
+00:55:20,480 --> 00:55:26,580
+بثابت Alpha بحيث أن حجم متوازس السطوح الذي يعيّن
+
+474
+00:55:26,580 --> 00:55:33,720
+بالمتجهات التلاتة هو 226 طبعا أخدنا حجم متوازس
+
+475
+00:55:33,720 --> 00:55:39,680
+السطوح في الخواص اللي هو أعصر الضرب تبع ال .. ال
+
+476
+00:55:39,680 --> 00:55:43,720
+.. التياسي والتجاه الثاني مع بعض ال three vectors
+
+477
+00:55:43,720 --> 00:55:49,060
+طبعا إذا باجب أقوله ال volume اللي ما ..
+
+478
+00:55:58,390 --> 00:56:03,210
+مش هيك أخدناها في الخواص قبل قليل هذا الكلام بده
+
+479
+00:56:03,210 --> 00:56:09,130
+يساوي بدي أكتبه بلغتي المحددة الـdeterminates يبقى
+
+480
+00:56:09,130 --> 00:56:13,930
+U و الـU هي U يبقى المركبة الأولى واحد الجهة
+
+481
+00:56:13,930 --> 00:56:16,130
+الطائرة مع السلامة يبقى في Zero
+
+482
+00:56:32,620 --> 00:56:39,580
+مع نصر الصف الأول إن شئتي أو العمود الثاني لإنه
+
+483
+00:56:39,580 --> 00:56:44,140
+باختصر لي طولة الشغل لإنه في Zero خلاص ب Zero في
+
+484
+00:56:44,140 --> 00:56:50,420
+جباجي بقولوا واحد في قشط بصفه عموده بصير خمسة في
+
+485
+00:56:50,420 --> 00:56:53,100
+تمانية ابقى رفعين
+
+486
+00:56:59,510 --> 00:57:04,470
+اللي بعد هو ماقص Zero في محدده Zero اللي بعد زائد
+
+487
+00:57:04,470 --> 00:57:10,390
+Alpha فيه اشق بصفه عموده بيصير تلاتة في تمانية في
+
+488
+00:57:10,390 --> 00:57:16,590
+أربعة وعشرين ماقص مع لاقص بصير زائد اتنين في خمسة
+
+489
+00:57:16,590 --> 00:57:17,130
+ابعاد
+
+490
+00:57:42,410 --> 00:57:43,810
+24×10⁻ﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳ
+
+491
+00:57:47,090 --> 00:57:51,030
+بتنقص تلاتة الفة واربعة وتلاتين الفة بضال جداش
+
+492
+00:57:51,030 --> 00:57:57,010
+واحد و تلاتين الفة بده يساوي ود الأربعين على الشجة
+
+493
+00:57:57,010 --> 00:58:03,170
+التانية وبنطحها من مائة و ستة و عشرين بضال مائة و
+
+494
+00:58:03,170 --> 00:58:09,150
+ستة و تمانين إذا بناء على عليه ال alpha تساوي جداش
+
+495
+00:58:09,150 --> 00:58:15,070
+تساوي ستة لإنه ستة في واحد بستة و ستة في تلاتة
+
+496
+00:58:15,070 --> 00:58:20,040
+تساوي تمانتاشيخبئ قيمة Alpha اللي بديها هي عبارة
+
+497
+00:58:20,040 --> 00:58:27,200
+عن تمانية ستة نجي الان للمثال الرقم الرابع يبقى
+
+498
+00:58:27,200 --> 00:58:32,080
+المثال الرابع هنقسمه إلى نقطتين النقطة رقم A
+
+499
+00:58:46,590 --> 00:58:54,190
+الـ vector يقول لا يساوي الـ zero vector بس السؤال
+
+500
+00:58:54,190 --> 00:59:04,150
+هو does it follow هل هذا يتطلب does it follow that
+
+501
+00:59:04,150 --> 00:59:07,690
+ان ال V بدو يساوي
+
+502
+00:59:44,350 --> 00:59:46,250
+هذا السؤال
+
+503
+00:59:57,010 --> 01:00:02,750
+يبقى المثال رقم أربع قسمناه لجزئين A وB نمرة A هو
+
+504
+01:00:02,750 --> 01:00:07,370
+سؤال تلاتة وتلاتين من الكتاب ونمرة B هو سؤال أربعة
+
+505
+01:00:07,370 --> 01:00:13,900
+وتلاتين من الكتاب المقررطب بنجي للنقطة A بقول لو
+
+506
+01:00:13,900 --> 01:00:19,140
+كان U cross ال V بديو يسوي U cross ال W وفي نفس
+
+507
+01:00:19,140 --> 01:00:24,560
+الوقت ال vector U لا يسوي Zero هل هذا يعني ان ال
+
+508
+01:00:24,560 --> 01:00:29,280
+vector V بديو يسوي ال W لأول وهلة يعني الواحد لو
+
+509
+01:00:29,280 --> 01:00:34,040
+مافكرش وقال اه طبعا هيسووا بعضه مدام هنا U هنا U
+
+510
+01:00:34,040 --> 01:00:37,320
+هنا V خلاص لما بيسووا بعض يقول ال V بديو يسوي ال W
+
+511
+01:00:37,320 --> 01:00:43,000
+هذا كلام خاطرفالرياضيات مافيش حاجة بمجرد نظرة
+
+512
+01:00:43,000 --> 01:00:48,920
+تشتغل جلمك و تتصحى هذا الكلام يبقى باجي بقوله
+
+513
+01:00:48,920 --> 01:00:55,100
+تماما انا عنده الـU cross الـB بده تساوي الـU
+
+514
+01:00:55,100 --> 01:01:01,740
+cross الـW بده اعملها معادلة صفرية يبقى هنا هذا
+
+515
+01:01:01,740 --> 01:01:08,360
+بده يعطي كمين U cross الـB نقص U cross الـW بده
+
+516
+01:01:08,360 --> 01:01:14,250
+يساوي الـ0 اكتربنرجع لخاصية الـ distributive يبقى
+
+517
+01:01:14,250 --> 01:01:19,270
+هنا شو بده يعطيكي هذا بده يعطيكي ان ال U cross ال
+
+518
+01:01:19,270 --> 01:01:25,510
+V نقص ال W بده يساوي Zero تمام؟
+
+519
+01:01:25,510 --> 01:01:30,010
+يبقى هذا بده يساوي هو ال Zero vector السؤال هو
+
+520
+01:01:30,010 --> 01:01:34,610
+حاصل ضرب اتجاهي لمتجهين يساوي Zero ايش معناه هذا
+
+521
+01:01:34,610 --> 01:01:35,210
+الكلام؟
+
+522
+01:01:38,710 --> 01:01:44,770
+هيك يعني؟ انا بفهم كلام تاني ل cross يساوي zero
+
+523
+01:01:44,770 --> 01:01:50,230
+هذا معناه ايش؟ اتنين are parallel تمام؟ يبقى هنا
+
+524
+01:01:50,230 --> 01:01:58,010
+بده يعطيك ان ال U and ال P نقص ال W are parallel
+
+525
+01:02:03,800 --> 01:02:09,280
+مدن parallel vectors يبقى واحد فيه مضاعفات ثاني
+
+526
+01:02:09,280 --> 01:02:22,060
+يبقى ال V مقص ال W يبقى T في U و T is a non zero
+
+527
+01:02:22,060 --> 01:02:22,720
+scalar
+
+528
+01:02:25,220 --> 01:02:32,400
+يبقى أي رقم غير الصفر، كويس؟ بناء عليه ال V هيسوي
+
+529
+01:02:32,400 --> 01:02:38,800
+ال W زائد ال T U في
+
+530
+01:02:38,800 --> 01:02:44,320
+احتمال واحد من هدول يسوي Zero؟ مش ممكنية، لأن ال T
+
+531
+01:02:44,320 --> 01:02:49,960
+لاتسوي Zero و ال U مقطعة لاتسوي Zero، يبقى هذا
+
+532
+01:02:49,960 --> 01:02:52,120
+معناته أن ال
+
+533
+01:03:07,960 --> 01:03:13,940
+لأ هذا و لا ذاك إذا لا يمكن لل V أنه تساوي ال W هو
+
+534
+01:03:13,940 --> 01:03:20,180
+سألني سؤال قال لي هل ممكن ال V إذا بقوله لأ طيب
+
+535
+01:03:20,180 --> 01:03:26,380
+نجي لنمرميحط لي معلومة زيادة في نمر بيه خلّي ال
+
+536
+01:03:26,380 --> 01:03:30,980
+cross كما هي و راح جابلي ال dot أضعف عليها و ال u
+
+537
+01:03:30,980 --> 01:03:35,360
+لا تساوي zero كما هي من الأول سأل نفسي السؤال قال
+
+538
+01:03:35,360 --> 01:03:38,020
+لي هل ال b تساوي ال w أو لا؟ بقول انا مش عارف
+
+539
+01:03:38,020 --> 01:03:46,180
+تعالي نشوف يبقى باجي بقول from part a ايش كان هنا
+
+540
+01:03:46,180 --> 01:03:53,100
+في part a؟ كان ال u cross ال v نقص ال w تساوي كم؟
+
+541
+01:03:53,730 --> 01:03:59,430
+اللي هو الـ Zero vector تساوي الـ Zero vector طيب،
+
+542
+01:03:59,430 --> 01:04:05,850
+هذا إيش معناه يا بنات؟ إنه طول تبع الـU cross الـV
+
+543
+01:04:05,850 --> 01:04:14,070
+نقص الـW بتساوي كده؟ Zero scalar أو بمعنى آخر طول
+
+544
+01:04:14,070 --> 01:04:21,510
+الـU في طول الـV نقص الـW في Cos الزاوية ثيتا ولا
+
+545
+01:04:21,510 --> 01:04:23,210
+في Sin الزاوية ثيتا
+
+546
+01:04:28,840 --> 01:04:35,940
+أو بمعنى أخر لو ربعت الطرفين بصير طول ال U تربيع
+
+547
+01:04:35,940 --> 01:04:42,960
+طول ال V ضاقص ال W تربيع في صين تربيع ثيتا يساوي
+
+548
+01:04:42,960 --> 01:04:49,120
+Zero واعتبر المعادلة هذه رقم واحداللي عملته للـ
+
+549
+01:04:49,120 --> 01:04:53,780
+cross بدي أعمله لل dot بنفس الطريقة فباجي بقول أنا
+
+550
+01:04:53,780 --> 01:05:03,800
+عند با ولكن u dot v بدي سوى u dot w implies ان ال
+
+551
+01:05:03,800 --> 01:05:10,380
+u dot ال v نقص ال u dot ال w بدي سوية جدول ال zero
+
+552
+01:05:10,380 --> 01:05:12,060
+او ان شئتنا
+
+553
+01:05:20,740 --> 01:05:27,720
+يعني ايش معنى هذا الكلام ان طول ال U في طول ال V
+
+554
+01:05:27,720 --> 01:05:35,740
+ناقص ال W في Cos زاوية ثيتا يساوي 0 او لو ربعت
+
+555
+01:05:35,740 --> 01:05:42,000
+الطرفين يبقى طول ال U تربيع في طول ال V ناقص ال W
+
+556
+01:05:42,000 --> 01:05:48,640
+تربيع في Cos تربية ثيتا يساوي 0 وهذا المعادلة
+
+557
+01:05:48,640 --> 01:05:53,380
+اتنينالأن بدي أجمع المعادلة
+
+558
+01:06:08,290 --> 01:06:14,050
+يبقى لو أخدت عامل مشترك بصير طول ال U تربيع فطول
+
+559
+01:06:14,050 --> 01:06:20,750
+ال V نقص ال W تربيع بضل عندي sin تربيع ثيتا زائد
+
+560
+01:06:20,750 --> 01:06:26,670
+cosine تربيع ثيتا يسوى قداش Zero المقدار بين
+
+561
+01:06:26,670 --> 01:06:30,950
+القوسين واحد صحيح يبقى هذا معناه ايه؟
+
+562
+01:06:37,450 --> 01:06:44,330
+نقص الـW تربية بيساوي Zero سؤال مرة تانية معطيني
+
+563
+01:06:44,330 --> 01:06:50,610
+في المعطيات أن طول الـU لا يساوي Zero إذا طول الـU
+
+564
+01:06:50,610 --> 01:06:55,570
+التربية لا يمكن أن يساوي Zero حاصل ضرب طولها يساوي
+
+565
+01:06:55,570 --> 01:06:58,950
+صفر واحد منهم ما يساوي الصفر إذا الـAutomatic
+
+566
+01:06:58,950 --> 01:07:05,590
+التاني بيساوي قدرية Zero هذا معناته أن طول الـB
+
+567
+01:07:05,590 --> 01:07:06,750
+ناقص الـD
+
+568
+01:07:15,770 --> 01:07:20,230
+المتجه اللي يقوله يساوي الصفر مين هو؟ المتجه هو
+
+569
+01:07:20,230 --> 01:07:28,300
+الصفرييبقى هذا معناه ان المتجه v نقص ال w هو ال
+
+570
+01:07:28,300 --> 01:07:33,140
+zero vector اللي فوق ال zero الأولى ال scalar هذا
+
+571
+01:07:33,140 --> 01:07:39,480
+ال zero vector هذا معناه ايش ان ال v بده يساوي ال
+
+572
+01:07:39,480 --> 01:07:44,860
+w إذا يا بنات لما أضفنا ال condition التاني ان u
+
+573
+01:07:44,860 --> 01:07:49,660
+ضد ال v بده يساوي u ضد ال w طلع المتجه v بده يساوي
+
+574
+01:07:49,660 --> 01:07:55,830
+مين؟المتجة W لأن هو المطلوب الى هنا انتهى ال
+
+575
+01:07:55,830 --> 01:08:03,630
+section وإلى يكون أرقام المسائل exercises أتناشر
+
+576
+01:08:03,630 --> 01:08:10,570
+أربع المسائل التالية تلاتة خمسة سبعة أحداشر
+
+577
+01:08:10,570 --> 01:08:17,150
+خمستاشر سبعتاشر تسعتاشر واحد وعشرين
+
+578
+01:08:28,040 --> 01:08:34,380
+تسعة و تلاتين، خمسة و أربعين، تمانية، اه أربعين
+
+579
+01:08:34,380 --> 01:08:40,620
+علي
+
+580
+01:08:40,620 --> 01:08:46,820
+صوتك شوية مالو فهمت
+
+581
+01:08:46,820 --> 01:08:52,270
+فرع ايه؟ الفرع ايه اللي كرس في روزك؟جيت اللى حصلت
+
+582
+01:08:52,270 --> 01:08:57,170
+عليه من ايه هنا وانراه هاي اللى حصلت عليه من ايه
+
+583
+01:08:57,170 --> 01:09:06,190
+هنا جيت قلت هاي سوى zero صح؟ الان روحت كتبت هذا شو
+
+584
+01:09:06,190 --> 01:09:10,950
+معناه او أخدت الطول تبعه يبقى الطول المتجر هذا بدي
+
+585
+01:09:10,950 --> 01:09:17,120
+سوى قداش zero اللى بينغسيل هذاهذا طول المتجه الأول
+
+586
+01:09:17,120 --> 01:09:21,040
+في طول المتجه الثاني في صين الزاوية بينهم في اتجاه
+
+587
+01:09:21,040 --> 01:09:26,140
+متجه الوحدة N صح ولا لأ الطول بصير متجه الوحدة
+
+588
+01:09:26,140 --> 01:09:30,780
+بواحد صحيح بطير بصير عندك نين طول ال U تربيع طول
+
+589
+01:09:30,780 --> 01:09:34,760
+اللي بنقص ال W تربيع في صين التربيع θ يساوي زير
+
+590
+01:09:34,760 --> 01:09:39,040
+تمام اللي عملنا لكروس بدنا نروح نعمله لطوط
+
+591
+01:09:47,700 --> 01:09:54,760
+بناخد الـ U عامل مشترك بصير الـ U dot ال V نقص ال
+
+592
+01:09:54,760 --> 01:10:01,840
+W بده يساوي Zero هذا تعريف ال dot طول الأول في طول
+
+593
+01:10:01,840 --> 01:10:07,580
+التاني في جيب تمام الزاوية بينهم ربعت الطرفين صار
+
+594
+01:10:07,580 --> 01:10:12,740
+هذا كله بده يساوي Zero اجمعي واحد واثنينلو جمعنا
+
+595
+01:10:12,740 --> 01:10:17,300
+واحد واثنين هذا وهذا ومشترك يبقى بضالة عند مين صين
+
+596
+01:10:17,300 --> 01:10:22,040
+تربية زادك وصين تربية لوك دياشر يبقى صار طول ال U
+
+597
+01:10:22,040 --> 01:10:27,000
+تربية طول ال V نقص ال W تربية ومتساوي Zero ال U
+
+598
+01:10:27,000 --> 01:10:32,000
+اشترق عليه الشرط اللي ممنوع يساوي Zero في الحالتين
+
+599
+01:10:32,000 --> 01:10:37,190
+ممنوع يساوي Zeroحاصل ضرب عددين يساوي zero لا يمكن
+
+600
+01:10:37,190 --> 01:10:42,170
+إلا يكون واحد فيهم بصفر، عدد عادي هذا، أقوال،
+
+601
+01:10:42,170 --> 01:10:46,370
+تمام؟ هذا لا يساوي zero إذا لمّا التاني هذا بدي
+
+602
+01:10:46,370 --> 01:10:52,470
+يكون بدي يساوي zero طيب، هذا يمثل مربع طول متجة
+
+603
+01:10:52,940 --> 01:10:56,400
+المربع يساوي 0، يبقى لو أخدنا الجدر التربية على
+
+604
+01:10:56,400 --> 01:11:02,000
+الطرفين، بصير طول المتجه يساوي 0، لا يوجد عندي
+
+605
+01:11:02,000 --> 01:11:08,400
+متجه طوله 0 إلا المتجه الصفري، إذا ال V ناقص W هو
+
+606
+01:11:08,400 --> 01:11:13,000
+المتجه الصفري، لإن الصفر هذا، هذا طول، يبقى هذا
+
+607
+01:11:13,000 --> 01:11:17,880
+الصفر عادل أسكلر، هذا المتجه الصفري، أضيفي W
+
+608
+01:11:17,880 --> 01:11:21,880
+للإتنين، بصير ال V يبدو ساومين ال W
+
+609
+01:11:45,240 --> 01:11:50,520
+هذا احنا عندنا V يسوي W زي الـT وليش؟ لأنه قلتلي
+
+610
+01:11:50,520 --> 01:11:54,980
+هذا بيكون مضاعفات المتجه اللي .. بس صبر عليا شوية
+
+611
+01:11:54,980 --> 01:11:58,240
+أنا عارف اللي بيقولك .. بس انا بنمشيكي معانا لما
+
+612
+01:11:58,240 --> 01:12:02,700
+نوصل للمطلوب يبقى صار اللي عندنا ال V ناقص اللي هو
+
+613
+01:12:02,700 --> 01:12:08,150
+مضاعفات ال U لأنه اتنين are parallel تمام؟الـ T
+
+614
+01:12:08,150 --> 01:12:12,350
+يعني هذا non-zero scalar يعني رقم غير الصفر يبقى
+
+615
+01:12:12,350 --> 01:12:17,550
+صار عند ال V يبقى W زائد TU يبقى بالنسبالي ال V
+
+616
+01:12:17,550 --> 01:12:22,270
+لايمكن أن يسوى ال W لأن ال V يسوى W زائد حاجة
+
+617
+01:12:22,270 --> 01:12:30,310
+تانية الحاجة غير الصفر because T لا تسوى Zero معاك
+
+618
+01:12:30,310 --> 01:12:34,180
+احكيهي لاتساوي جيل المجاهي الـ non-zero scalar
+
+619
+01:12:34,180 --> 01:12:38,200
+وعندك هنا ال U لاتساوي زير
+
+620
+01:13:03,970 --> 01:13:10,610
+نمسح الشجادي يا بنات خلاص؟ خلاص؟
+
+621
+01:13:10,610 --> 01:13:17,870
+بدنا
+
+622
+01:13:17,870 --> 01:13:26,870
+نجي ل section أتناشر خمسة اللي هو ال lines and
+
+623
+01:13:26,870 --> 01:13:31,850
+planes in space
+
+624
+01:13:34,720 --> 01:13:41,680
+يبقى الخطوط المستقيمة والمستويات في الفرق تمام؟
+
+625
+01:13:41,680 --> 01:13:45,440
+هذا ال section نحاول نقسمه إن شاء الله إلى خمس
+
+626
+01:13:45,440 --> 01:13:50,020
+نقاط اليوم بدي أعطيكوا بس النقطة الأولى والنقاط
+
+627
+01:13:50,020 --> 01:13:55,120
+الأربع للمحاضرة القادمة إن شاء الله تعالىالنقطة
+
+628
+01:13:55,120 --> 01:14:01,620
+الأولى اللى تتكلم عن معادلة الخط المستقيم ومعادلة
+
+629
+01:14:01,620 --> 01:14:04,320
+القطعة المستقيمة في القرار
+
+630
+01:14:19,450 --> 01:14:36,850
+القطع المستقيمة line segments in space يبقى
+
+631
+01:14:36,850 --> 01:14:40,870
+أول نقطة في هذا ال section اللي الخطوط المستقيمة
+
+632
+01:14:40,870 --> 01:14:46,450
+والقطع المستقيمة في الفرار لو جيت اتخيلت عندي
+
+633
+01:14:46,450 --> 01:14:48,270
+محاول بالشكل عنها
+
+634
+01:14:58,600 --> 01:15:05,120
+بتاخد أي مستقيم موجود في هذا الفرق وليكن المستقيم
+
+635
+01:15:05,120 --> 01:15:13,080
+هذا على سبيل المثال هو المستقيم L مشان أجيب معادلة
+
+636
+01:15:13,080 --> 01:15:18,660
+هذا المستقيم L بدي النقطة تقع على هذا الخط
+
+637
+01:15:18,660 --> 01:15:22,420
+المستقيم وليكن النقطة هذه
+
+638
+01:15:30,820 --> 01:15:35,960
+هذا الخط المستقيم وبدي أجيب متجة
+
+639
+01:15:53,630 --> 01:15:58,390
+بمعلومية الأمرين الاتنين هذول، النقطة التي تقع على
+
+640
+01:15:58,390 --> 01:16:05,250
+الخط المستقيم والمتجه الذي يوازيه، بنحاول نجيب
+
+641
+01:16:05,250 --> 01:16:09,430
+معادلة الخط المستقيم في القرار او ان شئتولنا
+
+642
+01:16:09,430 --> 01:16:17,280
+فقولنا المعادلة ال parameterية للخط المستقيمطبعا
+
+643
+01:16:17,280 --> 01:16:22,660
+بقول اه استنى شوية يبقى الكلام اللى كتبته اللى
+
+644
+01:16:22,660 --> 01:16:26,540
+كتبته على لوحة بالرسم بدنا نكتبه ناضرى حتى لما
+
+645
+01:16:26,540 --> 01:16:31,120
+نيجى نراجع نعرف ايش الكلام اللى بنقول فبداجى اقول
+
+646
+01:16:31,120 --> 01:16:40,280
+suppose L افترضى انه ال M is a line in space is a
+
+647
+01:16:40,280 --> 01:16:43,080
+line in a space
+
+648
+01:16:55,440 --> 01:17:06,280
+Y يمر بالنقطة P نوض أو X نوض أو Y نوض أو Z نوض and
+
+649
+01:17:06,280 --> 01:17:14,480
+parallel وفي نفس الوقت موازن parallel to the
+
+650
+01:17:14,480 --> 01:17:19,660
+vector وموازن للمتجه V
+
+651
+01:17:30,120 --> 01:17:35,720
+الآن بدي أجيب معادلة هذا الخط المستقيم، أروح باخد
+
+652
+01:17:35,720 --> 01:17:45,880
+أي نقطة أخرى تقع على هذا الخط و تكون P X Y Z شكل
+
+653
+01:17:45,880 --> 01:17:51,140
+عامة هذا، إذا صار عندنا فيه متجه هذا من النقطة
+
+654
+01:18:02,140 --> 01:18:08,360
+اللي هو الخط الأزرق الغامق المنطق عالميا على نفس
+
+655
+01:18:08,360 --> 01:18:14,380
+ال line هذا بالضبط يبقى هذا الخط اللي عندنا لو P
+
+656
+01:18:14,380 --> 01:18:17,420
+لو P كويس
+
+657
+01:18:19,770 --> 01:18:28,130
+الـ P0P شو علاقه بالمتجه V؟ يعني بده يساوي واحد
+
+658
+01:18:28,130 --> 01:18:34,290
+منهم مضعفات الآخر، مظبوط؟ الآن باجي بقوله that
+
+659
+01:18:34,290 --> 01:18:46,850
+vector P0P parallel to V يبقى بده وصية
+
+660
+01:18:53,350 --> 01:19:03,030
+في ال V و ال T is scalar و لا non-zero scalar is a
+
+661
+01:19:03,030 --> 01:19:10,150
+non-zero scalar هي تمام
+
+662
+01:19:30,060 --> 01:19:38,100
+بتساوي T مضروبة في V وين V هيها يبقى بتساوي T V1
+
+663
+01:19:38,100 --> 01:19:45,200
+في اتجاه I T V2 في اتجاه J T V3 في اتجاه مين في
+
+664
+01:19:45,200 --> 01:19:55,600
+اتجاه K طيب هذا بقدر اقول XI زائد YJ زائد ZK
+
+665
+01:19:57,850 --> 01:20:04,930
+على الشكة التانية بيجينا بإشارة مخالفة X node I
+
+666
+01:20:04,930 --> 01:20:15,390
+زائد TV1I بيصير X node زائد TV1 في اتجاه I هذه
+
+667
+01:20:15,390 --> 01:20:16,470
+بنفس الطريقة
+
+668
+01:20:38,850 --> 01:20:45,190
+المقارنة هذه بتجيبلي معادلات الخط المستقيم يبقى
+
+669
+01:20:45,190 --> 01:20:47,890
+بروح بقولهم من هنا ليه؟
+
+670
+01:21:11,390 --> 01:21:19,610
+يشجّى اليمين X node زائد TV1 Y يسوى Y node زائد
+
+671
+01:21:19,610 --> 01:21:26,610
+TV2 Z يسوى Z node زائد TV3
+
+672
+01:21:31,740 --> 01:21:38,960
+مين XY وزي الدبانات؟ إحداثيات، أي نقطة تقع على
+
+673
+01:21:38,960 --> 01:21:45,620
+الخط المستقيم، وين ما تيجي تيجيمن الـ X نوت و Y
+
+674
+01:21:45,620 --> 01:21:50,540
+نوت و Z نوت أحداثيات النقطة المعلومة على الخط
+
+675
+01:21:50,540 --> 01:21:57,980
+المستقيم T scalar V1 و V2 و V3 المركبات المتجهة
+
+676
+01:21:57,980 --> 01:22:00,920
+الموازنة من الى L
+
+677
+01:22:05,440 --> 01:22:11,060
+يبقى T أكبر من سلب Infinity و أقل من قداش Infinity
+
+678
+01:22:11,060 --> 01:22:16,400
+ده نقال عليه Scalar إذا
+
+679
+01:22:16,400 --> 01:22:23,520
+من الآن فصاعدا لو أعطيت متجهي وازي خط مستقيم و
+
+680
+01:22:23,520 --> 01:22:29,600
+الخط المستقيم مرة بنقطة ما و طلبنا قداش المعادلات
+
+681
+01:22:29,600 --> 01:22:33,680
+ال parameterية أو المعادلات الوسيطية
+
+682
+01:22:36,030 --> 01:22:40,950
+بقول الـ X بيكون X naught زي الـ TV1 وY بيكون Y
+
+683
+01:22:40,950 --> 01:22:47,530
+naught زي الـ TV2 وZ بيكون Z naught زي الـ TV3
+
+684
+01:22:47,530 --> 01:22:53,830
+تمام؟ طيب، في عندنا كمان نقطة صغيرة اللي هو حاجة
+
+685
+01:22:53,830 --> 01:22:58,050
+اسمها الـ vector equation يعني قبل حطها ملاحظة
+
+686
+01:22:58,050 --> 01:23:03,450
+بسيطة هنا ال vector equation
+
+687
+01:23:05,260 --> 01:23:14,220
+for the line L as
+
+688
+01:23:14,220 --> 01:23:17,720
+الـ
+
+689
+01:23:17,720 --> 01:23:24,300
+R as a function of T بدي ساوي الـ R naught زائد
+
+690
+01:23:24,300 --> 01:23:31,240
+الـ T في الـ V و T أكبر من سلب الـ Infinity وأقل
+
+691
+01:23:31,240 --> 01:23:45,370
+من 100where حيث ال R of T and ال R node are the
+
+692
+01:23:45,370 --> 01:23:54,930
+position vectors متجهات
+
+693
+01:23:54,930 --> 01:24:10,140
+الموضع of the points of the pointsPx, y, z and P0,
+
+694
+01:24:10,500 --> 01:24:18,860
+x0, y0, z0 respectively
+
+695
+01:24:18,860 --> 01:24:23,180
+على
+
+696
+01:24:23,180 --> 01:24:26,120
+الترتيب إيش يعني؟
+
+697
+01:24:32,410 --> 01:24:39,230
+بعد ما جيبنا المعادلة البرامترية للخط المستقيم فيه
+
+698
+01:24:39,230 --> 01:24:43,950
+ان حاجة اسمها المعادلة الاتجاهية للخط المستقيم
+
+699
+01:24:43,950 --> 01:24:48,030
+المعادلة الاتجاهية للخط المستقيم اللي بكتبها على
+
+700
+01:24:48,030 --> 01:24:49,310
+صيغة rot
+
+701
+01:24:58,760 --> 01:25:07,960
+على الشكل vector و V هو المتجه الموازي ل L و X Y و
+
+702
+01:25:07,960 --> 01:25:15,140
+Z هي إحداثيات للمتجه عند أي لحظة كيف يعني؟ قال لي
+
+703
+01:25:15,140 --> 01:25:20,780
+هنا ال RT و الارند هو position vectors متجهات
+
+704
+01:25:20,780 --> 01:25:26,000
+الموضع عند النقطة الأولى والنقطة التانية لو جيت من
+
+705
+01:25:26,000 --> 01:25:26,180
+هنا
+
+706
+01:25:30,170 --> 01:25:38,130
+يبقى مين هذا المتجه يا بنات؟ R of T رجالي R of T
+
+707
+01:25:38,130 --> 01:25:44,230
+هو ال position vector للنقطة الأولى يبقى هذا هو R
+
+708
+01:25:44,230 --> 01:25:50,490
+of T طب وين ال R node؟ المتجه الواصل من نقطة الأصل
+
+709
+01:25:50,490 --> 01:25:54,650
+إلى النقطة P node التي تقع على الخط المستقيم
+
+710
+01:26:04,910 --> 01:26:10,390
+طب اتطلع R نوت في هذا الاتجاه هدف الاتجاه التاني
+
+711
+01:26:10,390 --> 01:26:16,310
+هدف الاتجاه الدولي المضاعف يبقى R of T ومحاصرة R
+
+712
+01:26:16,310 --> 01:26:24,710
+نوت زائد P نوت P مظبوط يبقى كأنه ايش صار عندك
+
+713
+01:26:24,710 --> 01:26:29,710
+لاحقين احنا هنا بس مجرد كتابة R of T
+
+714
+01:26:40,010 --> 01:26:54,030
+P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+715
+01:26:54,030 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+716
+01:26:54,230 --> 01:26:58,310
+P0P P0P P0P P0P
+
+717
+01:26:58,310 --> 01:27:03,070
+P0P
+
+718
+01:27:03,070 --> 01:27:10,700
+P0وفي المعادلات البرامترية لمين للخاط المستقيم لما
+
+719
+01:27:10,700 --> 01:27:14,500
+نخش على الأمثلة على هذه النقطة حد بتحب تسأل أي
+
+720
+01:27:14,500 --> 01:27:20,800
+سؤال قبل أن نبدأ الأمثلة على هذه النقطة طب نيجي ل
+
+721
+01:27:20,800 --> 01:27:21,140
+example
+
+722
+01:27:36,680 --> 01:27:41,260
+المثال بيقول consider the line passing through the
+
+723
+01:27:41,260 --> 01:27:50,480
+point consider أعتبر the line الخط المستقيم
+
+724
+01:27:50,480 --> 01:27:58,280
+passing through the point
+
+725
+01:28:17,740 --> 01:28:25,600
+النقطة P التي أحدثيتها ثلاثة و اتنين و سالب ستة
+
+726
+01:29:30,870 --> 01:29:41,010
+التي تربط الـP node and الـP النقطة P node وD نمره
+
+727
+01:29:41,010 --> 01:29:44,470
+D find the point of intersection
+
+728
+01:30:19,830 --> 01:30:26,290
+Solution نرجع لسؤالنا مرة أخرى نقرأ السؤال جيدا و
+
+729
+01:30:26,290 --> 01:30:30,870
+نرى ما هو المطلوب منه بالضبط السؤال يقول لي اعتبر
+
+730
+01:30:30,870 --> 01:30:35,660
+عندك نقطتين P لا دو Pجاليات الـ vector equation
+
+731
+01:30:35,660 --> 01:30:41,480
+للـ line L طبعا ال vector equation هي عندنا تعتمد
+
+732
+01:30:41,480 --> 01:30:48,700
+على ال R naught وتعتمد على ال T في الموازي لمن ل
+
+733
+01:30:48,700 --> 01:30:56,220
+ال vector بالموازي لل line L المطلوب التاني جاليات
+
+734
+01:30:56,220 --> 01:31:00,440
+المعادلة ال parameterية لل line L هي المعادلات
+
+735
+01:31:00,440 --> 01:31:04,390
+اللي فوقالمطلوب التالي يتقلل line segment بس،
+
+736
+01:31:04,390 --> 01:31:07,490
+مابديش على أطلاق اللي بس الفترة اللي عندنا هذا،
+
+737
+01:31:07,490 --> 01:31:10,290
+مابدي ال parametric equation المطلوب الرابع مابدي
+
+738
+01:31:10,290 --> 01:31:14,590
+قداش نقطة تقاطع ال line اللي عندك مع ال plane اللي
+
+739
+01:31:14,590 --> 01:31:19,910
+موجود، بقوله بسيط، مانبدأه بالمفتة الأولى أنا مش
+
+740
+01:31:19,910 --> 01:31:24,890
+هانجيب المعادلة التجارية، مابدي متجر يوازي ال line
+
+741
+01:31:24,890 --> 01:31:30,610
+V هذا مابدي يوازي ال line L، مظبوط؟بقوله بسيطة
+
+742
+01:31:30,610 --> 01:31:37,750
+يبقى بده يجيب لو جت أخدت ال P نور P ال vector اللي
+
+743
+01:31:37,750 --> 01:31:43,650
+عندنا يبقى هذا بده يساوي طلع يا بنات ها تلاتة ناقص
+
+744
+01:31:43,650 --> 01:31:49,050
+تلاتة في اتجاه ال I زائد اتنين ناقص واحد في اتجاه
+
+745
+01:31:49,050 --> 01:31:56,910
+ال J زائد ناقص ستة زائد واحد في اتجاه ال Kيبقى بده
+
+746
+01:31:56,910 --> 01:32:05,290
+يساوي طار مع السلامة صار جين ماكس خمسة كيلو طيب
+
+747
+01:32:05,290 --> 01:32:11,730
+سؤال هذا المتجه ينطبق على ال line ال تماما في
+
+748
+01:32:11,730 --> 01:32:17,390
+الفرار الانطباق أو التوازن التال أو the same مظبوط
+
+749
+01:32:17,390 --> 01:32:19,690
+يبقى هذا المتجه
+
+750
+01:32:30,040 --> 01:32:38,080
+أيه؟ تمام تمام، يبقى صار فيه معروف، من مين عندي؟
+
+751
+01:32:38,080 --> 01:32:43,580
+أرنوت، أرنوت، أنا مسحله هو متجه الموضع، من نقطة
+
+752
+01:32:43,580 --> 01:32:48,260
+الأصل مين إلى إحداث النقطة، وين النقطة؟
+
+753
+01:32:56,500 --> 01:33:02,700
+يبقى باجي بقوله ال R node as a vector بده يساوي
+
+754
+01:33:02,700 --> 01:33:09,940
+اللي هو تلاتة في اتجاه I زي G ناقص K يبقى صار ال
+
+755
+01:33:09,940 --> 01:33:16,540
+vector equation ال vector equation اللي هي R of T
+
+756
+01:33:16,540 --> 01:33:20,720
+بده يساوي R node اللي هي تلاتة I
+
+757
+01:33:33,400 --> 01:33:44,060
+J-5K أو بحطه بصيغة أخرى و بقول تلاتة I مافيش غيرها
+
+758
+01:33:44,060 --> 01:33:49,160
+الـJ وTJ يبقى لو أخدت ج عامل مشترك
+
+759
+01:33:56,210 --> 01:34:05,870
+أخدها برا وظل 1 زائد 5t كله في اتجاه ال K يبقى هذا
+
+760
+01:34:05,870 --> 01:34:09,190
+ال vector equation اللي أنا تبعت المطلوب الأول
+
+761
+01:34:09,190 --> 01:34:16,010
+بيداجي للمطلوب التاني نمر بيه نمر بيه قال لي بدك
+
+762
+01:34:16,010 --> 01:34:19,270
+تجيب لي ال parametric equations لل line اللي عندك
+
+763
+01:34:19,270 --> 01:34:20,710
+فقوله D
+
+764
+01:34:29,600 --> 01:34:44,160
+Line and R أظن
+
+765
+01:34:44,160 --> 01:34:48,900
+هذه اللي قدامنا يبقى ماقنعش اللي أنا عوض فيها يبقى
+
+766
+01:34:48,900 --> 01:34:54,660
+هذا ال X بدها تساوي X naught اللي هو إحداث الأول ل
+
+767
+01:34:54,660 --> 01:35:02,600
+P naught يبقى تلاتةأيوة المتجه الماضي هي T0P في
+
+768
+01:35:02,600 --> 01:35:07,780
+اندي I يبقى في Zero يبقى ال V1 ب Zero طارت كتير من
+
+769
+01:35:07,780 --> 01:35:16,140
+أول ال Y بده يساوي Y0 هي بواحد زائد كنتش عند هنا
+
+770
+01:35:16,140 --> 01:35:23,160
+واحد في T جهوب T المعامل تبع جهيل هو بواحد اللي
+
+771
+01:35:23,160 --> 01:35:30,070
+بعدهيساوي مركّبنا هنا z node اللي هو ناقص واحد هنا
+
+772
+01:35:30,070 --> 01:35:36,510
+ناقص خمسة T بالشكل اللي لدينا هذا و بروح فأقول T
+
+773
+01:35:36,510 --> 01:35:43,710
+ماعليهاش قيول أكبر من الثالث infinity وأقل منين من
+
+774
+01:35:43,710 --> 01:35:47,910
+ال infinity وبالتالي انتهيت له من المطلوب التالي
+
+775
+01:35:48,550 --> 01:35:53,050
+مطلوب التالت قال بديش كل ال line كله بدي بس الجزء
+
+776
+01:35:53,050 --> 01:35:56,930
+من عند ال P node لغاية ال P يعني بدي المعادلة ال
+
+777
+01:35:56,930 --> 01:36:02,370
+parameterية للقطعة المستقيمة بقول و الله كويه
+
+778
+01:36:02,370 --> 01:36:10,200
+استنى شويةبدي احدد وين انا عندي P node وعندي P بدي
+
+779
+01:36:10,200 --> 01:36:14,860
+اشوف من خلال المعادلات اللي عندي وقت ايش بحصل على
+
+780
+01:36:14,860 --> 01:36:19,500
+P node ووقت ايش بحصل على P باجي بقول لو كان ال T
+
+781
+01:36:19,500 --> 01:36:26,780
+بزيرو ايش بضل هنا تلاتة واحد امين اخدت P node
+
+782
+01:36:26,780 --> 01:36:30,220
+مظبوط يبقى باجي بقول هنا
+
+783
+01:36:39,190 --> 01:36:44,810
+بتبقى من X نوت و Y نوت و Z نوت بدها تساوينه تلاتة
+
+784
+01:36:44,810 --> 01:36:50,770
+و واحد و سالب واحد اللي موجود عندك تمام طب بتجي
+
+785
+01:36:50,770 --> 01:36:56,430
+النقطة التانية لو حطيتي واحد مثلا لبنان يبقى بيضل
+
+786
+01:36:56,430 --> 01:37:05,190
+هذه تلاتة زي مهين وهذه اتنين وهذه لاقل ستةالثانية
+
+787
+01:37:05,190 --> 01:37:09,150
+مظبوط يبقى أنا بدور الرقم لإن لو عوضت في المعادلات
+
+788
+01:37:09,150 --> 01:37:15,390
+يعطينا النقطة الماضية كويس يبقى لو كان ال T تساوي
+
+789
+01:37:15,390 --> 01:37:22,750
+واحد يبقى then ال X و ال Y و ال Z يعطينا تلاتة و
+
+790
+01:37:22,750 --> 01:37:29,710
+اتنين و سلب ستة هذا النقطة P وهذا النقطة P0 يبقى
+
+791
+01:37:29,710 --> 01:37:33,510
+بتصير المعادلات كتالة يبقى هنا
+
+792
+01:37:45,960 --> 01:37:52,780
+القطع المستقيمة P لا تضع عليها سهم سهم تاني vector
+
+793
+01:37:52,780 --> 01:37:57,700
+يا بتخليها زي ما هي يا بتحط فوق خط عليك بدون سهم
+
+794
+01:37:57,700 --> 01:38:03,860
+القطع المستقيمة يبقى في هذه الحالة بدها الصيمينX
+
+795
+01:38:03,860 --> 01:38:11,820
+تساوي تلاتة وY تساوي واحد زائد T Z تساوي ناقص واحد
+
+796
+01:38:11,820 --> 01:38:17,420
+ناقص خمسة T بس بروح اعطي ال condition اللي انا
+
+797
+01:38:17,420 --> 01:38:24,420
+حصلت عليه T اكبر من او تساوي Zero واقل من او تساوي
+
+798
+01:38:24,420 --> 01:38:29,620
+الواحدشايفين ايش؟ افرجت هذه عن هذه لمعادلة نفس
+
+799
+01:38:29,620 --> 01:38:33,340
+الخلافة سويا في ال condition هذه المعادلة ال
+
+800
+01:38:33,340 --> 01:38:36,100
+parameterية للخط المستقيم هذه المعادلة ال
+
+801
+01:38:36,100 --> 01:38:40,720
+parameterية للقطع المستقيمة ده لأن المطلوب الرابع
+
+802
+01:38:40,720 --> 01:38:44,040
+اللي هاد للنقطة تقاطع
+
+803
+01:38:47,930 --> 01:38:56,790
+مع المستوى XZ كداش معادلة المستوى XZ Y تساوي Zero
+
+804
+01:38:56,790 --> 01:39:02,510
+إذا بدي أجي على Y و أحطها تساوي Zero تمام يبقى
+
+805
+01:39:23,190 --> 01:39:34,470
+Y تساوي ZERO هذا يتطلب ان يكون Y تساوي ZERO تساوي
+
+806
+01:39:34,470 --> 01:39:40,570
+واحد زائد T يبقى T كم تساوي سالب واحد
+
+807
+01:39:44,140 --> 01:39:49,460
+عن سالب واحد في إحداثيات النقط اللي عندنا هذه يبقى
+
+808
+01:39:49,460 --> 01:39:56,560
+شبه الصين X يساوي تلاتة و Y تساوي كدهش؟ Zero ما هي
+
+809
+01:39:56,560 --> 01:40:02,940
+جازة هذا بدهاش شيء تساوي Zero و Z تساوي ناقص واحدة
+
+810
+01:40:05,300 --> 01:40:12,260
+أقصى واحد قد يساوي أربعة وبالتالي point of
+
+811
+01:40:12,260 --> 01:40:27,380
+intersection of the line L with the plane XZ
+
+812
+01:40:27,380 --> 01:40:32,900
+plane as X أو Y
+
+813
+01:40:41,840 --> 01:40:47,860
+يبقى ال X يساوي تلاتة و Zero او أربعة لحد هنا
+
+814
+01:40:47,860 --> 01:40:54,860
+انتهى حل هذا المثال و بانتهاء حل هذا المثال تنتهي
+
+815
+01:40:54,860 --> 01:40:58,760
+محاضرة اليوم و بقيت الأربعة اللي تبقى اللي مالك
+
+816
+01:40:58,760 --> 01:41:06,000
+شغلها للمحاضرة القادمة و ربما تشغل كل المحاضرة
+
+817
+01:41:06,000 --> 01:41:08,520
+القادمة المظلة الأهمية
+
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI_raw.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..639b9ccf2d383a7c3abaa81b765e81f7a14a8eac
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ct7ethd1brI_raw.srt
@@ -0,0 +1,3288 @@
+1
+00:00:00,000 --> 00:00:02,700
+موسيقى
+
+2
+00:00:08,660 --> 00:00:12,420
+أحنا المرة الماضية بدأنا بال cross product و
+
+3
+00:00:12,420 --> 00:00:15,300
+أعطينا ال definition تبع ال cross product ثم
+
+4
+00:00:15,300 --> 00:00:20,480
+أعطينا على ذلك مثالين بنذكر تذكير فقط بالتعريف تبع
+
+5
+00:00:20,480 --> 00:00:25,160
+ال cross product لإنه لازمنا بعد قليل ثم نذهب إلى
+
+6
+00:00:25,160 --> 00:00:28,560
+خواص ال cross product المرة اللي فيها دي كلها لو
+
+7
+00:00:28,560 --> 00:00:34,100
+عدنا two vectors U and ال V عرفنا ال U cross ال V
+
+8
+00:00:34,100 --> 00:00:34,640
+بالطريقة
+
+9
+00:00:51,120 --> 00:00:55,120
+هذا هو الـ definition الأول والـ definition التاني
+
+10
+00:00:55,120 --> 00:01:01,840
+هو أن هذا الكلام بده يساوي ال I والJ والK مركبات
+
+11
+00:01:01,840 --> 00:01:04,320
+ال U1 والU2 والU3
+
+12
+00:01:06,810 --> 00:01:13,410
+هو ال V3 يبقى هو خارج فك المحدد الثلاثي اللي
+
+13
+00:01:13,410 --> 00:01:17,430
+قدامنا هذا هو تعريف مهين ل cross product هذا ما
+
+14
+00:01:17,430 --> 00:01:22,670
+ذكرناه في المحاضرة الماضية وأخذنا على ذلك مثالين
+
+15
+00:01:22,670 --> 00:01:25,950
+الآن بدنا نعطي خواص ل cross product
+
+16
+00:01:41,200 --> 00:01:46,040
+يوجد عدة خواص ما يقارب من عشرة خواص على هذا
+
+17
+00:01:46,040 --> 00:01:51,860
+الموضوع بدنا نبدأ بمفهوم كل خاصية من هذه الخاصية
+
+18
+00:01:51,860 --> 00:01:59,740
+ده باجي بقول لو كان ال U و ال V و ال W are any
+
+19
+00:01:59,740 --> 00:02:07,100
+vectors are any vectors and
+
+20
+00:02:08,970 --> 00:02:19,270
+الـ R و الـ S هما أسكلفون ثم .. ده دي اللي هو
+
+21
+00:02:19,270 --> 00:02:27,470
+النقطة الأولى النقطة الأولى لو قلت أن R في الـ U
+
+22
+00:02:27,470 --> 00:02:33,770
+across الـ S في الـ V هذا الكلام بده يساوي
+
+23
+00:02:38,670 --> 00:02:42,970
+يبقى الـ scalar بيقول اللي مش عارفونا برا فبصير
+
+24
+00:02:42,970 --> 00:02:48,510
+عندي R في S مضروبات بعض برا وفضل عندي ال cross
+
+25
+00:02:48,510 --> 00:02:56,780
+product ما بين ال vectors U وVيعني كأنه حصل ضرب
+
+26
+00:02:56,780 --> 00:03:00,600
+scalar فيه vector cross product ماحصل ضرب scalar
+
+27
+00:03:00,600 --> 00:03:04,380
+فيه vector بقول ال scholars خليكوا برا انتوا و
+
+28
+00:03:04,380 --> 00:03:08,520
+بضرب من ال vectors في بعض و بعدين بضرب فيهم ال
+
+29
+00:03:08,520 --> 00:03:13,780
+scholars اللي عندنا بنتيجة للنقطة الثانية لو روحت
+
+30
+00:03:13,780 --> 00:03:20,600
+قلت you across ال v's edw يبقى هذا اللي هو ال
+
+31
+00:03:20,600 --> 00:03:24,280
+distributive law قانون التوزيع
+
+32
+00:03:29,960 --> 00:03:39,720
+U cross W ترتيب ضروري جدا يبقى اقول U cross V زائد
+
+33
+00:03:39,720 --> 00:03:45,300
+U cross W يبقى هذا التوزيع من جهة الشمال ممكن يكون
+
+34
+00:03:45,300 --> 00:03:52,620
+توزيع من جهة اليمين مثال وذلك لو جيت وقل مثلا V
+
+35
+00:03:52,620 --> 00:03:54,620
+زائد W
+
+36
+00:04:13,270 --> 00:04:18,710
+القانون التوزيع الأيمن أو القانون التوزيع الأيسر
+
+37
+00:04:19,860 --> 00:04:26,820
+بعد ذلك نمرة أربع لو قلت لك V cross ال U هل هذا
+
+38
+00:04:26,820 --> 00:04:33,760
+يساوي U cross ال V أم لا؟ سالب، مش صحيح، مش صحيح
+
+39
+00:04:33,760 --> 00:04:38,640
+ليه؟ لكن الصحيح أنه يساوي بمقدار سالب، السبب في
+
+40
+00:04:38,640 --> 00:04:43,140
+ذلكهذا تعريف لـ cross product فلمّا مداجي أقول له
+
+41
+00:04:43,140 --> 00:04:47,280
+V cross اليوم لاتبقى طالع الصف هذا مكان الصف أنا و
+
+42
+00:04:47,280 --> 00:04:52,020
+الصف هذا مكانها أخدنا خاصية من خاصة المحددات أنه
+
+43
+00:04:52,020 --> 00:04:56,940
+لو بدلت صف مكان صف أو عمود مكان عملت بيبقى قيمة
+
+44
+00:04:56,940 --> 00:05:02,680
+المحدد كما هي بس بإشارة مخالفة وهذا اللي حصل عندنا
+
+45
+00:05:02,680 --> 00:05:08,710
+يبقى U cross ال V يسوي سالب Vcross ال U و هكذا
+
+46
+00:05:08,710 --> 00:05:13,950
+يعني معنى هذا الكلام أن عملية الضرب الاتجاهي
+
+47
+00:05:13,950 --> 00:05:20,970
+للمتجهات is not commutative ليست إبدالية لكن الضغط
+
+48
+00:05:20,970 --> 00:05:25,670
+commutative كانت إبدالية يبقى هالي معناها بينجو
+
+49
+00:05:25,670 --> 00:05:28,970
+سيم بقول not commutative
+
+50
+00:05:33,080 --> 00:05:38,060
+ليست ابدالي طيب هذه الخاصية رائعة روحنا الخاصية
+
+51
+00:05:38,060 --> 00:05:42,820
+الخامسة الخاصية الخامسة بيقول لي ان
+
+52
+00:05:49,920 --> 00:05:56,020
+و Victor ممتاز جدا هذا بده يخليني أتساءل تساؤل
+
+53
+00:05:56,020 --> 00:06:02,100
+يعني طبيعي أني أسأله لما أقول المتجه لو ضربت في
+
+54
+00:06:02,100 --> 00:06:07,240
+نفسه أو في متجه موازي الهو كروس بتبقى الزاوية
+
+55
+00:06:07,240 --> 00:06:08,240
+بينهم كده؟
+
+56
+00:06:20,030 --> 00:06:25,690
+معنى هذا الكلام أن الـ zero will you are parallel
+
+57
+00:06:25,690 --> 00:06:32,130
+vectors يبقى من الآن فساعدني الـ zero عبارة عن
+
+58
+00:06:32,130 --> 00:06:37,100
+vector parallel to any other vectorيبقى هذا معناه
+
+59
+00:06:37,100 --> 00:06:46,120
+إيش؟ فهذا معناه إن الـ zero vector is parallel to
+
+60
+00:06:46,120 --> 00:06:54,580
+any vector طيب لو رجعنا بالذاكرة إلى الوراق لل dot
+
+61
+00:06:54,580 --> 00:06:59,460
+productأثبتنا كمان أن الـ dot أن الـ zero هو الـ
+
+62
+00:06:59,460 --> 00:07:03,340
+dot أن أي vector بدي أعطينا مين الـ zero وبالتالي
+
+63
+00:07:03,340 --> 00:07:08,760
+قلنا أن الـ zero is orthogonal to أي vector إذا
+
+64
+00:07:08,760 --> 00:07:14,180
+الـ zero هو ال vector الوحيدالذي يكون عمودي على أي
+
+65
+00:07:14,180 --> 00:07:18,640
+vector وفي نفس الوقت parallel to any vector يعني
+
+66
+00:07:18,640 --> 00:07:21,440
+بالنسبة لل vector الواحد ال zero بقدر اقول
+
+67
+00:07:21,440 --> 00:07:25,500
+orthogonal لهذا ال vector وفي نفس الوقت parallel
+
+68
+00:07:25,500 --> 00:07:29,680
+لهذا ال vector لأن ال zero vector الطول تبعه يسوى
+
+69
+00:07:29,680 --> 00:07:34,340
+الصفر وممكن تاخده في أي اتجاه بدكي على كذا زي ما
+
+70
+00:07:34,340 --> 00:07:39,140
+بدكي تمام؟ يبقى هذه الخاصية رقم خمسة نجد الخاصية
+
+71
+00:07:39,140 --> 00:07:48,780
+رقم ستةلو قلت لك I cross الـ J هدول two vector بدي
+
+72
+00:07:48,780 --> 00:07:54,680
+أجيب ال cross فيما بينهما، شو بدي يعطيني؟ متجه
+
+73
+00:07:54,680 --> 00:07:58,240
+عمودي على الاتنين، مين المتجه عمودي؟ اللي هو K،
+
+74
+00:07:58,240 --> 00:08:05,000
+يبقى بدي يعطيني K، أليس هذا هو سالب J cross ال I؟
+
+75
+00:08:05,000 --> 00:08:10,120
+يبقى هذا بدي يعطيك كمان، بدي يعطيك K، هكتب لك باقي
+
+76
+00:08:10,120 --> 00:08:14,630
+ال vector، بس إلي خاطرأو خلّيني أخبرك كم هو
+
+77
+00:08:14,630 --> 00:08:19,650
+النتيجة بدون تفكير، كيف؟ يجب أن أقول إن جاءت وخيلت
+
+78
+00:08:19,650 --> 00:08:25,770
+دائرة بهذا الشكل، ودائرة هذه أخذت هنا الـ vector
+
+79
+00:08:25,770 --> 00:08:30,630
+I، هنا ال vector J، هنا ال vector K
+
+80
+00:08:36,710 --> 00:08:40,550
+ماذا سيكون النتيجة اي كروس الجي اوتوماتيك بتعطيك
+
+81
+00:08:40,550 --> 00:08:46,750
+كمين؟ K طيب لو جي تقولش لك هنا جي كروس الكيك
+
+82
+00:08:46,750 --> 00:08:55,090
+بتعطيني السالب كيكروس الجي بتعطيني الاي طيب لو جي
+
+83
+00:08:55,090 --> 00:09:02,050
+تقولش لك هنا كيكروس الاي مين بتعطينا؟ بتعطينا
+
+84
+00:09:02,050 --> 00:09:03,630
+الناقص اي
+
+85
+00:09:07,370 --> 00:09:12,750
+طلعلي اتجاه الدوري اتجاه الدوري واحد I cross ال J
+
+86
+00:09:12,750 --> 00:09:17,470
+بتعطيني K J cross ال K بتعطيني I K cross ال I
+
+87
+00:09:17,470 --> 00:09:25,530
+بتعطيني مين بتعطيني J and لو جهزك I cross ال I
+
+88
+00:09:25,530 --> 00:09:33,550
+Zero طيب أليست هي J cross ال J أليست هي K cross ال
+
+89
+00:09:33,550 --> 00:09:38,990
+K أليست هي ZeroScalar ولا vector يبقى الـ Zero
+
+90
+00:09:38,990 --> 00:09:42,850
+vector هذا Zero scalar بعمله على شكل دائرة صغيرة
+
+91
+00:09:42,850 --> 00:09:47,170
+بس هذا بعمله elongation استقالة يعني قريب من شكل
+
+92
+00:09:47,170 --> 00:09:52,710
+ال ellipse يبقى هذا ال cross في ما بينهما طيب
+
+93
+00:09:52,710 --> 00:09:59,310
+خاصية السبعة لو جيت بُت ل Q cross ال V cross ال W
+
+94
+00:09:59,310 --> 00:10:04,150
+هل هذا الكلام بده يساوي
+
+95
+00:10:07,720 --> 00:10:17,620
+و هل هذول اتنين بيصووا بعض الإجابة لا يبقى هذا ليس
+
+96
+00:10:17,620 --> 00:10:23,480
+صحيحا يبقى هذول المتجه الأول لا يساوي المتجه
+
+97
+00:10:23,480 --> 00:10:30,150
+الثاني يعني عملية ضرب المتجهات اتجاهياis not
+
+98
+00:10:30,150 --> 00:10:37,170
+associative ليست تجميعية أو ليست إدماجية معقول هذا
+
+99
+00:10:37,170 --> 00:10:45,090
+الكلام أثبتلك هذا الكلام for example كمثال على ذلك
+
+100
+00:10:45,090 --> 00:10:54,850
+لو جيت قولتلك I across ال J across ال J على سبيل
+
+101
+00:10:54,850 --> 00:10:59,750
+المثال بدي أشوف كده إيش تساوييبقى هذي I cross
+
+102
+00:10:59,750 --> 00:11:06,290
+الجيه كده شباب الات K يبقى K cross الجيه K cross
+
+103
+00:11:06,290 --> 00:11:15,970
+الجيه تعطي كده سالب I يبقى هذه سالب I فات ولكن ال
+
+104
+00:11:15,970 --> 00:11:22,060
+I cross الجيه cross الجيهلازم يبدأ المخطط ضرب هذا
+
+105
+00:11:22,060 --> 00:11:26,460
+يدخل ضرب هذا للتامة هذول مع بعض يبقى j cross الجيب
+
+106
+00:11:26,460 --> 00:11:32,320
+قداش if I cross ال zero اللي هو قداش ال zero هل ال
+
+107
+00:11:32,320 --> 00:11:39,800
+zero يسوي ناقص I طبعا لأ إذا من الأن فصاعدا عملية
+
+108
+00:11:39,800 --> 00:11:46,190
+cross product is not associatedعملية زي التجميعية
+
+109
+00:11:46,190 --> 00:11:52,770
+أو ليست إدماجية يبقى هذا باختصار بنقول العملية هذه
+
+110
+00:11:52,770 --> 00:11:59,810
+not associative يبقى
+
+111
+00:11:59,810 --> 00:12:05,770
+ليست تجميعية ندل الخاصية التامة يبقى الخاصية
+
+112
+00:12:05,770 --> 00:12:13,270
+التامة لو بدي أجيب طول ال U cross ال Bالمتجه هذا
+
+113
+00:12:13,270 --> 00:12:18,910
+بدي أعرف قد إيش طوله يبقى هذا الكلام بده يساوي طول
+
+114
+00:12:18,910 --> 00:12:26,750
+ال U في طول ال V في sine الزاوية ثيتا في طول متجه
+
+115
+00:12:26,750 --> 00:12:34,210
+الوحدة Nطيب طول متجه الوحدة N كده شو ساوي واحد
+
+116
+00:12:34,210 --> 00:12:39,590
+صحيح إذا هذا الكلام بدي أعطيله طول ال U في طول ال
+
+117
+00:12:39,590 --> 00:12:46,170
+V في صيني الزاوية θية طيب stop شوية تعني اتفهم
+
+118
+00:12:46,170 --> 00:12:50,650
+هندسيا كده هذا المقتار بدي أساوي من الناحية
+
+119
+00:12:50,650 --> 00:12:57,770
+الهندسية فلو جهت تخيل أن عند هنا هذا المتجه U و
+
+120
+00:12:57,770 --> 00:13:05,370
+هذا المتجه V كان بالشكلإتنين حصروا بينهم زاوية
+
+121
+00:13:05,370 --> 00:13:11,290
+مقدارها ثيتا تمام؟
+
+122
+00:13:11,290 --> 00:13:18,830
+طيب، بتاجي أشوف لو روحت كملت متوازل أضلاع اللي
+
+123
+00:13:18,830 --> 00:13:23,250
+الحرفين تبعته أو الضلاين بتاعته اللي مرسمات يبقى
+
+124
+00:13:23,250 --> 00:13:26,770
+حاجة أرسم من هنا موازي للمتجهيون
+
+125
+00:13:34,050 --> 00:13:39,830
+يبقى صار عندنا متوازي أضلاء، كداش يا بنات مساحة
+
+126
+00:13:39,830 --> 00:13:45,970
+متوازل أضلاء، تبع الإبتدائي، معلومة إبتدائي، مساحة
+
+127
+00:13:45,970 --> 00:13:53,150
+متوازل أضلاء، طول الارتفاع،
+
+128
+00:13:53,150 --> 00:13:56,470
+اقادة في الارتفاع، اقادة في الارتفاع، اقادة في
+
+129
+00:13:56,470 --> 00:13:56,470
+الارتفاع، اقادة في الارتفاع، اقادة في الارتفاع،
+
+130
+00:13:56,470 --> 00:13:56,870
+اقادة في الارتفاع، اقادة في الارتفاع، اقادة في
+
+131
+00:13:56,870 --> 00:13:57,210
+الارتفاع، اقادة في الارتفاع، اقادة في الارتفاع،
+
+132
+00:13:57,210 --> 00:13:58,150
+اقادة في الارتفاع، اقادة في الارتفاع، اقادة في
+
+133
+00:13:58,150 --> 00:14:06,800
+الارتفاع، اقادةبعدين بنزل من هنا عمود على متوازن
+
+134
+00:14:06,800 --> 00:14:12,980
+أضلاع طيب نتكلم بلغة حساب المثلثات أنا عندى الآن
+
+135
+00:14:12,980 --> 00:14:18,800
+مثلث قائم الزاوية الدلع الأزرق هذا قداش يسوي بدلال
+
+136
+00:14:18,800 --> 00:14:25,900
+الطول ال V والزاوية θ كساين
+
+137
+00:14:25,900 --> 00:14:27,960
+ولا ساين مقابل هذا
+
+138
+00:14:33,460 --> 00:14:39,560
+السؤال اليكم المتجه يو الطول تبعه مش هو عبارة عن
+
+139
+00:14:39,560 --> 00:14:44,680
+طول القاعدة تبعت متوازن أضلاع والخط الأزرق العمودي
+
+140
+00:14:44,680 --> 00:14:48,740
+اللي لقاله راسه منازل عليه أليس هو ارتفاع متوازن
+
+141
+00:14:48,740 --> 00:14:55,100
+أضلاع إذا طول ال V في الصين الزاوية تتفي طول ال U
+
+142
+00:14:55,100 --> 00:15:03,250
+مش هو هذا يبقى معناه هذا الكلام أن المقدارتبع طول
+
+143
+00:15:03,250 --> 00:15:09,830
+المتجه الـ U cross الـ V عملياً هو عبارة عن مساحة
+
+144
+00:15:09,830 --> 00:15:15,290
+متوازف أطلاع الصحيحة اللي أطلعوا او الـ two sides
+
+145
+00:15:15,290 --> 00:15:20,990
+تبعته ال vectors U و V يبقى هذا الكلام بده يساوي
+
+146
+00:15:20,990 --> 00:15:27,710
+the area of the parallel
+
+147
+00:15:30,830 --> 00:15:40,970
+Parallelogram يعني متوازن أطلاع determined والمحدد
+
+148
+00:15:40,970 --> 00:15:56,430
+by the by the vectors U and Lيبقى عملياً هذا معناه
+
+149
+00:15:56,430 --> 00:16:02,890
+مساحة متوازن أطباع اللي ضلعيه المتجاورين اللي هم
+
+150
+00:16:02,890 --> 00:16:09,830
+ال vector u و ال vector v طيب نهج الآن لكتابة ال
+
+151
+00:16:09,830 --> 00:16:18,830
+cross productive ثلاثي بطريقة جديدة يعني
+
+152
+00:16:18,830 --> 00:16:22,270
+بدي أحاول أرغب الآن ما بين ال cross productive
+
+153
+00:16:26,950 --> 00:16:32,410
+يبقى بداخله خاصية رقم تسعة، خاصية رقم تسعة بتقول
+
+154
+00:16:32,410 --> 00:16:33,370
+ما ياتي
+
+155
+00:17:16,720 --> 00:17:23,660
+يبقى هذه وسيلة كيف احسب الضرب الثلاثي باستخدام
+
+156
+00:17:23,660 --> 00:17:30,710
+الضرب القياسيطيب سؤال انت قال هنا dot و dot هذا
+
+157
+00:17:30,710 --> 00:17:34,930
+حاصل ضرب اتجاهي بطلعليه متجه ولا بطلعليه كمية
+
+158
+00:17:34,930 --> 00:17:41,930
+قياسية؟ حاصل ضرب اتجاه بطلعليه متجه هذا متجه ولا
+
+159
+00:17:41,930 --> 00:17:48,110
+لا؟ متجه لأن هذا رقم مضروب في متجه وهذا رقم مضروب
+
+160
+00:17:48,110 --> 00:17:52,390
+في متجه هو طرح الاتنين من بعض يبقى طرح two vectors
+
+161
+00:17:52,390 --> 00:17:54,770
+بيعطينا مام vector جديد
+
+162
+00:18:00,560 --> 00:18:05,700
+اللي لو بده اروح احسبه بوسطة المحددات هيطلع روحي
+
+163
+00:18:05,700 --> 00:18:10,520
+اللي بده احسب حصل ضرب اول متجهين واروح افكر محدد
+
+164
+00:18:10,520 --> 00:18:14,760
+بده يطلع ليه متجه جديد اجيب المحدد للمتجه الجديد
+
+165
+00:18:14,760 --> 00:18:18,300
+مع المتجه اللي ضع عليه الصفر ولا جدر لكن لما اجيب
+
+166
+00:18:18,300 --> 00:18:22,900
+ال dot product مباشر ما بين ال U و ال W و اضربه في
+
+167
+00:18:22,900 --> 00:18:27,220
+V و ال dot هنا و اضربه فيه و اطرح التين مع بعضأسهل
+
+168
+00:18:27,220 --> 00:18:33,620
+يقصير احتمال الخطأ أقل كثيرا من حاصل الضرب الاتجاه
+
+169
+00:18:33,620 --> 00:18:40,280
+تمام طيب ضايلة خاصية و الخاصية هذه very important
+
+170
+00:18:40,280 --> 00:18:50,680
+كذلك مهمة خاصية رقم عشرة بيقول the volume of
+
+171
+00:18:50,680 --> 00:18:55,860
+the parallel قاعد
+
+172
+00:19:00,500 --> 00:19:08,040
+provide determined determined
+
+173
+00:19:08,040 --> 00:19:17,000
+by والمحدد بال vectors U
+
+174
+00:19:17,000 --> 00:19:22,220
+وV وW S
+
+175
+00:19:50,670 --> 00:19:52,410
+مرة اتنى
+
+176
+00:20:17,970 --> 00:20:22,290
+بقول the volume of the parallel pipe، حجم متوازي
+
+177
+00:20:22,290 --> 00:20:26,490
+الصطوح، متوازي الصطوح يا بنات هو عبارة عن متوازي
+
+178
+00:20:26,490 --> 00:20:32,330
+مستطيلات، بس جميع أوجهه متوازيات الأطلاع وليست
+
+179
+00:20:32,330 --> 00:20:36,650
+مستطيلات، يعني لو تخيلنا أن الغرفة اللي عندناها دي
+
+180
+00:20:36,650 --> 00:20:40,170
+ضابطة عليها من الناحية التانية، يبقى القاعدة من
+
+181
+00:20:40,170 --> 00:20:44,520
+هنا وخاسير من الوين، من الناحية التانيةمتوازي
+
+182
+00:20:44,520 --> 00:20:46,860
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+183
+00:20:46,860 --> 00:20:48,600
+متوازي أطباع متوازي أطباع متوازي أطباع متوازي
+
+184
+00:20:48,600 --> 00:20:49,160
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+185
+00:20:49,160 --> 00:20:52,220
+متوازي أطباع متوازي أطباع متوازي أطباع متوازي
+
+186
+00:20:52,220 --> 00:20:54,720
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+187
+00:20:54,720 --> 00:20:59,140
+متوازي أطباع متوازي أطباع متوازي أطباع متوازي
+
+188
+00:20:59,140 --> 00:20:59,240
+أطباع متوازي أطباع متوازي أطباع متوازي أطباع
+
+189
+00:20:59,240 --> 00:21:05,540
+متوازي أطباع متوازي أطباع متوازي أطب
+
+190
+00:21:11,720 --> 00:21:16,400
+بحط مراكبات المتجه الأول مراكبات المتجه الثاني
+
+191
+00:21:16,400 --> 00:21:22,280
+مراكبات المتجه التالت و بفك المحدد بطلع لقداش قيمة
+
+192
+00:21:22,280 --> 00:21:27,800
+حجم متوازس و طوح و كذا لقداش فك المحدد السؤال هو
+
+193
+00:21:27,800 --> 00:21:35,120
+هل هناك شكل آخر لهذه آه نعم بدل الشكل شكلين كيف
+
+194
+00:21:35,120 --> 00:21:36,240
+يساوي
+
+195
+00:21:42,430 --> 00:21:48,150
+يبقى اخر واحد مين يبقى
+
+196
+00:21:48,150 --> 00:21:52,950
+double u dot يبقى ده هيخش جوا بصير ال u cross ال v
+
+197
+00:21:52,950 --> 00:21:57,790
+لو حسبت هذا عدديا كدهش بلاقي الكلام اللي قدامنا
+
+198
+00:21:57,790 --> 00:22:03,230
+هذا طيب هذا الكلام بده يساوي هدي اعمل نفس الدهرة
+
+199
+00:22:03,230 --> 00:22:10,360
+يبقى ال v بدي اجيبه وين؟ في الأولو هيخش جوا و
+
+200
+00:22:10,360 --> 00:22:18,700
+cross ال U طيب يمكن تسأل من أين لك هذا؟ من أين جبت
+
+201
+00:22:18,700 --> 00:22:24,010
+المعلومة هذه؟أقولها بسيطة جدا من المحددات من خلاص
+
+202
+00:22:24,010 --> 00:22:28,270
+المحددات لمن أعمل الخطوة اللي عندها دي يعني إيش
+
+203
+00:22:28,270 --> 00:22:35,370
+سويت بتجيبت هذا الصف خلته من الصف الأول و U واحد
+
+204
+00:22:35,370 --> 00:22:41,090
+نزلته مكانه هي الخطوة اللي جت نشرت من سالم صار ال
+
+205
+00:22:41,090 --> 00:22:46,050
+W فوق و ال U تحت لكن أنا عندي هنا ال U وين بتكون
+
+206
+00:22:46,050 --> 00:22:51,450
+فالنص بتبدل الصف هذا مع هذايبقى جاتني كمان إشارة
+
+207
+00:22:51,450 --> 00:22:55,390
+سالب، سالب بسالب، الموجة بيبقى من هنا، جات
+
+208
+00:22:55,390 --> 00:23:01,030
+القيمتان مثل بعضيهم، وهكذا بالنسبة لماين للنقطة
+
+209
+00:23:01,030 --> 00:23:07,850
+الثالثة طيب، هذا الكلام أنت هجبتنا أو شرحتنا كيف
+
+210
+00:23:07,850 --> 00:23:12,310
+التلاتة هدول بيسووا بعض، مظبوط، لكن كيف هذا
+
+211
+00:23:12,310 --> 00:23:17,520
+بيعطيني حجم متوازى السطوح؟مش هذا الكلام؟ ايوة
+
+212
+00:23:17,520 --> 00:23:22,880
+بنقولك بسيطة جدا تعالى نرسم متوازي سطوح ونجيب حجمه
+
+213
+00:23:22,880 --> 00:23:27,720
+ونثبت ان الحجم هو الكلام اللى احنا قلناه هذا تمام؟
+
+214
+00:23:27,720 --> 00:23:28,400
+كيف؟
+
+215
+00:23:42,120 --> 00:23:46,880
+يبقى متوازيزة U هذا .. هذا بيظهر ليه بيكون بالشكل
+
+216
+00:23:46,880 --> 00:23:52,600
+اللي عندنا هذا بيظهرش و هذا بيجيني هيك و هذا هيك و
+
+217
+00:23:52,600 --> 00:23:59,620
+هذا هيك لو جيت قولتلك هذا هو المتجه U و هذا هو
+
+218
+00:23:59,620 --> 00:24:08,260
+المتجه V و هذا هو المتجه W يبقى كأنه يعني هذا
+
+219
+00:24:08,260 --> 00:24:14,310
+المتجه Uو هذا V و هذا W كوّن للغرفة اللي احنا فيها
+
+220
+00:24:14,310 --> 00:24:19,810
+يبقى المنتجات التلاتة كوّنت ليها اللي هو متوازس
+
+221
+00:24:19,810 --> 00:24:25,590
+سطوح بدأ أجيب حجم متوازس سطوح حجم متوازس سطوح كما
+
+222
+00:24:25,590 --> 00:24:29,770
+درسته في المرحلة الثانوية و خاصة في أولى الثانوي
+
+223
+00:24:29,770 --> 00:24:33,750
+أو الصف العاشر مساحة القاعدة
+
+224
+00:24:39,060 --> 00:24:44,320
+بالارتفاع باجي بقول كويس طيب بده اجي بالارتفاع لو
+
+225
+00:24:44,320 --> 00:24:49,640
+عملت cross product ما بين ال U و ال V بده يطلع
+
+226
+00:24:49,640 --> 00:24:55,680
+متجه عمودي على كل من U و V إذا لو جيت قلت هذا
+
+227
+00:24:55,680 --> 00:25:04,590
+المتجه اللي هو U cross ال Vيبقى هذا عمودي على كل
+
+228
+00:25:04,590 --> 00:25:12,390
+من V وعمودي على U لكن مع W راح عمل زاوية مقدرها
+
+229
+00:25:12,390 --> 00:25:21,190
+كم؟ مقدرها ثيتا تمام هذا خط في المستوى اللي فوق
+
+230
+00:25:21,190 --> 00:25:23,550
+مدته
+
+231
+00:25:26,750 --> 00:25:30,330
+لأن هذا عمودي على القاعدة اللي تحت، إذا عمودي على
+
+232
+00:25:30,330 --> 00:25:35,970
+القاعدة اللي فوق الموازية لها، كويس، كدهش هذا من
+
+233
+00:25:35,970 --> 00:25:42,370
+هنا إلى هنا بدات الأرتفاع، أليس هو طول الـW في Cos
+
+234
+00:25:42,370 --> 00:25:48,230
+الزاوية ثانية؟ صح؟يبقى هذا هو طول ال W في ال
+
+235
+00:25:48,230 --> 00:25:53,850
+cosine الزاوية تتاعي، إذا أنا لو جيت الآن بدي أجيب
+
+236
+00:25:53,850 --> 00:25:58,770
+حصل الضرب اللي عندي ال volume يبقى ال volume اللي
+
+237
+00:25:58,770 --> 00:26:06,470
+أنا بقول عنه بدي يسوي مساحة القاعدة آه لكروسكرودك
+
+238
+00:26:06,470 --> 00:26:11,210
+كده قبل قليل كنت لما أضرب الكروسكرودك إلى ال two
+
+239
+00:26:11,210 --> 00:26:16,000
+vectors بيعطيني مساحة من المتوازن أضغطإذا مساحة
+
+240
+00:26:16,000 --> 00:26:22,980
+متوازن أضلع هو عبارة عن طول ل cross product U
+
+241
+00:26:22,980 --> 00:26:30,540
+cross V هذه مساحة القاعدة الارتفاع البعد هذا اللي
+
+242
+00:26:30,540 --> 00:26:37,840
+هو طول W في cosine الزاوية تتا يبقى طول المتجه
+
+243
+00:26:37,840 --> 00:26:41,940
+الأول في طول المتجه التاني في cosine الزاوية تتا
+
+244
+00:26:41,940 --> 00:26:44,400
+هذا يا بنات الارتفاع
+
+245
+00:26:48,390 --> 00:26:54,930
+قول المتجه U×V يمثل مساحة قاعدة متوازن أطلاع اللي
+
+246
+00:26:54,930 --> 00:27:03,040
+هي المساحة المظللة اللي عندهاطبعا ال W أو طول ال W
+
+247
+00:27:03,040 --> 00:27:08,000
+في Cos زوايا تيتا يمثل البعد العمودي بين القاعدتين
+
+248
+00:27:08,000 --> 00:27:14,440
+المتوازيتين طيب مش هذا هو معناه ال dot product ولا
+
+249
+00:27:14,440 --> 00:27:18,460
+لا طول المتجه الأول فطول المتجه في Cos اللي هو طول
+
+250
+00:27:18,460 --> 00:27:22,580
+اللي هو مين تعريف ال dot product يبقى هذا بده
+
+251
+00:27:22,580 --> 00:27:27,060
+يساوي U cross ال V dot W
+
+252
+00:27:29,430 --> 00:27:34,250
+U cross ال V dot ال W والله ال W dot U cross ال V
+
+253
+00:27:34,250 --> 00:27:41,230
+اتنين are commutative وينها هي صح ولا لا يبقى هذه
+
+254
+00:27:41,230 --> 00:27:47,130
+هذه هذه هي ال volume of the parallel pipe واضحة
+
+255
+00:27:47,130 --> 00:27:53,050
+الصورة خلاص الآن انتهى الجزء ال another يتبع ال
+
+256
+00:27:53,050 --> 00:27:58,180
+section وبدنا نعطي أمثلة على الخواصالعشر اللي
+
+257
+00:27:58,180 --> 00:28:04,080
+سمعتوها و اللي شفتوها قبل قليل حد بتحب تسأل اي
+
+258
+00:28:04,080 --> 00:28:08,980
+سؤال قبل ان نذهب الى الأمثلة احنا جاهزين نسمع و
+
+259
+00:28:08,980 --> 00:28:14,180
+نرد كمان اه في اي تسؤال يا بلال؟ و ايه اللي
+
+260
+00:28:14,180 --> 00:28:20,580
+بتحكيها؟ المتوازي
+
+261
+00:28:20,580 --> 00:28:23,100
+السطوح الخط العمودي
+
+262
+00:28:26,150 --> 00:28:31,370
+هذا .. خلّيني أقولك الاتنين كيف .. لما ناجي أقول U
+
+263
+00:28:31,370 --> 00:28:36,290
+cross ال V يعطيني متجه عمودي على من؟ على الاتنين،
+
+264
+00:28:36,290 --> 00:28:40,350
+إذا هذا U cross ال V متجه عمودي على ال two
+
+265
+00:28:40,350 --> 00:28:44,550
+vectors، يعني عمودي على القاعدة تبعتهم، صح؟ إذا
+
+266
+00:28:44,550 --> 00:28:49,130
+العمودي على القاعدة وين؟ الموازية اللي فوق كذلك،
+
+267
+00:28:49,130 --> 00:28:51,910
+مستوى المتوازن العمودي على المستوى الأول هو
+
+268
+00:28:51,910 --> 00:28:54,310
+العمودي على المستوى التاني، زي ما أقولك السقف
+
+269
+00:28:54,310 --> 00:28:58,220
+والأرضعندك ال corner اللي هنا عمودي على اللي فوق
+
+270
+00:28:58,220 --> 00:29:01,540
+إذا عمودي على القاعدة الموازية لها، إذا هذا عمودي
+
+271
+00:29:01,540 --> 00:29:05,200
+على كل من القاعدة اللي فوق والقاعدة اللي داتمام
+
+272
+00:29:05,200 --> 00:29:10,300
+هذا الخط اللى رسمته خط في مستوى القعدة الهوج زى ما
+
+273
+00:29:10,300 --> 00:29:14,660
+أقولك القطر تبع متوازى الأضاعة اللى عندنا هذا
+
+274
+00:29:14,660 --> 00:29:17,740
+عمودي على المستوى إذا كان عمودي على أي مستقيم
+
+275
+00:29:17,740 --> 00:29:22,820
+موجود في هذا المستوى صح إذا هذا عمودي على أي
+
+276
+00:29:22,820 --> 00:29:26,080
+مستقيم موجود في هذا المستوى إذا الخط الأزرق هذا خط
+
+277
+00:29:26,080 --> 00:29:30,620
+موجود في المستوى اللى فوق إذا عمودي عليه صحيح
+
+278
+00:29:30,620 --> 00:29:37,140
+أجبنا أظن تسأل أي سؤال تانىطيب نذهب الان الى
+
+279
+00:29:37,140 --> 00:29:48,240
+الأمثل او examples اول
+
+280
+00:29:48,240 --> 00:29:55,220
+مثال بيقول consider the vectors consider the
+
+281
+00:29:55,220 --> 00:29:57,220
+vectors
+
+282
+00:30:03,630 --> 00:30:13,130
+خمسة I ناقص J زائد K والمتجه زائد K والمتجه الثاني
+
+283
+00:30:13,130 --> 00:30:21,270
+اللي هو فيه يساوي J ناقص خمسة K والمتجه التالي W
+
+284
+00:30:21,270 --> 00:30:25,690
+بده يساوي ناقص خمستاشر I
+
+285
+00:30:39,200 --> 00:30:49,000
+show that ال U و ال V and ال W are parallel
+
+286
+00:30:49,000 --> 00:30:52,020
+المطلوب
+
+287
+00:30:52,020 --> 00:31:01,200
+التاني number V هو show that ال U و ال V and ال W
+
+288
+00:31:01,200 --> 00:31:02,840
+are coplanar
+
+289
+00:31:25,040 --> 00:31:30,800
+سؤال مرة تانية، يعطيني ثلاث متجهات، المطموع
+
+290
+00:31:30,800 --> 00:31:35,440
+بالأول، قال لي بييل لي أن ال U و ال W are
+
+291
+00:31:35,440 --> 00:31:40,000
+parallel، وبعدها بييل لي أن التلت متجهات co-planar
+
+292
+00:31:40,000 --> 00:31:45,740
+يعني تقع في مستوى واحد، جاء من كلمة plane، مستوى
+
+293
+00:31:45,740 --> 00:31:48,440
+ال co-planar يعني تقع كل التلاتة
+
+294
+00:31:53,640 --> 00:32:00,680
+تجه الـ UWR Parallel والله بسيطة إحنا بنقدر نثبت
+
+295
+00:32:00,680 --> 00:32:05,460
+هذا الكلام بأكتر من طريقة إحدى الطرق أخدناها في
+
+296
+00:32:05,460 --> 00:32:08,960
+تاني ستشن يوم أخدنا الـ two-vectors والـ two
+
+297
+00:32:08,960 --> 00:32:13,300
+-vectors are parallel إذا كان واحد فيهم مضاعفات
+
+298
+00:32:13,300 --> 00:32:19,580
+الآخر لكن هنا الـ cross product إذا طلع ال cross
+
+299
+00:32:19,580 --> 00:32:22,460
+product بـ0 فيجب أن يكون
+
+300
+00:32:27,980 --> 00:32:30,600
+هو اخرد النظر ما بين ال U و ال V
+
+301
+00:32:34,410 --> 00:32:41,270
+المشترك ناقص ثلاثة من ال W بظل عندي خمسة I ناقص J
+
+302
+00:32:41,270 --> 00:32:48,330
+زائد K والمتجه U إذا أصبح ال W يسوى ناقص ثلاثة U
+
+303
+00:32:48,330 --> 00:32:53,090
+يبقى اتنين R تلاني تمام هذا اللي هو الحل الأول
+
+304
+00:32:53,090 --> 00:32:58,790
+اللي احنا متعرف عليه سابقا من section 12-2 تمام
+
+305
+00:32:58,790 --> 00:33:01,510
+لكن احنا بنروح نحل بلغات
+
+306
+00:33:24,360 --> 00:33:32,020
+تلاتة ناقص تلاتة و أيه الساعة I فيه نشطه بصفه و
+
+307
+00:33:32,020 --> 00:33:40,360
+عموده تلاتة ناقص تلاتة Zero يبقى هاي Zero ناقص J
+
+308
+00:33:40,360 --> 00:33:49,280
+فيه نشطه بصفه و عموده ناقص خمستاش زائد خمستاش يبقى
+
+309
+00:33:49,280 --> 00:33:49,880
+Zero
+
+310
+00:33:59,640 --> 00:34:07,620
+يبقى الناتج كله يساوي ال zero vector يبقى معناه
+
+311
+00:34:07,620 --> 00:34:12,720
+هذا الكلام ان اتنين مالهم are parallel يبقى هنا ال
+
+312
+00:34:23,660 --> 00:34:28,140
+طيب هذا المطلوب الأول اللي هو A بالداخل المطلوب
+
+313
+00:34:28,140 --> 00:34:33,500
+التاني اللي هو B قاللي اثبتلي ان التلاتة هدول are
+
+314
+00:34:33,500 --> 00:34:38,680
+coplanar يعني ايش coplanar يعني التلاتة لو رسمتم
+
+315
+00:34:38,680 --> 00:34:46,180
+بدهم ييجوا في مستوى واحد بقوله اه عملتنا بسيطة لو
+
+316
+00:34:46,180 --> 00:34:47,500
+أخدت اي اتنين
+
+317
+00:34:51,960 --> 00:34:56,340
+واحد عمودي على الإتنين يعني عمودي على مستويمة، إذا
+
+318
+00:34:56,340 --> 00:35:01,820
+نقشعو لابته بالتالت، عمودي عليه يعني اضطط برادك مع
+
+319
+00:35:01,820 --> 00:35:02,600
+جدالي
+
+320
+00:35:15,130 --> 00:35:20,030
+التلاتة are coordinate وضعت الصورة، بقول مرة
+
+321
+00:35:20,030 --> 00:35:27,230
+تانية، أنا عندي تلاتة متجرات أنا
+
+322
+00:35:27,230 --> 00:35:34,050
+عندي تلاتة vectors، كويس؟ أكيد يا دانيال أقول كلام
+
+323
+00:35:34,050 --> 00:35:34,570
+من المقارنة
+
+324
+00:35:44,090 --> 00:35:49,530
+عملت cross product ما بين اتنين هدول بيطلع المتجه
+
+325
+00:35:49,530 --> 00:35:54,410
+العمودي على مين؟ على كل مل اتنين بالشكل اللي عندها
+
+326
+00:35:54,410 --> 00:35:59,490
+بيصير هذا شو علقته ايه بو؟ عمودي عليه، لو عملت dot
+
+327
+00:35:59,490 --> 00:36:03,830
+product ما بين الجلم الأخضر و جلم الأحمر بيطلع
+
+328
+00:36:03,830 --> 00:36:09,730
+كده؟ zero إذا لو عملت ضربي الثلاثي لإحدى الخاص
+
+329
+00:36:09,730 --> 00:36:10,710
+اللي موجود عندك
+
+330
+00:36:17,670 --> 00:36:24,390
+يبقى كلها تقع في مستوى واحد، إذا أنا U cross W
+
+331
+00:36:24,390 --> 00:36:30,830
+جاهز عندي، صح ولا لأ؟ يبقى بندقش يقول لو أخد U
+
+332
+00:36:30,830 --> 00:36:40,440
+cross و لو أخد V dot U cross Wمش هيك أسهللي بدل ما
+
+333
+00:36:40,440 --> 00:36:45,340
+أحط مقادير و أقعد أجمع يبقى هذا الكلام بده يساوي v
+
+334
+00:36:45,340 --> 00:36:52,360
+dot zero vector من وين هذا جبته from part a يبقى
+
+335
+00:36:52,360 --> 00:37:00,840
+هذا الكلام from part a هذا الكلام بده يساوي قداشر
+
+336
+00:37:00,840 --> 00:37:02,640
+ال zero scalar
+
+337
+00:37:06,400 --> 00:37:10,260
+مدام حصل الضرب الثلاث اللي يساوي Zero يبقى التلاتة
+
+338
+00:37:10,260 --> 00:37:20,360
+معاهم Arcoplana يبقى this means that ال U و ال V
+
+339
+00:37:20,360 --> 00:37:30,660
+and ال W are Arcolana Good
+
+340
+00:37:30,660 --> 00:37:36,220
+exercise لكبس عمليش زي هيك، يفجأ روح اخدلي بحاصل
+
+341
+00:37:36,220 --> 00:37:40,920
+الضرب الثلاثي، حط المراتبات التلاتة تبعتهم، حسب
+
+342
+00:37:40,920 --> 00:37:43,140
+الخاصية اللي عندك، انا باعرف حصة اربعة، حصة تمانية
+
+343
+00:37:43,140 --> 00:37:48,380
+ولا تسعة، انا شوف الخاصية اللي عندك، كداش رقمها،
+
+344
+00:37:48,380 --> 00:37:52,840
+تسعة، المهم حطيلي الخاصية دي، وعوض فيها، وفك
+
+345
+00:37:52,840 --> 00:37:57,120
+المحدث لازم يطلع معاك كداش، صفر، يفجأ ده a good
+
+346
+00:37:57,120 --> 00:37:57,800
+exercise
+
+347
+00:38:12,200 --> 00:38:13,500
+المثال الثاني
+
+348
+00:38:39,590 --> 00:38:47,730
+الـ R هي عبارة عن النقطة Zero و اتنين و واحد بي
+
+349
+00:38:47,730 --> 00:38:57,470
+points بي points and space يبقى دول تلات نقاط في
+
+350
+00:38:57,470 --> 00:39:03,770
+الفرار المطلوب الأول number A find a unit vector
+
+351
+00:39:03,770 --> 00:39:08,450
+find a unit vector
+
+352
+00:39:10,180 --> 00:39:13,060
+متجة واحدة perpendicular to the plane
+
+353
+00:39:13,060 --> 00:39:17,060
+perpendicular
+
+354
+00:39:17,060 --> 00:39:27,300
+to the plane عمودي على المتجة of .. على المستوى of
+
+355
+00:39:27,300 --> 00:39:36,600
+the given point المطوب التالي number B will find
+
+356
+00:39:36,600 --> 00:39:38,180
+the area of the triangle
+
+357
+00:39:59,400 --> 00:40:02,300
+مين الساعة ده؟ ايو
+
+358
+00:40:16,840 --> 00:40:21,920
+جهان يا أخي يا جهان والكلام للسامعين احنا طلعنا u
+
+359
+00:40:21,920 --> 00:40:27,700
+cross w لو قداش بزينه وقال اثبتلي ان المتجهات
+
+360
+00:40:27,700 --> 00:40:32,040
+التلاتة are coplanar روحت مثلته لك تمثيل وقالتك لو
+
+361
+00:40:32,040 --> 00:40:34,380
+عندي متجهين هدول فيهم
+
+362
+00:40:42,420 --> 00:40:48,940
+يعني عمودي على مستويهما، يعني عمودي على أي متجه
+
+363
+00:40:48,940 --> 00:40:52,440
+موجود في هذا المستوى، إذا عمودي على مين؟ على
+
+364
+00:40:52,440 --> 00:40:57,280
+المتجه التالي، مدام عمودي على المتجه التالتي، بضبط
+
+365
+00:40:57,280 --> 00:41:00,100
+قرادك ما بين اتنين المداطين اللي قدامك
+
+366
+00:41:04,240 --> 00:41:09,740
+أعملت الـ dot product ما بين ال V و U cross W طبعا
+
+367
+00:41:09,740 --> 00:41:16,520
+يمكن تسأليني ليش ما قلتش U ضد ال V cross W صح؟
+
+368
+00:41:16,520 --> 00:41:20,380
+بقولك هاد والله هاد الأثنين are the same لأن U
+
+369
+00:41:20,380 --> 00:41:24,520
+cross W محسوبة عندي قبل فبدأ أستخدمها وبالتالي
+
+370
+00:41:24,520 --> 00:41:29,340
+بيسأل علي من الشغل اللي عندنا عرفت كده؟ اللي بيقول
+
+371
+00:41:29,340 --> 00:41:32,680
+أنا عملت ال dot product طالع Zero إذا هذا الكلام
+
+372
+00:41:32,680 --> 00:41:33,140
+بيحصل
+
+373
+00:41:38,860 --> 00:41:45,080
+نجلس سؤالنا التالي نعطيه تلت نقاط في الفرار وقال
+
+374
+00:41:45,080 --> 00:41:50,680
+هاتلي متجه واحدة عمودي على المستوى اللذي يحتوي على
+
+375
+00:41:50,680 --> 00:41:55,900
+هذه التلات نقاط بجيب أقوله كويس إذا النقطة الأولى
+
+376
+00:41:55,900 --> 00:42:02,020
+لو قلت هذه النقطة هي P اللي لحداتي تبعها واحد سالب
+
+377
+00:42:02,020 --> 00:42:09,540
+واحد واثنينوالنقطة هذه هي نقطة Q الإحداثي تبعها 2
+
+378
+00:42:09,540 --> 00:42:16,460
+و0 نقص واحد والنقطة التالتة هي R الإحداثي تبعها 0
+
+379
+00:42:16,460 --> 00:42:17,880
+2 1
+
+380
+00:42:20,110 --> 00:42:25,450
+يبقى هذول تلت نقاط موجودة تاني جاليهات ال unit
+
+381
+00:42:25,450 --> 00:42:30,150
+vector عمودي على المستوى اللذي يحتوي على النقاط
+
+382
+00:42:30,150 --> 00:42:36,210
+الثلاث بقوله بسيطة التلت نقاط بقدر اعمل منهم
+
+383
+00:42:36,210 --> 00:42:41,030
+متجهين ومتقنات تاني تلت متقانة كفينا اتنين وسبعين
+
+384
+00:42:41,030 --> 00:42:45,590
+وحدة تاني تمام؟ إذا بقدر أجيب متجهين موجودة تاني
+
+385
+00:42:45,590 --> 00:42:47,010
+المتجه الأول
+
+386
+00:42:50,160 --> 00:42:58,260
+والمتجه التاني هو PR لو عملت cross product فيما
+
+387
+00:42:58,260 --> 00:43:03,140
+بينهما بيطلع المستجه العمودي على الإتنين يعني
+
+388
+00:43:03,140 --> 00:43:08,300
+العمودي المتجه على مستويهما أو على مستوى التلات
+
+389
+00:43:08,300 --> 00:43:14,440
+نقاط مرة واحدة اللي بيميل المطلوب الأول واكسيمه
+
+390
+00:43:14,440 --> 00:43:18,680
+على طول وبيعطينا المطلوب الأول من المثلة إذا بدي
+
+391
+00:43:18,680 --> 00:43:19,040
+أعرف
+
+392
+00:43:29,750 --> 00:43:33,350
+أقول في التاجر أخد PQSA
+
+393
+00:44:09,420 --> 00:44:15,800
+إتنين ناقص ناقص واحد يبقى زائد واحد يبقى زائد
+
+394
+00:44:15,800 --> 00:44:22,040
+تلاتة جيه اللي بعده واحد ناقص اتنين يبقى ناقص K
+
+395
+00:44:22,040 --> 00:44:31,880
+الأن لو جبت المتجه PQ cross PA يبقى هذا بيجيب
+
+396
+00:44:31,880 --> 00:44:35,100
+لمتجه العمودي على مين؟ على المتجه
+
+397
+00:44:40,960 --> 00:44:55,580
+IJK مركبة ال PQ 1 1-3 مركبة ال PR 1 3-1 Y7 بدي
+
+398
+00:44:55,580 --> 00:45:02,640
+أعرف من هذا المتجر شق بيه صفة و عمودة بصير ناقص 1
+
+399
+00:45:02,640 --> 00:45:13,380
+زائد 9 يبقى تمانية Iقشط بصفه و عموده بصير ناقص
+
+400
+00:45:13,380 --> 00:45:20,120
+واحد ناقص تلاتة و ناقص أربعة و في ناقص حسب قاعة
+
+401
+00:45:20,120 --> 00:45:26,260
+الإشارات يبقى أربعة جيل اللي بعده قشط بصفه و عموده
+
+402
+00:45:26,260 --> 00:45:35,300
+تلاتة زائد واحد يبقى زائد أربعة كيلطيب أنا جبت
+
+403
+00:45:35,300 --> 00:45:39,380
+المتجة العمودي على الاتنين، وين هو المتجة هذا؟
+
+404
+00:45:39,380 --> 00:45:46,140
+يبقى كأنه هذا هو المتجة اللي عندنا اللي هو PQ
+
+405
+00:45:46,140 --> 00:45:53,340
+أكراس ال P أكتر، يبقى هذا المتجة العمودي على مين؟
+
+406
+00:45:53,340 --> 00:45:56,540
+على الاتنين في N وR
+
+407
+00:46:02,700 --> 00:46:16,260
+متجه الوحدة يبقى المتجه المطلوب ل unit vector PQ
+
+408
+00:46:16,260 --> 00:46:23,820
+cross PR مقسوما على طول PQ
+
+409
+00:46:29,820 --> 00:46:35,220
+بتجه الواحدة يبقى هذا يا بنات تمانية I زائد أربعة
+
+410
+00:46:35,220 --> 00:46:41,940
+J زائد أربعة K مقسومة على الجدري التربيعي باربعة
+
+411
+00:46:41,940 --> 00:46:54,050
+وستين زائد ستاش زائد ستاش ستاش وستاش32 و 64 و 96
+
+412
+00:46:54,050 --> 00:47:05,750
+يبقى هنا بصير 8I زائد 4J زائد 4K مقسوما على 96
+
+413
+00:47:05,750 --> 00:47:15,650
+يعني 6 في 16 في 96 16 خدها براأربعة جدر ستة يبقى
+
+414
+00:47:15,650 --> 00:47:22,630
+هذا المتجر بدوسين اتنين على جدر ستة في اتجاه ال I
+
+415
+00:47:22,630 --> 00:47:30,510
+اللي بعده واحد على جدر ستة في اتجاه ال J واحد على
+
+416
+00:47:30,510 --> 00:47:33,850
+جدر ستة في اتجاه ال K
+
+417
+00:47:40,720 --> 00:47:46,900
+K بالسالم بالرجعة هاي وصلنا ل K مظهر نشطب صفه
+
+418
+00:47:46,900 --> 00:47:54,320
+وعموله تصير تلاتة زائد واحد أربعة في K أربعة K
+
+419
+00:47:54,320 --> 00:47:59,660
+وليس السالم ال J أصلا شريتها سالم و اللي طلع رقم
+
+420
+00:47:59,660 --> 00:48:02,180
+سالم فأصبح الرقم كله إيه؟
+
+421
+00:48:05,740 --> 00:48:11,000
+هل هذا متجه واحدة فعلا يا بنات؟ لو انت شكيتي ربع
+
+422
+00:48:11,000 --> 00:48:19,040
+المركبات واجبع مربع هذا اربع على ستة واحد على ستة
+
+423
+00:48:19,040 --> 00:48:24,040
+واحد على ستة ستة على ستة ستة على ستة يعني ان انا
+
+424
+00:48:24,040 --> 00:48:26,640
+بروح اديد بشبه كويس ولا لا؟
+
+425
+00:48:31,990 --> 00:48:37,730
+أحنا هنا في من؟ في الرياضيات التباعتنا انت خلصنا
+
+426
+00:48:37,730 --> 00:48:43,810
+من من؟ من المطبوب الأول تبع المثلة، بدنا نروح الآن
+
+427
+00:48:43,810 --> 00:48:45,510
+للمطبوب الثاني
+
+428
+00:48:54,480 --> 00:48:58,120
+المطلوب التاني بيقول ليها هات لل area تبع ال
+
+429
+00:48:58,120 --> 00:49:04,860
+triangle بدي جداش مساحة المثلب المساحة المغللة
+
+430
+00:49:04,860 --> 00:49:12,400
+اللي عندها طب احنا ماخدناش مساحة المثلب نص مين
+
+431
+00:49:12,400 --> 00:49:16,300
+يعني
+
+432
+00:49:16,300 --> 00:49:20,700
+ليش فتطع بالنسبة للمتوازن أطلع مصري انا لو جيب
+
+433
+00:49:20,700 --> 00:49:23,460
+مساحة متوازن أطلع كثر على اتنين
+
+434
+00:49:35,990 --> 00:49:46,690
+هذا احدهم في كمان يلّا ضلعين في زمن مخصورة، نص حصل
+
+435
+00:49:46,690 --> 00:49:50,570
+ضرب ضلعين في جان الزمن المخصورة بينهما، طب لو عندي
+
+436
+00:49:50,570 --> 00:49:52,650
+متلة أطلعه مختلفة
+
+437
+00:50:07,070 --> 00:50:13,790
+مساحة المثلث كانت ال square روش الجدرى التربية زى
+
+438
+00:50:13,790 --> 00:50:20,270
+ما اتعلمتها فيها ناقص الف شرطة ح ناقص با شرطة ح
+
+439
+00:50:20,270 --> 00:50:31,150
+ناقص جيم شرطة حيث ح نصف المحيط حيث ح يسوى الف شرطة
+
+440
+00:50:31,150 --> 00:50:36,980
+زى با شرطة زى جيم شرطة على اتنينعلمت .. والله
+
+441
+00:50:36,980 --> 00:50:41,160
+خدتوها عارف التانوي، يمكن حتى في تاني سنوي،
+
+442
+00:50:41,160 --> 00:50:46,060
+الأولى؟ بالمقصود الثاني؟ عاشر والله عادي عارف،
+
+443
+00:50:46,060 --> 00:50:50,040
+عادي عارف، عارف لما أذكركم فيها كمان مرة، يبقى
+
+444
+00:50:50,040 --> 00:50:56,010
+المثلث، عندي تلات صيغ لما عرفت المساحةنص القاعدة
+
+445
+00:50:56,010 --> 00:50:58,990
+في الارتفاع، نص حاصل ضرب الضلعين في جيب الزوايا
+
+446
+00:50:58,990 --> 00:51:04,150
+المحصورة بينهم الجدري التربيعي لنص المحيط، نص
+
+447
+00:51:04,150 --> 00:51:07,390
+المحيط ناقص الضلع الأول، نص المحيط ناقص الضلع
+
+448
+00:51:07,390 --> 00:51:12,630
+التاني، نص المحيط ناقص الضلع الثالث، هذا يعطيني
+
+449
+00:51:12,630 --> 00:51:16,170
+مساحة تمين كل مُثَدَر، هذه مجرد معلومة همشية
+
+450
+00:51:16,170 --> 00:51:22,140
+للتذكير، وذكر بأن الذكرة تنفع المؤمنينيبقى ال
+
+451
+00:51:22,140 --> 00:51:28,420
+energy على مين لسؤالنا مرة ثانية انا لما جبت الطول
+
+452
+00:51:28,420 --> 00:51:34,120
+هذا اللي عندنا الطول تبع المتجر أليس هذا معناه
+
+453
+00:51:34,120 --> 00:51:41,000
+هندسيا مساحة متوازن الأضاء صح يبقى باجي بقوله الآن
+
+454
+00:51:41,000 --> 00:51:49,860
+المطلوب التالت ال area of the triangle
+
+455
+00:51:51,380 --> 00:52:00,180
+اللي هو P AQ R بساوي نص ال area of the
+
+456
+00:52:00,180 --> 00:52:08,380
+parallelogram نص
+
+457
+00:52:08,380 --> 00:52:14,480
+مساحة متوازل أطلاع يبقى هذه بدها تساوي فمقدش مساحة
+
+458
+00:52:14,480 --> 00:52:19,720
+متوازل أطلاع طول ال P AQ
+
+459
+00:52:31,520 --> 00:52:42,350
+يبقى نص في اربعة جدر ستة ويساوي اتنين جدر الستةجهز
+
+460
+00:52:42,350 --> 00:52:45,970
+بيجي ده الجدرس 6 انت قاعدة بتضيع الوقت ببلاش خلاص
+
+461
+00:52:45,970 --> 00:52:49,650
+اتنين جدرس 6 اروحوا وخليها معروفة عنها الكلام اللي
+
+462
+00:52:49,650 --> 00:52:54,710
+بتكتبيه زيادة لا قيمة له بس بتستهلك وقتك ببلاش
+
+463
+00:52:54,710 --> 00:53:00,310
+يبقى يطلع نجداش مساحة المثلث المطوع جيبنا جبل هيك
+
+464
+00:53:00,310 --> 00:53:06,770
+زيه في الامتحان بدل المرة مرتين نظرا ليه هميتوا و
+
+465
+00:53:06,770 --> 00:53:11,950
+هذا على من؟ على الخاصيبقى هذا المثال رقم اتنين،
+
+466
+00:53:11,950 --> 00:53:19,010
+بدنا نروح للمثال رقم ثلاثة يبقى المثال رقم تلاتة
+
+467
+00:53:19,010 --> 00:53:25,430
+يقول find the volume او find the value find the
+
+468
+00:53:25,430 --> 00:53:35,270
+value of the constant alpha هاتي قداش من غير ثامن
+
+469
+00:53:35,270 --> 00:53:37,270
+ال alpha such that ال volume
+
+470
+00:54:00,420 --> 00:54:12,740
+by the vectors determined by the vectors بالمتجهات
+
+471
+00:54:12,740 --> 00:54:22,980
+اللي هو U يساوي I زائد Alpha K وال V تساوي
+
+472
+00:54:28,380 --> 00:54:38,220
+زائد Alpha K with W تساوي اتنين I زائد تلاتة J
+
+473
+00:54:38,220 --> 00:54:43,140
+زائد تلاتة J ناقص تمانية K
+
+474
+00:55:20,480 --> 00:55:26,580
+بثابت Alpha بحيث أن حجم متوازس السطوح الذي يعيّن
+
+475
+00:55:26,580 --> 00:55:33,720
+بالمتجهات التلاتة هو 226 طبعا أخدنا حجم متوازس
+
+476
+00:55:33,720 --> 00:55:39,680
+السطوح في الخواص اللي هو أعصر الضرب تبع ال .. ال
+
+477
+00:55:39,680 --> 00:55:43,720
+.. التياسي والتجاه الثاني مع بعض ال three vectors
+
+478
+00:55:43,720 --> 00:55:49,060
+طبعا إذا باجب أقوله ال volume اللي ما ..
+
+479
+00:55:58,390 --> 00:56:03,210
+مش هيك أخدناها في الخواص قبل قليل هذا الكلام بده
+
+480
+00:56:03,210 --> 00:56:09,130
+يساوي بدي أكتبه بلغتي المحددة الـdeterminates يبقى
+
+481
+00:56:09,130 --> 00:56:13,930
+U و الـU هي U يبقى المركبة الأولى واحد الجهة
+
+482
+00:56:13,930 --> 00:56:16,130
+الطائرة مع السلامة يبقى في Zero
+
+483
+00:56:32,620 --> 00:56:39,580
+مع نصر الصف الأول إن شئتي أو العمود الثاني لإنه
+
+484
+00:56:39,580 --> 00:56:44,140
+باختصر لي طولة الشغل لإنه في Zero خلاص ب Zero في
+
+485
+00:56:44,140 --> 00:56:50,420
+جباجي بقولوا واحد في قشط بصفه عموده بصير خمسة في
+
+486
+00:56:50,420 --> 00:56:53,100
+تمانية ابقى رفعين
+
+487
+00:56:59,510 --> 00:57:04,470
+اللي بعد هو ماقص Zero في محدده Zero اللي بعد زائد
+
+488
+00:57:04,470 --> 00:57:10,390
+Alpha فيه اشق بصفه عموده بيصير تلاتة في تمانية في
+
+489
+00:57:10,390 --> 00:57:16,590
+أربعة وعشرين ماقص مع لاقص بصير زائد اتنين في خمسة
+
+490
+00:57:16,590 --> 00:57:17,130
+ابعاد
+
+491
+00:57:42,410 --> 00:57:43,810
+24×10⁻ﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳﻳ
+
+492
+00:57:47,090 --> 00:57:51,030
+بتنقص تلاتة الفة واربعة وتلاتين الفة بضال جداش
+
+493
+00:57:51,030 --> 00:57:57,010
+واحد و تلاتين الفة بده يساوي ود الأربعين على الشجة
+
+494
+00:57:57,010 --> 00:58:03,170
+التانية وبنطحها من مائة و ستة و عشرين بضال مائة و
+
+495
+00:58:03,170 --> 00:58:09,150
+ستة و تمانين إذا بناء على عليه ال alpha تساوي جداش
+
+496
+00:58:09,150 --> 00:58:15,070
+تساوي ستة لإنه ستة في واحد بستة و ستة في تلاتة
+
+497
+00:58:15,070 --> 00:58:20,040
+تساوي تمانتاشيخبئ قيمة Alpha اللي بديها هي عبارة
+
+498
+00:58:20,040 --> 00:58:27,200
+عن تمانية ستة نجي الان للمثال الرقم الرابع يبقى
+
+499
+00:58:27,200 --> 00:58:32,080
+المثال الرابع هنقسمه إلى نقطتين النقطة رقم A
+
+500
+00:58:46,590 --> 00:58:54,190
+الـ vector يقول لا يساوي الـ zero vector بس السؤال
+
+501
+00:58:54,190 --> 00:59:04,150
+هو does it follow هل هذا يتطلب does it follow that
+
+502
+00:59:04,150 --> 00:59:07,690
+ان ال V بدو يساوي
+
+503
+00:59:44,350 --> 00:59:46,250
+هذا السؤال
+
+504
+00:59:57,010 --> 01:00:02,750
+يبقى المثال رقم أربع قسمناه لجزئين A وB نمرة A هو
+
+505
+01:00:02,750 --> 01:00:07,370
+سؤال تلاتة وتلاتين من الكتاب ونمرة B هو سؤال أربعة
+
+506
+01:00:07,370 --> 01:00:13,900
+وتلاتين من الكتاب المقررطب بنجي للنقطة A بقول لو
+
+507
+01:00:13,900 --> 01:00:19,140
+كان U cross ال V بديو يسوي U cross ال W وفي نفس
+
+508
+01:00:19,140 --> 01:00:24,560
+الوقت ال vector U لا يسوي Zero هل هذا يعني ان ال
+
+509
+01:00:24,560 --> 01:00:29,280
+vector V بديو يسوي ال W لأول وهلة يعني الواحد لو
+
+510
+01:00:29,280 --> 01:00:34,040
+مافكرش وقال اه طبعا هيسووا بعضه مدام هنا U هنا U
+
+511
+01:00:34,040 --> 01:00:37,320
+هنا V خلاص لما بيسووا بعض يقول ال V بديو يسوي ال W
+
+512
+01:00:37,320 --> 01:00:43,000
+هذا كلام خاطرفالرياضيات مافيش حاجة بمجرد نظرة
+
+513
+01:00:43,000 --> 01:00:48,920
+تشتغل جلمك و تتصحى هذا الكلام يبقى باجي بقوله
+
+514
+01:00:48,920 --> 01:00:55,100
+تماما انا عنده الـU cross الـB بده تساوي الـU
+
+515
+01:00:55,100 --> 01:01:01,740
+cross الـW بده اعملها معادلة صفرية يبقى هنا هذا
+
+516
+01:01:01,740 --> 01:01:08,360
+بده يعطي كمين U cross الـB نقص U cross الـW بده
+
+517
+01:01:08,360 --> 01:01:14,250
+يساوي الـ0 اكتربنرجع لخاصية الـ distributive يبقى
+
+518
+01:01:14,250 --> 01:01:19,270
+هنا شو بده يعطيكي هذا بده يعطيكي ان ال U cross ال
+
+519
+01:01:19,270 --> 01:01:25,510
+V نقص ال W بده يساوي Zero تمام؟
+
+520
+01:01:25,510 --> 01:01:30,010
+يبقى هذا بده يساوي هو ال Zero vector السؤال هو
+
+521
+01:01:30,010 --> 01:01:34,610
+حاصل ضرب اتجاهي لمتجهين يساوي Zero ايش معناه هذا
+
+522
+01:01:34,610 --> 01:01:35,210
+الكلام؟
+
+523
+01:01:38,710 --> 01:01:44,770
+هيك يعني؟ انا بفهم كلام تاني ل cross يساوي zero
+
+524
+01:01:44,770 --> 01:01:50,230
+هذا معناه ايش؟ اتنين are parallel تمام؟ يبقى هنا
+
+525
+01:01:50,230 --> 01:01:58,010
+بده يعطيك ان ال U and ال P نقص ال W are parallel
+
+526
+01:02:03,800 --> 01:02:09,280
+مدن parallel vectors يبقى واحد فيه مضاعفات ثاني
+
+527
+01:02:09,280 --> 01:02:22,060
+يبقى ال V مقص ال W يبقى T في U و T is a non zero
+
+528
+01:02:22,060 --> 01:02:22,720
+scalar
+
+529
+01:02:25,220 --> 01:02:32,400
+يبقى أي رقم غير الصفر، كويس؟ بناء عليه ال V هيسوي
+
+530
+01:02:32,400 --> 01:02:38,800
+ال W زائد ال T U في
+
+531
+01:02:38,800 --> 01:02:44,320
+احتمال واحد من هدول يسوي Zero؟ مش ممكنية، لأن ال T
+
+532
+01:02:44,320 --> 01:02:49,960
+لاتسوي Zero و ال U مقطعة لاتسوي Zero، يبقى هذا
+
+533
+01:02:49,960 --> 01:02:52,120
+معناته أن ال
+
+534
+01:03:07,960 --> 01:03:13,940
+لأ هذا و لا ذاك إذا لا يمكن لل V أنه تساوي ال W هو
+
+535
+01:03:13,940 --> 01:03:20,180
+سألني سؤال قال لي هل ممكن ال V إذا بقوله لأ طيب
+
+536
+01:03:20,180 --> 01:03:26,380
+نجي لنمرميحط لي معلومة زيادة في نمر بيه خلّي ال
+
+537
+01:03:26,380 --> 01:03:30,980
+cross كما هي و راح جابلي ال dot أضعف عليها و ال u
+
+538
+01:03:30,980 --> 01:03:35,360
+لا تساوي zero كما هي من الأول سأل نفسي السؤال قال
+
+539
+01:03:35,360 --> 01:03:38,020
+لي هل ال b تساوي ال w أو لا؟ بقول انا مش عارف
+
+540
+01:03:38,020 --> 01:03:46,180
+تعالي نشوف يبقى باجي بقول from part a ايش كان هنا
+
+541
+01:03:46,180 --> 01:03:53,100
+في part a؟ كان ال u cross ال v نقص ال w تساوي كم؟
+
+542
+01:03:53,730 --> 01:03:59,430
+اللي هو الـ Zero vector تساوي الـ Zero vector طيب،
+
+543
+01:03:59,430 --> 01:04:05,850
+هذا إيش معناه يا بنات؟ إنه طول تبع الـU cross الـV
+
+544
+01:04:05,850 --> 01:04:14,070
+نقص الـW بتساوي كده؟ Zero scalar أو بمعنى آخر طول
+
+545
+01:04:14,070 --> 01:04:21,510
+الـU في طول الـV نقص الـW في Cos الزاوية ثيتا ولا
+
+546
+01:04:21,510 --> 01:04:23,210
+في Sin الزاوية ثيتا
+
+547
+01:04:28,840 --> 01:04:35,940
+أو بمعنى أخر لو ربعت الطرفين بصير طول ال U تربيع
+
+548
+01:04:35,940 --> 01:04:42,960
+طول ال V ضاقص ال W تربيع في صين تربيع ثيتا يساوي
+
+549
+01:04:42,960 --> 01:04:49,120
+Zero واعتبر المعادلة هذه رقم واحداللي عملته للـ
+
+550
+01:04:49,120 --> 01:04:53,780
+cross بدي أعمله لل dot بنفس الطريقة فباجي بقول أنا
+
+551
+01:04:53,780 --> 01:05:03,800
+عند با ولكن u dot v بدي سوى u dot w implies ان ال
+
+552
+01:05:03,800 --> 01:05:10,380
+u dot ال v نقص ال u dot ال w بدي سوية جدول ال zero
+
+553
+01:05:10,380 --> 01:05:12,060
+او ان شئتنا
+
+554
+01:05:20,740 --> 01:05:27,720
+يعني ايش معنى هذا الكلام ان طول ال U في طول ال V
+
+555
+01:05:27,720 --> 01:05:35,740
+ناقص ال W في Cos زاوية ثيتا يساوي 0 او لو ربعت
+
+556
+01:05:35,740 --> 01:05:42,000
+الطرفين يبقى طول ال U تربيع في طول ال V ناقص ال W
+
+557
+01:05:42,000 --> 01:05:48,640
+تربيع في Cos تربية ثيتا يساوي 0 وهذا المعادلة
+
+558
+01:05:48,640 --> 01:05:53,380
+اتنينالأن بدي أجمع المعادلة
+
+559
+01:06:08,290 --> 01:06:14,050
+يبقى لو أخدت عامل مشترك بصير طول ال U تربيع فطول
+
+560
+01:06:14,050 --> 01:06:20,750
+ال V نقص ال W تربيع بضل عندي sin تربيع ثيتا زائد
+
+561
+01:06:20,750 --> 01:06:26,670
+cosine تربيع ثيتا يسوى قداش Zero المقدار بين
+
+562
+01:06:26,670 --> 01:06:30,950
+القوسين واحد صحيح يبقى هذا معناه ايه؟
+
+563
+01:06:37,450 --> 01:06:44,330
+نقص الـW تربية بيساوي Zero سؤال مرة تانية معطيني
+
+564
+01:06:44,330 --> 01:06:50,610
+في المعطيات أن طول الـU لا يساوي Zero إذا طول الـU
+
+565
+01:06:50,610 --> 01:06:55,570
+التربية لا يمكن أن يساوي Zero حاصل ضرب طولها يساوي
+
+566
+01:06:55,570 --> 01:06:58,950
+صفر واحد منهم ما يساوي الصفر إذا الـAutomatic
+
+567
+01:06:58,950 --> 01:07:05,590
+التاني بيساوي قدرية Zero هذا معناته أن طول الـB
+
+568
+01:07:05,590 --> 01:07:06,750
+ناقص الـD
+
+569
+01:07:15,770 --> 01:07:20,230
+المتجه اللي يقوله يساوي الصفر مين هو؟ المتجه هو
+
+570
+01:07:20,230 --> 01:07:28,300
+الصفرييبقى هذا معناه ان المتجه v نقص ال w هو ال
+
+571
+01:07:28,300 --> 01:07:33,140
+zero vector اللي فوق ال zero الأولى ال scalar هذا
+
+572
+01:07:33,140 --> 01:07:39,480
+ال zero vector هذا معناه ايش ان ال v بده يساوي ال
+
+573
+01:07:39,480 --> 01:07:44,860
+w إذا يا بنات لما أضفنا ال condition التاني ان u
+
+574
+01:07:44,860 --> 01:07:49,660
+ضد ال v بده يساوي u ضد ال w طلع المتجه v بده يساوي
+
+575
+01:07:49,660 --> 01:07:55,830
+مين؟المتجة W لأن هو المطلوب الى هنا انتهى ال
+
+576
+01:07:55,830 --> 01:08:03,630
+section وإلى يكون أرقام المسائل exercises أتناشر
+
+577
+01:08:03,630 --> 01:08:10,570
+أربع المسائل التالية تلاتة خمسة سبعة أحداشر
+
+578
+01:08:10,570 --> 01:08:17,150
+خمستاشر سبعتاشر تسعتاشر واحد وعشرين
+
+579
+01:08:28,040 --> 01:08:34,380
+تسعة و تلاتين، خمسة و أربعين، تمانية، اه أربعين
+
+580
+01:08:34,380 --> 01:08:40,620
+علي
+
+581
+01:08:40,620 --> 01:08:46,820
+صوتك شوية مالو فهمت
+
+582
+01:08:46,820 --> 01:08:52,270
+فرع ايه؟ الفرع ايه اللي كرس في روزك؟جيت اللى حصلت
+
+583
+01:08:52,270 --> 01:08:57,170
+عليه من ايه هنا وانراه هاي اللى حصلت عليه من ايه
+
+584
+01:08:57,170 --> 01:09:06,190
+هنا جيت قلت هاي سوى zero صح؟ الان روحت كتبت هذا شو
+
+585
+01:09:06,190 --> 01:09:10,950
+معناه او أخدت الطول تبعه يبقى الطول المتجر هذا بدي
+
+586
+01:09:10,950 --> 01:09:17,120
+سوى قداش zero اللى بينغسيل هذاهذا طول المتجه الأول
+
+587
+01:09:17,120 --> 01:09:21,040
+في طول المتجه الثاني في صين الزاوية بينهم في اتجاه
+
+588
+01:09:21,040 --> 01:09:26,140
+متجه الوحدة N صح ولا لأ الطول بصير متجه الوحدة
+
+589
+01:09:26,140 --> 01:09:30,780
+بواحد صحيح بطير بصير عندك نين طول ال U تربيع طول
+
+590
+01:09:30,780 --> 01:09:34,760
+اللي بنقص ال W تربيع في صين التربيع θ يساوي زير
+
+591
+01:09:34,760 --> 01:09:39,040
+تمام اللي عملنا لكروس بدنا نروح نعمله لطوط
+
+592
+01:09:47,700 --> 01:09:54,760
+بناخد الـ U عامل مشترك بصير الـ U dot ال V نقص ال
+
+593
+01:09:54,760 --> 01:10:01,840
+W بده يساوي Zero هذا تعريف ال dot طول الأول في طول
+
+594
+01:10:01,840 --> 01:10:07,580
+التاني في جيب تمام الزاوية بينهم ربعت الطرفين صار
+
+595
+01:10:07,580 --> 01:10:12,740
+هذا كله بده يساوي Zero اجمعي واحد واثنينلو جمعنا
+
+596
+01:10:12,740 --> 01:10:17,300
+واحد واثنين هذا وهذا ومشترك يبقى بضالة عند مين صين
+
+597
+01:10:17,300 --> 01:10:22,040
+تربية زادك وصين تربية لوك دياشر يبقى صار طول ال U
+
+598
+01:10:22,040 --> 01:10:27,000
+تربية طول ال V نقص ال W تربية ومتساوي Zero ال U
+
+599
+01:10:27,000 --> 01:10:32,000
+اشترق عليه الشرط اللي ممنوع يساوي Zero في الحالتين
+
+600
+01:10:32,000 --> 01:10:37,190
+ممنوع يساوي Zeroحاصل ضرب عددين يساوي zero لا يمكن
+
+601
+01:10:37,190 --> 01:10:42,170
+إلا يكون واحد فيهم بصفر، عدد عادي هذا، أقوال،
+
+602
+01:10:42,170 --> 01:10:46,370
+تمام؟ هذا لا يساوي zero إذا لمّا التاني هذا بدي
+
+603
+01:10:46,370 --> 01:10:52,470
+يكون بدي يساوي zero طيب، هذا يمثل مربع طول متجة
+
+604
+01:10:52,940 --> 01:10:56,400
+المربع يساوي 0، يبقى لو أخدنا الجدر التربية على
+
+605
+01:10:56,400 --> 01:11:02,000
+الطرفين، بصير طول المتجه يساوي 0، لا يوجد عندي
+
+606
+01:11:02,000 --> 01:11:08,400
+متجه طوله 0 إلا المتجه الصفري، إذا ال V ناقص W هو
+
+607
+01:11:08,400 --> 01:11:13,000
+المتجه الصفري، لإن الصفر هذا، هذا طول، يبقى هذا
+
+608
+01:11:13,000 --> 01:11:17,880
+الصفر عادل أسكلر، هذا المتجه الصفري، أضيفي W
+
+609
+01:11:17,880 --> 01:11:21,880
+للإتنين، بصير ال V يبدو ساومين ال W
+
+610
+01:11:45,240 --> 01:11:50,520
+هذا احنا عندنا V يسوي W زي الـT وليش؟ لأنه قلتلي
+
+611
+01:11:50,520 --> 01:11:54,980
+هذا بيكون مضاعفات المتجه اللي .. بس صبر عليا شوية
+
+612
+01:11:54,980 --> 01:11:58,240
+أنا عارف اللي بيقولك .. بس انا بنمشيكي معانا لما
+
+613
+01:11:58,240 --> 01:12:02,700
+نوصل للمطلوب يبقى صار اللي عندنا ال V ناقص اللي هو
+
+614
+01:12:02,700 --> 01:12:08,150
+مضاعفات ال U لأنه اتنين are parallel تمام؟الـ T
+
+615
+01:12:08,150 --> 01:12:12,350
+يعني هذا non-zero scalar يعني رقم غير الصفر يبقى
+
+616
+01:12:12,350 --> 01:12:17,550
+صار عند ال V يبقى W زائد TU يبقى بالنسبالي ال V
+
+617
+01:12:17,550 --> 01:12:22,270
+لايمكن أن يسوى ال W لأن ال V يسوى W زائد حاجة
+
+618
+01:12:22,270 --> 01:12:30,310
+تانية الحاجة غير الصفر because T لا تسوى Zero معاك
+
+619
+01:12:30,310 --> 01:12:34,180
+احكيهي لاتساوي جيل المجاهي الـ non-zero scalar
+
+620
+01:12:34,180 --> 01:12:38,200
+وعندك هنا ال U لاتساوي زير
+
+621
+01:13:03,970 --> 01:13:10,610
+نمسح الشجادي يا بنات خلاص؟ خلاص؟
+
+622
+01:13:10,610 --> 01:13:17,870
+بدنا
+
+623
+01:13:17,870 --> 01:13:26,870
+نجي ل section أتناشر خمسة اللي هو ال lines and
+
+624
+01:13:26,870 --> 01:13:31,850
+planes in space
+
+625
+01:13:34,720 --> 01:13:41,680
+يبقى الخطوط المستقيمة والمستويات في الفرق تمام؟
+
+626
+01:13:41,680 --> 01:13:45,440
+هذا ال section نحاول نقسمه إن شاء الله إلى خمس
+
+627
+01:13:45,440 --> 01:13:50,020
+نقاط اليوم بدي أعطيكوا بس النقطة الأولى والنقاط
+
+628
+01:13:50,020 --> 01:13:55,120
+الأربع للمحاضرة القادمة إن شاء الله تعالىالنقطة
+
+629
+01:13:55,120 --> 01:14:01,620
+الأولى اللى تتكلم عن معادلة الخط المستقيم ومعادلة
+
+630
+01:14:01,620 --> 01:14:04,320
+القطعة المستقيمة في القرار
+
+631
+01:14:19,450 --> 01:14:36,850
+القطع المستقيمة line segments in space يبقى
+
+632
+01:14:36,850 --> 01:14:40,870
+أول نقطة في هذا ال section اللي الخطوط المستقيمة
+
+633
+01:14:40,870 --> 01:14:46,450
+والقطع المستقيمة في الفرار لو جيت اتخيلت عندي
+
+634
+01:14:46,450 --> 01:14:48,270
+محاول بالشكل عنها
+
+635
+01:14:58,600 --> 01:15:05,120
+بتاخد أي مستقيم موجود في هذا الفرق وليكن المستقيم
+
+636
+01:15:05,120 --> 01:15:13,080
+هذا على سبيل المثال هو المستقيم L مشان أجيب معادلة
+
+637
+01:15:13,080 --> 01:15:18,660
+هذا المستقيم L بدي النقطة تقع على هذا الخط
+
+638
+01:15:18,660 --> 01:15:22,420
+المستقيم وليكن النقطة هذه
+
+639
+01:15:30,820 --> 01:15:35,960
+هذا الخط المستقيم وبدي أجيب متجة
+
+640
+01:15:53,630 --> 01:15:58,390
+بمعلومية الأمرين الاتنين هذول، النقطة التي تقع على
+
+641
+01:15:58,390 --> 01:16:05,250
+الخط المستقيم والمتجه الذي يوازيه، بنحاول نجيب
+
+642
+01:16:05,250 --> 01:16:09,430
+معادلة الخط المستقيم في القرار او ان شئتولنا
+
+643
+01:16:09,430 --> 01:16:17,280
+فقولنا المعادلة ال parameterية للخط المستقيمطبعا
+
+644
+01:16:17,280 --> 01:16:22,660
+بقول اه استنى شوية يبقى الكلام اللى كتبته اللى
+
+645
+01:16:22,660 --> 01:16:26,540
+كتبته على لوحة بالرسم بدنا نكتبه ناضرى حتى لما
+
+646
+01:16:26,540 --> 01:16:31,120
+نيجى نراجع نعرف ايش الكلام اللى بنقول فبداجى اقول
+
+647
+01:16:31,120 --> 01:16:40,280
+suppose L افترضى انه ال M is a line in space is a
+
+648
+01:16:40,280 --> 01:16:43,080
+line in a space
+
+649
+01:16:55,440 --> 01:17:06,280
+Y يمر بالنقطة P نوض أو X نوض أو Y نوض أو Z نوض and
+
+650
+01:17:06,280 --> 01:17:14,480
+parallel وفي نفس الوقت موازن parallel to the
+
+651
+01:17:14,480 --> 01:17:19,660
+vector وموازن للمتجه V
+
+652
+01:17:30,120 --> 01:17:35,720
+الآن بدي أجيب معادلة هذا الخط المستقيم، أروح باخد
+
+653
+01:17:35,720 --> 01:17:45,880
+أي نقطة أخرى تقع على هذا الخط و تكون P X Y Z شكل
+
+654
+01:17:45,880 --> 01:17:51,140
+عامة هذا، إذا صار عندنا فيه متجه هذا من النقطة
+
+655
+01:18:02,140 --> 01:18:08,360
+اللي هو الخط الأزرق الغامق المنطق عالميا على نفس
+
+656
+01:18:08,360 --> 01:18:14,380
+ال line هذا بالضبط يبقى هذا الخط اللي عندنا لو P
+
+657
+01:18:14,380 --> 01:18:17,420
+لو P كويس
+
+658
+01:18:19,770 --> 01:18:28,130
+الـ P0P شو علاقه بالمتجه V؟ يعني بده يساوي واحد
+
+659
+01:18:28,130 --> 01:18:34,290
+منهم مضعفات الآخر، مظبوط؟ الآن باجي بقوله that
+
+660
+01:18:34,290 --> 01:18:46,850
+vector P0P parallel to V يبقى بده وصية
+
+661
+01:18:53,350 --> 01:19:03,030
+في ال V و ال T is scalar و لا non-zero scalar is a
+
+662
+01:19:03,030 --> 01:19:10,150
+non-zero scalar هي تمام
+
+663
+01:19:30,060 --> 01:19:38,100
+بتساوي T مضروبة في V وين V هيها يبقى بتساوي T V1
+
+664
+01:19:38,100 --> 01:19:45,200
+في اتجاه I T V2 في اتجاه J T V3 في اتجاه مين في
+
+665
+01:19:45,200 --> 01:19:55,600
+اتجاه K طيب هذا بقدر اقول XI زائد YJ زائد ZK
+
+666
+01:19:57,850 --> 01:20:04,930
+على الشكة التانية بيجينا بإشارة مخالفة X node I
+
+667
+01:20:04,930 --> 01:20:15,390
+زائد TV1I بيصير X node زائد TV1 في اتجاه I هذه
+
+668
+01:20:15,390 --> 01:20:16,470
+بنفس الطريقة
+
+669
+01:20:38,850 --> 01:20:45,190
+المقارنة هذه بتجيبلي معادلات الخط المستقيم يبقى
+
+670
+01:20:45,190 --> 01:20:47,890
+بروح بقولهم من هنا ليه؟
+
+671
+01:21:11,390 --> 01:21:19,610
+يشجّى اليمين X node زائد TV1 Y يسوى Y node زائد
+
+672
+01:21:19,610 --> 01:21:26,610
+TV2 Z يسوى Z node زائد TV3
+
+673
+01:21:31,740 --> 01:21:38,960
+مين XY وزي الدبانات؟ إحداثيات، أي نقطة تقع على
+
+674
+01:21:38,960 --> 01:21:45,620
+الخط المستقيم، وين ما تيجي تيجيمن الـ X نوت و Y
+
+675
+01:21:45,620 --> 01:21:50,540
+نوت و Z نوت أحداثيات النقطة المعلومة على الخط
+
+676
+01:21:50,540 --> 01:21:57,980
+المستقيم T scalar V1 و V2 و V3 المركبات المتجهة
+
+677
+01:21:57,980 --> 01:22:00,920
+الموازنة من الى L
+
+678
+01:22:05,440 --> 01:22:11,060
+يبقى T أكبر من سلب Infinity و أقل من قداش Infinity
+
+679
+01:22:11,060 --> 01:22:16,400
+ده نقال عليه Scalar إذا
+
+680
+01:22:16,400 --> 01:22:23,520
+من الآن فصاعدا لو أعطيت متجهي وازي خط مستقيم و
+
+681
+01:22:23,520 --> 01:22:29,600
+الخط المستقيم مرة بنقطة ما و طلبنا قداش المعادلات
+
+682
+01:22:29,600 --> 01:22:33,680
+ال parameterية أو المعادلات الوسيطية
+
+683
+01:22:36,030 --> 01:22:40,950
+بقول الـ X بيكون X naught زي الـ TV1 وY بيكون Y
+
+684
+01:22:40,950 --> 01:22:47,530
+naught زي الـ TV2 وZ بيكون Z naught زي الـ TV3
+
+685
+01:22:47,530 --> 01:22:53,830
+تمام؟ طيب، في عندنا كمان نقطة صغيرة اللي هو حاجة
+
+686
+01:22:53,830 --> 01:22:58,050
+اسمها الـ vector equation يعني قبل حطها ملاحظة
+
+687
+01:22:58,050 --> 01:23:03,450
+بسيطة هنا ال vector equation
+
+688
+01:23:05,260 --> 01:23:14,220
+for the line L as
+
+689
+01:23:14,220 --> 01:23:17,720
+الـ
+
+690
+01:23:17,720 --> 01:23:24,300
+R as a function of T بدي ساوي الـ R naught زائد
+
+691
+01:23:24,300 --> 01:23:31,240
+الـ T في الـ V و T أكبر من سلب الـ Infinity وأقل
+
+692
+01:23:31,240 --> 01:23:45,370
+من 100where حيث ال R of T and ال R node are the
+
+693
+01:23:45,370 --> 01:23:54,930
+position vectors متجهات
+
+694
+01:23:54,930 --> 01:24:10,140
+الموضع of the points of the pointsPx, y, z and P0,
+
+695
+01:24:10,500 --> 01:24:18,860
+x0, y0, z0 respectively
+
+696
+01:24:18,860 --> 01:24:23,180
+على
+
+697
+01:24:23,180 --> 01:24:26,120
+الترتيب إيش يعني؟
+
+698
+01:24:32,410 --> 01:24:39,230
+بعد ما جيبنا المعادلة البرامترية للخط المستقيم فيه
+
+699
+01:24:39,230 --> 01:24:43,950
+ان حاجة اسمها المعادلة الاتجاهية للخط المستقيم
+
+700
+01:24:43,950 --> 01:24:48,030
+المعادلة الاتجاهية للخط المستقيم اللي بكتبها على
+
+701
+01:24:48,030 --> 01:24:49,310
+صيغة rot
+
+702
+01:24:58,760 --> 01:25:07,960
+على الشكل vector و V هو المتجه الموازي ل L و X Y و
+
+703
+01:25:07,960 --> 01:25:15,140
+Z هي إحداثيات للمتجه عند أي لحظة كيف يعني؟ قال لي
+
+704
+01:25:15,140 --> 01:25:20,780
+هنا ال RT و الارند هو position vectors متجهات
+
+705
+01:25:20,780 --> 01:25:26,000
+الموضع عند النقطة الأولى والنقطة التانية لو جيت من
+
+706
+01:25:26,000 --> 01:25:26,180
+هنا
+
+707
+01:25:30,170 --> 01:25:38,130
+يبقى مين هذا المتجه يا بنات؟ R of T رجالي R of T
+
+708
+01:25:38,130 --> 01:25:44,230
+هو ال position vector للنقطة الأولى يبقى هذا هو R
+
+709
+01:25:44,230 --> 01:25:50,490
+of T طب وين ال R node؟ المتجه الواصل من نقطة الأصل
+
+710
+01:25:50,490 --> 01:25:54,650
+إلى النقطة P node التي تقع على الخط المستقيم
+
+711
+01:26:04,910 --> 01:26:10,390
+طب اتطلع R نوت في هذا الاتجاه هدف الاتجاه التاني
+
+712
+01:26:10,390 --> 01:26:16,310
+هدف الاتجاه الدولي المضاعف يبقى R of T ومحاصرة R
+
+713
+01:26:16,310 --> 01:26:24,710
+نوت زائد P نوت P مظبوط يبقى كأنه ايش صار عندك
+
+714
+01:26:24,710 --> 01:26:29,710
+لاحقين احنا هنا بس مجرد كتابة R of T
+
+715
+01:26:40,010 --> 01:26:54,030
+P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+716
+01:26:54,030 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+717
+01:26:54,230 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+718
+01:26:54,230 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+719
+01:26:54,230 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+720
+01:26:54,230 --> 01:26:54,230
+P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P P0P
+
+721
+01:26:54,230 --> 01:26:58,310
+P0P P0P P0P P0P
+
+722
+01:26:58,310 --> 01:27:03,070
+P0P
+
+723
+01:27:03,070 --> 01:27:10,700
+P0وفي المعادلات البرامترية لمين للخاط المستقيم لما
+
+724
+01:27:10,700 --> 01:27:14,500
+نخش على الأمثلة على هذه النقطة حد بتحب تسأل أي
+
+725
+01:27:14,500 --> 01:27:20,800
+سؤال قبل أن نبدأ الأمثلة على هذه النقطة طب نيجي ل
+
+726
+01:27:20,800 --> 01:27:21,140
+example
+
+727
+01:27:36,680 --> 01:27:41,260
+المثال بيقول consider the line passing through the
+
+728
+01:27:41,260 --> 01:27:50,480
+point consider أعتبر the line الخط المستقيم
+
+729
+01:27:50,480 --> 01:27:58,280
+passing through the point
+
+730
+01:28:17,740 --> 01:28:25,600
+النقطة P التي أحدثيتها ثلاثة و اتنين و سالب ستة
+
+731
+01:29:30,870 --> 01:29:41,010
+التي تربط الـP node and الـP النقطة P node وD نمره
+
+732
+01:29:41,010 --> 01:29:44,470
+D find the point of intersection
+
+733
+01:30:19,830 --> 01:30:26,290
+Solution نرجع لسؤالنا مرة أخرى نقرأ السؤال جيدا و
+
+734
+01:30:26,290 --> 01:30:30,870
+نرى ما هو المطلوب منه بالضبط السؤال يقول لي اعتبر
+
+735
+01:30:30,870 --> 01:30:35,660
+عندك نقطتين P لا دو Pجاليات الـ vector equation
+
+736
+01:30:35,660 --> 01:30:41,480
+للـ line L طبعا ال vector equation هي عندنا تعتمد
+
+737
+01:30:41,480 --> 01:30:48,700
+على ال R naught وتعتمد على ال T في الموازي لمن ل
+
+738
+01:30:48,700 --> 01:30:56,220
+ال vector بالموازي لل line L المطلوب التاني جاليات
+
+739
+01:30:56,220 --> 01:31:00,440
+المعادلة ال parameterية لل line L هي المعادلات
+
+740
+01:31:00,440 --> 01:31:04,390
+اللي فوقالمطلوب التالي يتقلل line segment بس،
+
+741
+01:31:04,390 --> 01:31:07,490
+مابديش على أطلاق اللي بس الفترة اللي عندنا هذا،
+
+742
+01:31:07,490 --> 01:31:10,290
+مابدي ال parametric equation المطلوب الرابع مابدي
+
+743
+01:31:10,290 --> 01:31:14,590
+قداش نقطة تقاطع ال line اللي عندك مع ال plane اللي
+
+744
+01:31:14,590 --> 01:31:19,910
+موجود، بقوله بسيط، مانبدأه بالمفتة الأولى أنا مش
+
+745
+01:31:19,910 --> 01:31:24,890
+هانجيب المعادلة التجارية، مابدي متجر يوازي ال line
+
+746
+01:31:24,890 --> 01:31:30,610
+V هذا مابدي يوازي ال line L، مظبوط؟بقوله بسيطة
+
+747
+01:31:30,610 --> 01:31:37,750
+يبقى بده يجيب لو جت أخدت ال P نور P ال vector اللي
+
+748
+01:31:37,750 --> 01:31:43,650
+عندنا يبقى هذا بده يساوي طلع يا بنات ها تلاتة ناقص
+
+749
+01:31:43,650 --> 01:31:49,050
+تلاتة في اتجاه ال I زائد اتنين ناقص واحد في اتجاه
+
+750
+01:31:49,050 --> 01:31:56,910
+ال J زائد ناقص ستة زائد واحد في اتجاه ال Kيبقى بده
+
+751
+01:31:56,910 --> 01:32:05,290
+يساوي طار مع السلامة صار جين ماكس خمسة كيلو طيب
+
+752
+01:32:05,290 --> 01:32:11,730
+سؤال هذا المتجه ينطبق على ال line ال تماما في
+
+753
+01:32:11,730 --> 01:32:17,390
+الفرار الانطباق أو التوازن التال أو the same مظبوط
+
+754
+01:32:17,390 --> 01:32:19,690
+يبقى هذا المتجه
+
+755
+01:32:30,040 --> 01:32:38,080
+أيه؟ تمام تمام، يبقى صار فيه معروف، من مين عندي؟
+
+756
+01:32:38,080 --> 01:32:43,580
+أرنوت، أرنوت، أنا مسحله هو متجه الموضع، من نقطة
+
+757
+01:32:43,580 --> 01:32:48,260
+الأصل مين إلى إحداث النقطة، وين النقطة؟
+
+758
+01:32:56,500 --> 01:33:02,700
+يبقى باجي بقوله ال R node as a vector بده يساوي
+
+759
+01:33:02,700 --> 01:33:09,940
+اللي هو تلاتة في اتجاه I زي G ناقص K يبقى صار ال
+
+760
+01:33:09,940 --> 01:33:16,540
+vector equation ال vector equation اللي هي R of T
+
+761
+01:33:16,540 --> 01:33:20,720
+بده يساوي R node اللي هي تلاتة I
+
+762
+01:33:33,400 --> 01:33:44,060
+J-5K أو بحطه بصيغة أخرى و بقول تلاتة I مافيش غيرها
+
+763
+01:33:44,060 --> 01:33:49,160
+الـJ وTJ يبقى لو أخدت ج عامل مشترك
+
+764
+01:33:56,210 --> 01:34:05,870
+أخدها برا وظل 1 زائد 5t كله في اتجاه ال K يبقى هذا
+
+765
+01:34:05,870 --> 01:34:09,190
+ال vector equation اللي أنا تبعت المطلوب الأول
+
+766
+01:34:09,190 --> 01:34:16,010
+بيداجي للمطلوب التاني نمر بيه نمر بيه قال لي بدك
+
+767
+01:34:16,010 --> 01:34:19,270
+تجيب لي ال parametric equations لل line اللي عندك
+
+768
+01:34:19,270 --> 01:34:20,710
+فقوله D
+
+769
+01:34:29,600 --> 01:34:44,160
+Line and R أظن
+
+770
+01:34:44,160 --> 01:34:48,900
+هذه اللي قدامنا يبقى ماقنعش اللي أنا عوض فيها يبقى
+
+771
+01:34:48,900 --> 01:34:54,660
+هذا ال X بدها تساوي X naught اللي هو إحداث الأول ل
+
+772
+01:34:54,660 --> 01:35:02,600
+P naught يبقى تلاتةأيوة المتجه الماضي هي T0P في
+
+773
+01:35:02,600 --> 01:35:07,780
+اندي I يبقى في Zero يبقى ال V1 ب Zero طارت كتير من
+
+774
+01:35:07,780 --> 01:35:16,140
+أول ال Y بده يساوي Y0 هي بواحد زائد كنتش عند هنا
+
+775
+01:35:16,140 --> 01:35:23,160
+واحد في T جهوب T المعامل تبع جهيل هو بواحد اللي
+
+776
+01:35:23,160 --> 01:35:30,070
+بعدهيساوي مركّبنا هنا z node اللي هو ناقص واحد هنا
+
+777
+01:35:30,070 --> 01:35:36,510
+ناقص خمسة T بالشكل اللي لدينا هذا و بروح فأقول T
+
+778
+01:35:36,510 --> 01:35:43,710
+ماعليهاش قيول أكبر من الثالث infinity وأقل منين من
+
+779
+01:35:43,710 --> 01:35:47,910
+ال infinity وبالتالي انتهيت له من المطلوب التالي
+
+780
+01:35:48,550 --> 01:35:53,050
+مطلوب التالت قال بديش كل ال line كله بدي بس الجزء
+
+781
+01:35:53,050 --> 01:35:56,930
+من عند ال P node لغاية ال P يعني بدي المعادلة ال
+
+782
+01:35:56,930 --> 01:36:02,370
+parameterية للقطعة المستقيمة بقول و الله كويه
+
+783
+01:36:02,370 --> 01:36:10,200
+استنى شويةبدي احدد وين انا عندي P node وعندي P بدي
+
+784
+01:36:10,200 --> 01:36:14,860
+اشوف من خلال المعادلات اللي عندي وقت ايش بحصل على
+
+785
+01:36:14,860 --> 01:36:19,500
+P node ووقت ايش بحصل على P باجي بقول لو كان ال T
+
+786
+01:36:19,500 --> 01:36:26,780
+بزيرو ايش بضل هنا تلاتة واحد امين اخدت P node
+
+787
+01:36:26,780 --> 01:36:30,220
+مظبوط يبقى باجي بقول هنا
+
+788
+01:36:39,190 --> 01:36:44,810
+بتبقى من X نوت و Y نوت و Z نوت بدها تساوينه تلاتة
+
+789
+01:36:44,810 --> 01:36:50,770
+و واحد و سالب واحد اللي موجود عندك تمام طب بتجي
+
+790
+01:36:50,770 --> 01:36:56,430
+النقطة التانية لو حطيتي واحد مثلا لبنان يبقى بيضل
+
+791
+01:36:56,430 --> 01:37:05,190
+هذه تلاتة زي مهين وهذه اتنين وهذه لاقل ستةالثانية
+
+792
+01:37:05,190 --> 01:37:09,150
+مظبوط يبقى أنا بدور الرقم لإن لو عوضت في المعادلات
+
+793
+01:37:09,150 --> 01:37:15,390
+يعطينا النقطة الماضية كويس يبقى لو كان ال T تساوي
+
+794
+01:37:15,390 --> 01:37:22,750
+واحد يبقى then ال X و ال Y و ال Z يعطينا تلاتة و
+
+795
+01:37:22,750 --> 01:37:29,710
+اتنين و سلب ستة هذا النقطة P وهذا النقطة P0 يبقى
+
+796
+01:37:29,710 --> 01:37:33,510
+بتصير المعادلات كتالة يبقى هنا
+
+797
+01:37:45,960 --> 01:37:52,780
+القطع المستقيمة P لا تضع عليها سهم سهم تاني vector
+
+798
+01:37:52,780 --> 01:37:57,700
+يا بتخليها زي ما هي يا بتحط فوق خط عليك بدون سهم
+
+799
+01:37:57,700 --> 01:38:03,860
+القطع المستقيمة يبقى في هذه الحالة بدها الصيمينX
+
+800
+01:38:03,860 --> 01:38:11,820
+تساوي تلاتة وY تساوي واحد زائد T Z تساوي ناقص واحد
+
+801
+01:38:11,820 --> 01:38:17,420
+ناقص خمسة T بس بروح اعطي ال condition اللي انا
+
+802
+01:38:17,420 --> 01:38:24,420
+حصلت عليه T اكبر من او تساوي Zero واقل من او تساوي
+
+803
+01:38:24,420 --> 01:38:29,620
+الواحدشايفين ايش؟ افرجت هذه عن هذه لمعادلة نفس
+
+804
+01:38:29,620 --> 01:38:33,340
+الخلافة سويا في ال condition هذه المعادلة ال
+
+805
+01:38:33,340 --> 01:38:36,100
+parameterية للخط المستقيم هذه المعادلة ال
+
+806
+01:38:36,100 --> 01:38:40,720
+parameterية للقطع المستقيمة ده لأن المطلوب الرابع
+
+807
+01:38:40,720 --> 01:38:44,040
+اللي هاد للنقطة تقاطع
+
+808
+01:38:47,930 --> 01:38:56,790
+مع المستوى XZ كداش معادلة المستوى XZ Y تساوي Zero
+
+809
+01:38:56,790 --> 01:39:02,510
+إذا بدي أجي على Y و أحطها تساوي Zero تمام يبقى
+
+810
+01:39:23,190 --> 01:39:34,470
+Y تساوي ZERO هذا يتطلب ان يكون Y تساوي ZERO تساوي
+
+811
+01:39:34,470 --> 01:39:40,570
+واحد زائد T يبقى T كم تساوي سالب واحد
+
+812
+01:39:44,140 --> 01:39:49,460
+عن سالب واحد في إحداثيات النقط اللي عندنا هذه يبقى
+
+813
+01:39:49,460 --> 01:39:56,560
+شبه الصين X يساوي تلاتة و Y تساوي كدهش؟ Zero ما هي
+
+814
+01:39:56,560 --> 01:40:02,940
+جازة هذا بدهاش شيء تساوي Zero و Z تساوي ناقص واحدة
+
+815
+01:40:05,300 --> 01:40:12,260
+أقصى واحد قد يساوي أربعة وبالتالي point of
+
+816
+01:40:12,260 --> 01:40:27,380
+intersection of the line L with the plane XZ
+
+817
+01:40:27,380 --> 01:40:32,900
+plane as X أو Y
+
+818
+01:40:41,840 --> 01:40:47,860
+يبقى ال X يساوي تلاتة و Zero او أربعة لحد هنا
+
+819
+01:40:47,860 --> 01:40:54,860
+انتهى حل هذا المثال و بانتهاء حل هذا المثال تنتهي
+
+820
+01:40:54,860 --> 01:40:58,760
+محاضرة اليوم و بقيت الأربعة اللي تبقى اللي مالك
+
+821
+01:40:58,760 --> 01:41:06,000
+شغلها للمحاضرة القادمة و ربما تشغل كل المحاضرة
+
+822
+01:41:06,000 --> 01:41:08,520
+القادمة المظلة الأهمية
+
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ilto5AXE7dw_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ilto5AXE7dw_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..40480ec31c8ca18fc7601be78bb6a8d30ce92509
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/Ilto5AXE7dw_raw.json
@@ -0,0 +1 @@
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"start": 3240.84, "end": 3260.96, "text": "يبقى بضال عندي هنا قداش و sign تربية فيه و هنا بضال قداش عندي sign تربية فيه لانه خد sign برا اللي بين قسين قداش يبقى هذا كمان بواحد يبقى بضال قداش ر تربية sign فيه", "tokens": [1829, 3555, 4587, 7578, 4724, 11242, 6027, 18871, 16254, 34105, 12174, 3215, 33599, 4032, 1465, 6055, 25513, 10632, 8978, 3224, 4032, 34105, 4724, 11242, 6027, 12174, 3215, 33599, 18871, 16254, 1465, 6055, 25513, 10632, 8978, 3224, 5296, 7649, 3224, 16490, 3215, 1465, 4724, 23557, 13672, 1829, 49374, 12174, 3794, 9957, 12174, 3215, 33599, 7251, 3555, 4587, 7578, 23758, 9122, 2304, 7649, 4724, 14407, 24401, 7251, 3555, 4587, 7578, 4724, 11242, 6027, 12174, 3215, 33599, 12602, 6055, 25513, 10632, 1465, 8978, 3224], "avg_logprob": -0.22560975409862472, "compression_ratio": 1.937062937062937, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 3240.84, "end": 3241.26, "word": "يبقى", "probability": 0.8631591796875}, {"start": 3241.26, "end": 3241.56, "word": " 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لما انحولنا من DX DY DZ إلى D ρو D فاي D ثيتا ضربنا في روتر بيه sign فاي ويومها كان السؤال من أين لك هذا فقلنا لكم ان شاء الله في ال section القادم اللي هو ال section اللي بين ايدينا اليوم وها نحن نفي بوعدنا طيب حد إلى أي تساؤل هذا قبل أن أذهب إلى المثال الثاني", "tokens": [2407, 3224, 15730, 19446, 4032, 22488, 8315, 24793, 39627, 8978, 9673, 5016, 46958, 25720, 9673, 46958, 10632, 5296, 15042, 16472, 5016, 12610, 8315, 9154, 48817, 48427, 413, 57, 30731, 413, 40750, 2407, 413, 6156, 47302, 413, 38637, 36081, 995, 48812, 25513, 8315, 8978, 12602, 35473, 2288, 4724, 1829, 3224, 1465, 6156, 47302, 4032, 1829, 20498, 11296, 25961, 21136, 33604, 6027, 9154, 5551, 9957, 5296, 4117, 23758, 6156, 4587, 1211, 8315, 5296, 24793, 16472, 13412, 16606, 21984, 8978, 2423, 3541, 25062, 18513, 2304, 13672, 1829, 31439, 2423, 3541, 13672, 1829, 49374, 1975, 1829, 16254, 8315, 45595, 20498, 4032, 11296, 8717, 5016, 1863, 8717, 41185, 4724, 2407, 22488, 8315, 23032, 1829, 3555, 11331, 3215, 30731, 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"probability": 0.74951171875}, {"start": 3755.65, "end": 3756.19, "word": " المصوفة", "probability": 0.9739990234375}, {"start": 3756.19, "end": 3756.85, "word": " المثلثة", "probability": 0.991796875}, {"start": 3756.85, "end": 3757.63, "word": " السفلة", "probability": 0.9521484375}], "temperature": 1.0}, {"id": 147, "seek": 377796, "start": 3758.8, "end": 3777.96, "text": "حاصل ضرب عناصر القطر الرئيسي أو الـ scalar matrix يبقى بس بنضرب حاصل ضرب عناصر القطر الرئيسي ينفذش بيطلع واحد على تلاتة U مش مصدقة تعالى انفك باستخدام عناصر الصف الأول وشط بصفه عموده كل واحد على U", "tokens": [5016, 33546, 1211, 48812, 25513, 18871, 33546, 2288, 25062, 9566, 2288, 34892, 19986, 1829, 3794, 1829, 34051, 2423, 39184, 39684, 8141, 7251, 3555, 4587, 7578, 4724, 3794, 44945, 11242, 25513, 11331, 33546, 1211, 48812, 25513, 18871, 33546, 2288, 25062, 9566, 2288, 34892, 19986, 1829, 3794, 1829, 7251, 1863, 5172, 8848, 8592, 4724, 1829, 9566, 1211, 3615, 36764, 24401, 15844, 6055, 1211, 9307, 3660, 624, 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"end": 3768.24, "word": " واحد", "probability": 0.786376953125}, {"start": 3768.24, "end": 3769.06, "word": " على", "probability": 0.74609375}, {"start": 3769.06, "end": 3770.0, "word": " تلاتة", "probability": 0.83013916015625}, {"start": 3770.0, "end": 3770.24, "word": " U", "probability": 0.74169921875}, {"start": 3770.24, "end": 3770.8, "word": " مش", "probability": 0.92919921875}, {"start": 3770.8, "end": 3771.5, "word": " مصدقة", "probability": 0.875732421875}, {"start": 3771.5, "end": 3771.9, "word": " تعالى", "probability": 0.6566569010416666}, {"start": 3771.9, "end": 3772.32, "word": " انفك", "probability": 0.797607421875}, {"start": 3772.32, "end": 3773.0, "word": " باستخدام", "probability": 0.990966796875}, {"start": 3773.0, "end": 3773.46, "word": " عناصر", "probability": 0.9842122395833334}, {"start": 3773.46, "end": 3773.88, "word": " الصف", "probability": 0.984619140625}, {"start": 3773.88, "end": 3774.42, "word": " الأول", "probability": 0.935302734375}, {"start": 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1975, 2655, 3794, 10943, 5016, 11536, 1829, 46599, 9640, 4117, 21984, 8978, 24793, 21136, 37440, 25894, 24793, 4032, 2288, 35571, 3660, 21984, 4032, 26890, 4117, 9307, 3224], "avg_logprob": -0.22207031697034835, "compression_ratio": 1.4851485148514851, "no_speech_prob": 5.960464477539062e-07, "words": [{"start": 4528.29, "end": 4528.77, "word": "وأنتوا", "probability": 0.60137939453125}, {"start": 4528.77, "end": 4528.91, "word": " وأنا", "probability": 0.6629638671875}, {"start": 4528.91, "end": 4529.31, "word": " باطلوا", "probability": 0.83203125}, {"start": 4529.31, "end": 4529.69, "word": " منكم", "probability": 0.797607421875}, {"start": 4529.69, "end": 4531.21, "word": " اتسامحوني", "probability": 0.812255859375}, {"start": 4531.21, "end": 4531.91, "word": " وبارك", "probability": 0.82666015625}, {"start": 4531.91, "end": 4532.07, "word": " الله", "probability": 0.935546875}, {"start": 4532.07, "end": 4532.75, "word": " فيكم", "probability": 0.9765625}, {"start": 4532.75, "end": 4533.51, "word": " السلام", "probability": 0.7861328125}, {"start": 4533.51, "end": 4533.91, "word": " عليكم", "probability": 0.975341796875}, {"start": 4533.91, "end": 4534.33, "word": " ورحمة", "probability": 0.9857177734375}, {"start": 4534.33, "end": 4534.55, "word": " الله", "probability": 0.97998046875}, {"start": 4534.55, "end": 4535.55, "word": " وبركاته", "probability": 0.86103515625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 4537.4115, "duration_after_vad": 4169.634093749995}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/RFjaGoXcZxE.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/RFjaGoXcZxE.srt
new file mode 100644
index 0000000000000000000000000000000000000000..931878fb024a4c01809b3ab10ef6caede4520806
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/RFjaGoXcZxE.srt
@@ -0,0 +1,2229 @@
+1
+00:00:12,960 --> 00:00:17,880
+بسم الله الرحمن الرحيم، عودة على build المرة اللي
+
+2
+00:00:17,880 --> 00:00:23,220
+فاتت، ابتدأنا في section 14 أو 14.8، share role فعل
+
+3
+00:00:23,220 --> 00:00:27,080
+السلسلة، وأخذنا الحالة الأولى لو كانت الـ function
+
+4
+00:00:27,080 --> 00:00:32,650
+مالها في متغير، ليه ride وكل متغير من المتغيرين
+
+5
+00:00:32,650 --> 00:00:37,810
+function  T متغير، الآخر. ثم بعد ذلك أخذنا لو كانت
+
+6
+00:00:37,810 --> 00:00:43,930
+دالة function T ثلاثة متغيرات، وكل متغير دالة في
+
+7
+00:00:43,930 --> 00:00:48,830
+متغير آخر. الآن ننتقل إلى النقطة الثانية وهي
+
+8
+00:00:48,830 --> 00:00:55,450
+function T متغيرين أو ثلاثة متغيرات، وكل من هذه
+
+9
+00:00:55,450 --> 00:01:00,480
+المتغيرات function في two variables وليس في
+
+10
+00:01:00,480 --> 00:01:05,320
+variable واحد. تمام، وبالتالي مش هيكون عندنا اشتغال
+
+11
+00:01:05,320 --> 00:01:10,100
+كل زي ما كنا بنقوله، دي و باي دي تي يبقى بتصير
+
+12
+00:01:10,100 --> 00:01:15,820
+partial و باي partial  المتغير اللي عندنا. هذا لذلك
+
+13
+00:01:15,820 --> 00:01:21,940
+هنحط هذا الكلام في الصيغة التالية. يجب أن أقول theorem
+
+14
+00:01:21,940 --> 00:01:25,640
+suppose  ذات الـ w
+
+15
+00:01:31,010 --> 00:01:39,790
+الـ W تساوي الـ function في X of Y of Z، والـ X
+
+16
+00:01:39,790 --> 00:01:48,190
+function في R و S، ده اللي فيه متغيرين، والـ Y تساوي
+
+17
+00:01:48,190 --> 00:01:53,350
+H of R و S، والـ Z كذلك
+
+18
+00:02:11,490 --> 00:02:18,770
+إذا كانت الدوال الأربع هذه are differentiable
+
+19
+00:02:18,770 --> 00:02:19,890
+functions
+
+20
+00:02:21,920 --> 00:02:31,660
+دوال قابلة للاشتقاق، then w is differentiable
+
+21
+00:02:31,660 --> 00:02:45,920
+function of r and s، ونمراً
+
+22
+00:02:45,920 --> 00:02:52,020
+واحد، partial w by partial r تساوي partial w by
+
+23
+00:02:52,020 --> 00:02:58,660
+partial x في partial x by partial r زائد partial w
+
+24
+00:02:58,660 --> 00:03:04,920
+by partial y في partial y by partial r زائد
+
+25
+00:03:04,920 --> 00:03:11,220
+partial w by partial z في partial z by partial r
+
+26
+00:03:12,040 --> 00:03:17,740
+نمراً اثنين يساوي
+
+27
+00:03:17,740 --> 00:03:23,640
+partial w by partial x في partial x by partial s
+
+28
+00:03:23,640 --> 00:03:29,220
+زائد partial w by partial y في partial y by partial s
+
+29
+00:03:29,220 --> 00:03:35,100
+زائد partial w by partial z في partial z by partial s
+
+30
+00:03:57,130 --> 00:04:02,670
+مرة ثانية، بقول المرة هذه عندنا الـ w function في
+
+31
+00:04:02,670 --> 00:04:08,830
+ثلاثة متغيرات، x و y و z، وكل من المتغيرات الثلاثة x
+
+32
+00:04:08,830 --> 00:04:13,410
+و y و z، ده اللي فيه متغيرين، لكن المرة اللي فاتت
+
+33
+00:04:13,410 --> 00:04:19,020
+كانت في متغير واحد. ومن هنا مش قادرين نقول هنا
+
+34
+00:04:19,020 --> 00:04:24,260
+اشتقاقاً كلياً، وإنما بيكون اشتقاق جزئي. يبقى
+
+35
+00:04:24,260 --> 00:04:27,720
+partially derivative. يبقى بالدرجة دلوقتي partial W
+
+36
+00:04:27,720 --> 00:04:29,360
+by partial R
+
+37
+00:04:32,440 --> 00:04:35,920
+مضافاً إليها partial w by partial x في partial x by
+
+38
+00:04:35,920 --> 00:04:39,820
+partial r، مضافاً إليها partial w by partial y
+
+39
+00:04:39,820 --> 00:04:44,440
+في partial y by partial r، مضافاً إليها partial w by
+
+40
+00:04:44,440 --> 00:04:48,450
+partial z في partial z by partial r. إحنا جبنا
+
+41
+00:04:48,450 --> 00:04:54,050
+مشتقة بالنسبة لأحد المتغيرين اللي هو R. يبقى مثل
+
+42
+00:04:54,050 --> 00:04:57,990
+ما جبنا الـ R بنروح نجيب لمين؟ إلى S اللي هو
+
+43
+00:04:57,990 --> 00:05:02,230
+المتغير الآخر، فبروح آخذ partial W by partial S
+
+44
+00:05:02,230 --> 00:05:07,130
+بنفس الطريقة اللي فوق، بس بشيل كل R وبحط مكانها
+
+45
+00:05:07,130 --> 00:05:13,890
+مين؟ بحط مكانها S. طب لو حبينا نرسم الشكل هذا خوفاً
+
+46
+00:05:13,890 --> 00:05:20,950
+من النسيان، على شكل هندسي، فبجي بقول: هي عندي w تساوي
+
+47
+00:05:20,950 --> 00:05:30,190
+function x و y و z. إذا بده يتفرع منها ثلاثة أفرع، x
+
+48
+00:05:30,190 --> 00:05:36,710
+و y و z. الآن هذا بيكون كله اشتقاق بالنسبة لمن؟
+
+49
+00:05:36,710 --> 00:05:44,340
+بالنسبة إلى R. إذا اجينا للمشتقة هنا، نظراً لأن
+
+50
+00:05:44,340 --> 00:05:48,720
+الدالة في أكثر من متغير، فبتقول partial w by
+
+51
+00:05:48,720 --> 00:05:53,580
+partial x، وهنا partial w by partial y، وهنا partial
+
+52
+00:05:53,580 --> 00:05:59,290
+w by partial z. لأن كلهم من X وY وZ، دالة في أكثر من
+
+53
+00:05:59,290 --> 00:06:04,390
+متغير، فيه متغيرين. إذا سيكون الاشتقاق اشتقاقاً جزئياً.
+
+54
+00:06:04,390 --> 00:06:09,470
+يبقى partial X by partial R، partial Y by partial R،
+
+55
+00:06:09,470 --> 00:06:15,250
+partial Z by partial R. اللي عملناه بالنسبة لـ R بدنا
+
+56
+00:06:15,250 --> 00:06:20,470
+نروح نعمله كذلك بالنسبة إلى S. يبقى بقى آجي بقول له
+
+57
+00:06:20,470 --> 00:06:28,030
+إيه الـ W، هي الـ function في X و Y و Z، وهذا عنده X وهنا
+
+58
+00:06:28,030 --> 00:06:37,950
+Y وهنا Z، وهنا S، شكلها
+
+59
+00:06:37,950 --> 00:06:44,970
+نادر. إذا تفضل الـ W بالنسبة لـ X اشتقاقاً جزئياً، يبقى
+
+60
+00:06:44,970 --> 00:06:49,430
+partial W by partial X، partial W by partial Y،
+
+61
+00:06:49,430 --> 00:06:55,490
+partial W by partial Z. هنا كذلك الـ X دالة في
+
+62
+00:06:55,490 --> 00:07:00,090
+متغيرين، والـ Y دالة في متغيرين. إذا هو هكذا، إذا بدي
+
+63
+00:07:00,090 --> 00:07:06,150
+يصير partial X by partial S، partial Y by partial S،
+
+64
+00:07:06,150 --> 00:07:14,130
+partial Z by partial S. إذا لو روحنا للصيغة اللي فوق
+
+65
+00:07:14,130 --> 00:07:19,330
+بسيطة جداً، يبقى بضرب هذا في هذا، زائد هذا في هذا، زائد
+
+66
+00:07:19,330 --> 00:07:24,150
+هذا في هذا. بكون حصلت عالمياً على تفاضل الـ W بالنسبة
+
+67
+00:07:24,150 --> 00:07:30,330
+لـ R. بالمثل تفاضل الـ W بالنسبة إلى S، يبقى بضرب اثنين
+
+68
+00:07:30,330 --> 00:07:32,910
+الدوال في بعض، زائد اثنين الدوال في بعض، زائد اثنين
+
+69
+00:07:32,910 --> 00:07:38,050
+الدوال في بعض. يبقى سواء كانت بالرسم أو بالجزء النظري
+
+70
+00:07:38,050 --> 00:07:42,430
+الأول، كلهم الاثنين نفس النتيجة. يبقى الرسمة فقط
+
+71
+00:07:42,430 --> 00:07:53,790
+لتثبيت المعلومة، نعطي مثال example، بقول
+
+72
+00:07:53,790 --> 00:08:03,770
+let الـ W بدها تساوي لن X تربيع، لن X تربيع زائد Y
+
+73
+00:08:07,520 --> 00:08:19,660
+تربيع، والـ X بدها تساوي U في E أس V في Cos U، والـ Y
+
+74
+00:08:19,660 --> 00:08:29,940
+بدها تساوي U في E أس V في Sin U، والـ Z بدها تساوي U
+
+75
+00:08:29,940 --> 00:08:33,600
+في E أس V. Find
+
+76
+00:08:35,410 --> 00:08:45,530
+المطلوب الأول، نمراً a، partial w by partial u by its
+
+77
+00:08:45,530 --> 00:08:54,450
+chain rule. يبقى بواسطة قاعدة السلسلة. نمراً b، partial
+
+78
+00:08:54,450 --> 00:09:04,450
+w by partial u directly، مباشرة
+
+79
+00:09:05,920 --> 00:09:12,960
+after expressing or expressing
+
+80
+00:09:12,960 --> 00:09:20,340
+w
+
+81
+00:09:20,340 --> 00:09:29,020
+in terms of u and v
+
+82
+00:09:44,280 --> 00:09:48,940
+سؤال مرة ثانية، معطيني w function في ثلاثة
+
+83
+00:09:48,940 --> 00:09:54,820
+متغيرات، لأن x تربيع، زي y تربيع، زي z تربيع، وكل من
+
+84
+00:09:54,820 --> 00:10:02,480
+x و y و z دالة في متغيرين، اللي هما u و v، وطُلب
+
+85
+00:10:02,480 --> 00:10:08,100
+مشتقة الـ W بالنسبة لمن؟ بالنسبة إلى U. يبقى كأنه
+
+86
+00:10:08,100 --> 00:10:11,640
+إحنا عند الحالة الأولى اللي عندنا هذه، بس بدل R
+
+87
+00:10:11,640 --> 00:10:16,260
+حطينا مكانها مين؟ حطينا مكانها U. قال ليه؟ بدي
+
+88
+00:10:16,260 --> 00:10:21,820
+أشتغل هذا بصرف النظر. يبقى بدي أجيب له partial W by
+
+89
+00:10:21,820 --> 00:10:27,600
+partial U. الآن W فيه ثلاثة متغيرات، يبقى بقوله
+
+90
+00:10:27,600 --> 00:10:33,680
+partial W by partial X، في partial X by partial U، زائد partial W
+
+91
+00:10:33,680 --> 00:10:39,560
+by partial Y، في partial Y by partial U، زائد partial W by partial Z
+
+92
+00:10:39,560 --> 00:10:45,980
+في partial Z by partial U. يبقى بناءً عليه أصبح partial W
+
+93
+00:10:45,980 --> 00:10:52,290
+by partial U بنفسه. إذا نشتق W بالنسبة لـ X اللي فوق
+
+94
+00:10:52,290 --> 00:10:57,810
+يبقى مشتقتها واحد على اللي داخل الـ Ln في مشتقة ما
+
+95
+00:10:57,810 --> 00:11:02,910
+داخل الـ Ln بالنسبة إلى X، يبقى الـ Y تربيع و Z تربيع
+
+96
+00:11:02,910 --> 00:11:09,290
+وطبعاً constant، يبقى هذه ب 2X على X تربيع زائد Y
+
+97
+00:11:09,290 --> 00:11:09,390
+تربيع
+
+98
+00:11:12,620 --> 00:11:17,680
+هذا فقط لو partial w by partial x. بدي أضرب في
+
+99
+00:11:17,680 --> 00:11:22,620
+تفاضل الـ x بالنسبة لـ u. يجب أن يكون الـ E أس V
+
+100
+00:11:22,620 --> 00:11:29,700
+يُعتبر constant، وهذا يُعتبر مشتق بالحاصل ضرب دالتين
+
+101
+00:11:29,700 --> 00:11:34,000
+لأنه مُشتق نسبة لمن؟ بالنسبة إلى U. لكن لو كان
+
+102
+00:11:34,000 --> 00:11:38,980
+الاشتقاق بالنسبة إلى V، لكان أسهل كثير جداً. يعني
+
+103
+00:11:38,980 --> 00:11:43,480
+الاشتقاق بالنسبة لـ V very easy، لكن بالنسبة لـ U فيه
+
+104
+00:11:43,480 --> 00:11:49,200
+صعوبة شوية. يبقى هذا كله مضروب في مشتقة حاصل ضرب
+
+105
+00:11:49,200 --> 00:12:00,440
+دالتين، يبقى النتيجة E أس V في Sin U زائد U E أس V
+
+106
+00:12:00,440 --> 00:12:08,040
+في Cos U. يبقى هذا الجزء الأول. بالمثل نعود للجزء
+
+107
+00:12:08,040 --> 00:12:13,860
+الثاني،  أفعل الـ W بالنسبة إلى Y زي الـ X مع الفارق
+
+108
+00:12:13,860 --> 00:12:21,350
+المصمم لـ Y. يبقى 2Y على X تربيع زائد Y تربيع زائد Z
+
+109
+00:12:21,350 --> 00:12:27,970
+تربيع في تفاضل الـ Y بالنسبة إلى U. كذلك باستخدام حاصل
+
+110
+00:12:27,970 --> 00:12:37,010
+ضرب دالتين، يبدأ E أس V في Cos U زائد U E أس V
+
+111
+00:12:37,010 --> 00:12:43,790
+وتفاضل Cos بكم؟ بسالب Sin U. هاي خلصنا الجزء من
+
+112
+00:12:43,790 --> 00:12:47,110
+الجزء الثاني، بنجي للجزء الثالث.
+
+113
+00:12:50,680 --> 00:12:59,680
+تفاضل الـ Z بالنسبة إلى U يبقى
+
+114
+00:12:59,680 --> 00:13:07,640
+بنفس الطريقة، 2Z على X تربيع زائد Y تربيع زائد Z
+
+115
+00:13:07,640 --> 00:13:12,220
+تربيع، مضروب بتفاضل الـ Z بالنسبة إلى U.
+
+116
+00:13:18,430 --> 00:13:23,450
+طيب هذا طبعاً الإجابة عندنا، موجود الحمد لله، الـ X
+
+117
+00:13:23,450 --> 00:13:28,430
+موجودة، والـ Y والـ Z والـ U والـ V كله. لكن إحنا
+
+118
+00:13:28,430 --> 00:13:31,930
+بدنا إياها بدلالة، main الـ U والـ V اللي يُعتبر
+
+119
+00:13:31,930 --> 00:13:37,570
+المتغيرات. إذا بدي أروح أحول كل الـ X والـ Y والـ Z
+
+120
+00:13:37,570 --> 00:13:42,650
+بدلالة الـ U والـ V ونشوف كده بده يساوي. طب لو جيت
+
+121
+00:13:42,650 --> 00:13:49,320
+للقيم هذول، معناته مربع الثلاث حدود هذول ونشوف
+
+122
+00:13:49,320 --> 00:13:53,200
+كده شو بده يساوي. طب لو جيت في المقام، X تربيع
+
+123
+00:13:53,200 --> 00:13:59,120
+زائد Y تربيع زائد Z تربيع، شو بده يعطيني؟ بده يعطيني
+
+124
+00:13:59,120 --> 00:14:08,580
+U تربيع E أس 2V Cos تربيع U زائد U تربيع Sin
+
+125
+00:14:08,580 --> 00:14:09,400
+تربيع U
+
+126
+00:14:15,110 --> 00:14:22,790
+زائد اللي هو U تربيع E أس 2V Cos تربيع V
+
+127
+00:14:22,790 --> 00:14:30,250
+زائد U تربيع E أس 2V. إيش بتلاحظوا يا بنات؟ فيه
+
+128
+00:14:30,250 --> 00:14:36,580
+عامل مشترك اللي هو U تربيع E أس 2V. يبقى هنا
+
+129
+00:14:36,580 --> 00:14:41,720
+Sin تربيع زائد، زائد Sin تربيع زائد Cos تربيع الـ
+
+130
+00:14:41,720 --> 00:14:49,160
+U. يبقى هنا بصير Sin تربيع الـ U زائد Cos تربيع الـ
+
+131
+00:14:49,160 --> 00:14:56,800
+U. بكام؟ بواحد. طب هذا بكام؟ بواحد أيضاً. يبقى
+
+132
+00:14:56,800 --> 00:15:03,070
+2U تربيع E أس 2V. هذا هو المقام. يبقى
+
+133
+00:15:03,070 --> 00:15:07,750
+بناءً عليه بصير عندي partial w by partial u بده
+
+134
+00:15:07,750 --> 00:15:12,050
+يساوي، هي 2 اللي عندنا، وبده أشيل الـ X وآخذ
+
+135
+00:15:12,050 --> 00:15:20,650
+قيمتها اللي هو U في E أس V في Sin الـ U على مين؟ على
+
+136
+00:15:20,650 --> 00:15:30,170
+الـ 2U تربيع E أس 2V. كل
+
+137
+00:15:30,170 --> 00:15:38,050
+هذا مضروب في مين؟ في E أس V في Sin U زائد U E أس
+
+138
+00:15:38,050 --> 00:15:50,810
+V في Cos U، زائد 2 الـ Y هي U في E أس V في Cos U
+
+139
+00:15:50,810 --> 00:15:58,990
+على 2U تربيع E أس 2V في مين؟ في E أس V
+
+140
+00:15:59,460 --> 00:16:12,920
+Cos U - U E أس V Sin U، زائد 2 Z عندنا، 2U E
+
+141
+00:16:12,920 --> 00:16:21,460
+أس V في E أس V يبقى E أس 2V على مين؟ على 2U
+
+142
+00:16:21,460 --> 00:16:28,920
+تربيع، 2U تربيع E أس 2V
+
+143
+00:16:31,270 --> 00:16:38,550
+يروح 2 مع 2، والـ U مع التربيع، والـ E أس V
+
+144
+00:16:38,550 --> 00:16:44,610
+مع الـ E أس V، وبظل عندنا Sin. طيب يا بنات هذه
+
+145
+00:16:44,610 --> 00:16:53,230
+E أس V لو طلعت بره، مع E أس V مع E أس 2V بتروح، بظل
+
+146
+00:16:53,230 --> 00:17:02,140
+عندي قد إيش هنا؟ واحد على U فقط في Sin الـ U زائد U في
+
+147
+00:17:02,140 --> 00:17:12,420
+Cos U، وعندي هنا Sin U اللي برة، يبقى هنا في Sin U
+
+148
+00:17:12,420 --> 00:17:19,780
+هذا الجزء الأول. الجزء الثاني برضه، إذا طلع E أس V مع
+
+149
+00:17:19,780 --> 00:17:27,540
+E أس V مع E أس 2V، بصير E أس 2V مع E أس 2V، و
+
+150
+00:17:27,540 --> 00:17:34,280
+2 مع 2، والتربيع مع الـ U بيظل Cos الـ U
+
+151
+00:17:34,280 --> 00:17:44,160
+على U في Cos الـ U ناقص U Sin الـ U. الجزء الأخير
+
+152
+00:17:44,160 --> 00:17:54,380
+بيظل عندي زائد، يعني بس واحد على U كمان؟ ما فيش، رأيك
+
+153
+00:17:54,380 --> 00:17:56,860
+يا بنات هذا الكلام بده يساوي
+
+154
+00:18:01,150 --> 00:18:06,190
+عندك هنا واحد على U، وعندك هنا واحد على U، وعندك
+
+155
+00:18:06,190 --> 00:18:08,370
+هنا واحد على U، وعندك هنا واحد على U، وعندك هنا
+
+156
+00:18:08,370 --> 00:18:08,930
+وعندك هنا واحد على U، وعندك هنا واحد على U
+
+157
+00:18:08,930 --> 00:18:13,610
+وعندك هنا واحد على U، وعندك هنا واحد على U
+
+158
+00:18:13,610 --> 00:18:21,550
+وعندك هنا واحد على
+
+159
+00:18:21,550 --> 00:18:33,210
+U، وعندك هنا، ناقص الـ U، Sin U، Cos U، تلقين القرص،
+
+160
+00:18:33,210 --> 00:18:35,850
+تلقين القرص، تلقين القرص، تلقين القرص، تلقين
+
+161
+00:18:35,850 --> 00:18:37,130
+القرص، تلقين القرص، تلقين القرص، تلقين القرص،
+
+162
+00:18:37,130 --> 00:18:37,950
+تلقين القرص، تلقين القرص، تلقين القرص، تلقين
+
+163
+00:18:37,950 --> 00:18:39,850
+القرص، تلقين القرص، تلقين القرص، تلقين القرص،
+
+164
+00:18:39,850 --> 00:18:40,570
+تلقين القرص، تلقين القرص، تلقين القرص، تلقين
+
+165
+00:18:40,570 --> 00:18:41,090
+القرص، تلقين القرص، تلقين القرص، تلقين القرص،
+
+166
+00:18:41,090 --> 00:18:45,090
+تلقين القرص، تلقين القرص، تلقين القرص، تلقين
+
+167
+00:18:45,090 --> 00:18:46,750
+القرص، تلق
+
+168
+00:18:53,830 --> 00:18:57,930
+إذاً هذا المشتقة اللي مُعقدة عليه، كبيرة، صارت عليه جزء
+
+169
+00:18:57,930 --> 00:19:09,490
+بسيط اللي هو عبارة عن 2 على U فقط لا غير. إذا
+
+170
+00:19:09,490 --> 00:19:14,450
+انتهينا من المطلوب الأول في المسألة، وبدنا نروح
+
+171
+00:19:14,450 --> 00:19:20,170
+للمطلوب الثاني وهو نمراً ب. نمراً ب قال لي بدي
+
+172
+00:19:20,170
+
+223
+00:25:56,430 --> 00:26:02,330
+لكن الـ X ده في مين؟ في المتغيرين يبقى باجي بقول
+
+224
+00:26:02,330 --> 00:26:08,710
+هنا R وبالتالي بصير partial X على partial R وهنا
+
+225
+00:26:08,710 --> 00:26:16,310
+هيجي S ويكون partial X على partial S يبقى هذا
+
+226
+00:26:16,310 --> 00:26:20,890
+بتجيبلي الحالة الأولى وهذا بتجيبلي من؟ الحالة
+
+227
+00:26:20,890 --> 00:26:22,890
+الثانية وهكذا
+
+228
+00:26:51,810 --> 00:27:09,670
+نعطي مثالاً على ذلك أو أكثر من مثال، مثال أول
+
+229
+00:27:09,670 --> 00:27:21,290
+مثال يقول find partial z على partial u and partial
+
+230
+00:27:21,290 --> 00:27:38,480
+z على partial v as functions of u and v. F z تساوي
+
+231
+00:27:38,480 --> 00:27:49,000
+tan inverse لمين؟ لـ x على y، و الـ x بدها تساوي u في
+
+232
+00:27:49,000 --> 00:28:01,300
+cos v، و الـ y بدها تساوي u في sin v
+
+233
+00:28:15,020 --> 00:28:20,460
+عليه، بالله عليك هنا بجي بتطلع، بلقى Z ده اللي في مين؟ في
+
+234
+00:28:20,460 --> 00:28:28,960
+متغيرين XY، وكل من المتغيرين XY ده اللي في متغيرين
+
+235
+00:28:28,960 --> 00:28:35,080
+آخرين في U وV. إذا احنا مع مين؟ مع الحالة الأولى
+
+236
+00:28:35,080 --> 00:28:41,800
+وليست الحالة الثالثة. طب كويس، يبقى هنا بجي بتقول لو
+
+237
+00:28:41,800 --> 00:28:44,080
+بدي أجيب الجزء الأول
+
+238
+00:28:47,780 --> 00:28:54,200
+partial Z على partial X، partial X على partial U زائد
+
+239
+00:28:54,200 --> 00:29:00,840
+partial Z على partial Y، partial Y على partial U. هذا
+
+240
+00:29:00,840 --> 00:29:07,580
+الجزء الأول. يجي نعوض يبقى partial Z على partial U
+
+241
+00:29:07,580 --> 00:29:16,050
+يساوي تفاضل Z بالنسبة إلى X، تفاضل التاليين بس واحد
+
+242
+00:29:16,050 --> 00:29:22,590
+على واحد، زي الـ X تربيع على Y تربيع، في مشتقة
+
+243
+00:29:22,590 --> 00:29:30,890
+الزاوية بالنسبة لمن؟ لـ y، واحد على Y وليس واحد
+
+244
+00:29:30,890 --> 00:29:37,630
+عليه، تفاضل X بواحد، لـ y، واحد على Y، فهذا الكلام
+
+245
+00:29:37,630 --> 00:29:42,670
+كله مضروب في تفاضل الـ X، تفاضل Z بالنسبة إلى U لما
+
+246
+00:29:42,670 --> 00:29:54,810
+نفرضها
+
+247
+00:29:54,810 --> 00:30:02,450
+بالنسبة لـ Y. هل تقدر تقولي كده نتيجة تفاضل
+
+248
+00:30:02,450 --> 00:30:03,730
+Y بالنسبة لـ Y كده؟
+
+249
+00:30:09,440 --> 00:30:16,920
+Y تربيع، X على Y تربيع يبقى سالب X على Y تربيع في
+
+250
+00:30:16,920 --> 00:30:22,980
+تفاضل Y بالنسبة إلى U، الـ Y هي ساين الـ v، طب في
+
+251
+00:30:22,980 --> 00:30:27,980
+الهقام شيخ، إذا قلت لك بالله، يقداش X تربيع زائد Y
+
+252
+00:30:27,980 --> 00:30:34,020
+تربيع؟ ايش يصير عندك؟ U تربيع كوساين تربيع زائد
+
+253
+00:30:34,020 --> 00:30:41,830
+U تربيع ساين تربيع، يبقى بـ U تربيع فقط. طيب هذا
+
+254
+00:30:41,830 --> 00:30:47,710
+الكلام، partial z by partial u تساوي شو رايكوا؟ ده
+
+255
+00:30:47,710 --> 00:30:54,890
+واحد على المقامات، إذا بتطلع Y تربيع، هنا Y تربيع زائد
+
+256
+00:30:54,890 --> 00:31:04,770
+X تربيع، واحد على Y في كوساين الـ v زائد Y تربيع، Y
+
+257
+00:31:04,770 --> 00:31:14,940
+تربيع زائد X تربيع ناقص X على Y تربيع في ساين الـ V
+
+258
+00:31:14,940 --> 00:31:24,020
+طيب هذا كله مستحيل، طلعيني Y مع Y تربيع، بيظل كده؟
+
+259
+00:31:24,020 --> 00:31:34,980
+بيظل بس Y كده، الـ Y هي U في ساين الـ V، كله
+
+260
+00:31:34,980 --> 00:31:41,430
+مقسم على مين؟ X تربيع زائد Y تربيع، الـ 100 U تربيع
+
+261
+00:31:41,430 --> 00:31:51,510
+و هنا عندي Cos V هذه تربيع
+
+262
+00:31:51,510 --> 00:31:59,690
+مع تربيع، الله يسامح عليها، الـ X هو U Cos V، U Cos V
+
+263
+00:31:59,690 --> 00:32:02,490
+في مين؟ في Sin V
+
+264
+00:32:16,520 --> 00:32:19,900
+يبقى الناتج كله يساوي صفر
+
+265
+00:32:23,880 --> 00:32:28,860
+و sin cos على u، و هنا sin cos على u، يبقى كله ب
+
+266
+00:32:28,860 --> 00:32:33,100
+zero، والحمد لله، يبقى هذا تفاضل الـ z بالنسبة الى u
+
+267
+00:32:33,100 --> 00:32:37,700
+قال لي هاتي تفاضل الـ z بالنسبة الى v، يبقى نقدر
+
+268
+00:32:37,700 --> 00:32:42,720
+نقوله partial z by partial v اللي هو عبارة عن
+
+269
+00:32:42,720 --> 00:32:49,960
+partial z على partial x، partial x على partial v، زي
+
+270
+00:32:49,960 --> 00:32:55,370
+partial z على partial y، يبقى partial y على partial
+
+271
+00:32:55,370 --> 00:33:04,030
+v. إذا partial z على partial v بده يساوي، تفاضل الـ z
+
+272
+00:33:04,030 --> 00:33:11,530
+بالنسبة إلى x، طب اللي فوق قداش
+
+273
+00:33:11,530 --> 00:33:18,330
+طلعت اللي هي هذه، صح؟ يبقى نحطها على طول، و y على x
+
+274
+00:33:18,330 --> 00:33:24,860
+تربيع، زي الـ y تربيع، يبقى هذه y على X تربيع زائد Y
+
+275
+00:33:24,860 --> 00:33:31,100
+تربيع، تمين في تفاضل الـ X بالنسبة إلى v، تفاضل الـ X
+
+276
+00:33:31,100 --> 00:33:37,740
+بالنسبة إلى v، لو سالب U ساين الـ v، في سالب U في ساين
+
+277
+00:33:37,740 --> 00:33:44,440
+الـ v زائد partial Z على partial Y، partial Z على
+
+278
+00:33:44,440 --> 00:33:48,800
+partial Y هي من فوق برضه، يبقى نضرب
+
+279
+00:33:57,100 --> 00:34:07,240
+Y تربيع في تفاضل Y بالنسبة الى V، U في Cos V، وهذا
+
+280
+00:34:07,240 --> 00:34:13,480
+الكلام from above يبقى
+
+281
+00:34:13,480 --> 00:34:18,620
+هذا اختصرته. Objective of the form Y، يجب أن أشيل
+
+282
+00:34:18,620 --> 00:34:30,690
+Y و أقدمها لـ U Sin V، U Sin V في سالب U Cos V، كل
+
+283
+00:34:30,690 --> 00:34:43,590
+هذا الكلام على U تربيع، وهنا ناقص، نجي للـ X، الـ X
+
+284
+00:34:43,590 --> 00:34:53,890
+اللي هو U Cos V، يبقى U Cos V في U Cos V على U
+
+285
+00:34:53,890 --> 00:34:54,610
+تربيع
+
+286
+00:34:57,860 --> 00:35:05,020
+Partial X على Partial V نقص Sine V، Partial X على
+
+287
+00:35:05,020 --> 00:35:05,420
+Partial V نقص Sine V، Partial X على Partial V نقص
+
+288
+00:35:05,420 --> 00:35:05,440
+Sine V، Partial X على Partial V نقص Sine V، Partial
+
+289
+00:35:05,440 --> 00:35:05,960
+X على Partial V نقص Sine V، Partial X على Partial V
+
+290
+00:35:05,960 --> 00:35:06,200
+نقص Sine V، Partial X على Partial V نقص Sine V
+
+291
+00:35:06,200 --> 00:35:06,220
+Partial X على Partial V نقص Sine V، Partial X على
+
+292
+00:35:06,220 --> 00:35:07,180
+نقص Sine V، Partial X على Partial V نقص Sine V
+
+293
+00:35:07,180 --> 00:35:08,260
+Partial X على Partial V نقص Sine V، Partial X على
+
+294
+00:35:08,260 --> 00:35:13,600
+Partial V نقص
+
+295
+00:35:13,600 --> 00:35:24,460
+Sine V، Partial X على Partial V نقص Sine V، Partial
+
+296
+00:35:24,460 --> 00:35:32,410
+X.  نأخذ ناقص U تربيع عامل مشترك، يبقى ناقص U تربيع
+
+297
+00:35:32,410 --> 00:35:40,330
+عامل مشترك، و هنا على U تربيع بصير عندي sin تربيع V
+
+298
+00:35:40,330 --> 00:35:43,950
+زائد cosine تربيع V
+
+299
+00:36:18,810 --> 00:36:27,210
+نأخذ مثالاً آخر، مثال اثنين نقول
+
+300
+00:36:27,210 --> 00:36:31,270
+define partial
+
+301
+00:36:31,270 --> 00:36:42,830
+z على partial u and partial z على partial v at u
+
+302
+00:36:42,830 --> 00:36:44,710
+و v. بدأت
+
+303
+00:36:49,120 --> 00:37:01,120
+فإذا كان الـ Z يساوي ln لـ Q، و لـ Q تساوي الـ square
+
+304
+00:37:01,120 --> 00:37:08,880
+root لـ V زائد ثلاثة في tan inverse U
+
+305
+00:37:48,540 --> 00:37:55,080
+طيب نرجع لسؤالنا هذا مرة ثانية، بنلاحظ أن زد دالة
+
+306
+00:37:55,080 --> 00:37:59,980
+في مين؟ متغير واحد، والمتغير دالة في مين؟ في متغيرين
+
+307
+00:37:59,980 --> 00:38:04,600
+اللي هي الحالة الثانية، تمام تمام. بقوله كويس، يبقى
+
+308
+00:38:04,600 --> 00:38:10,360
+احنا بدنا نجيب له partial z على partial u، يبقى بعدين
+
+309
+00:38:10,360 --> 00:38:16,350
+بقوله آه، آه، موجوده عندك، يبقى حسب الحالة اني
+
+310
+00:38:16,350 --> 00:38:24,470
+ايش بدي أقول؟ ايش ابنيها؟ يبقى dz على مين؟ على dQ في
+
+311
+00:38:24,470 --> 00:38:34,010
+مين؟ في partial dQ على partial U. فيه كمان؟ في ايه؟
+
+312
+00:38:34,010 --> 00:38:38,830
+لا لا،  دالة في متغير واحد، والمتغير دالة في مين؟
+
+313
+00:38:38,830 --> 00:38:44,630
+في متغيرين. بقوله بسيطة، if I'm partial z على
+
+314
+00:38:44,630 --> 00:38:50,930
+partial u يساوي تفاضل الـ z بالنسبة لـ q يبقى واحد
+
+315
+00:38:50,930 --> 00:38:57,390
+على الـ q، فتفاضل الـ q بالنسبة لمين؟ إلى u، في الجذر
+
+316
+00:38:57,390 --> 00:39:02,350
+التربيعي لـ V زائد ثلاثة. ما لكش دعوة، يعتبر مقدارا
+
+317
+00:39:02,350 --> 00:39:09,670
+ثابتاً، و tan inverse له واحد على واحد زائد U تربيع
+
+318
+00:39:09,670 --> 00:39:12,850
+طيب
+
+319
+00:39:12,850 --> 00:39:17,190
+إذا أكتب، ابدا بـ U و V، يبقى هذا الكلام
+
+320
+00:39:17,190 --> 00:39:25,190
+يساوي جذر التربيعي لـ V زائد تلاتة على واحد زائد U
+
+321
+00:39:25,190 --> 00:39:34,840
+تربيع، في الـ Q، الـ جذر التربيعي لـ V زائد تلاتة في
+
+322
+00:39:34,840 --> 00:39:41,800
+tan inverse U، الجذر مع الجذر، يبقى آلة المسألة في
+
+323
+00:39:41,800 --> 00:39:48,870
+الـ واحد زائد U تربيع في tan inverse U. قال لي احسب لي
+
+324
+00:39:48,870 --> 00:39:53,670
+هذا المقدار عند الواحد والسالب اثنين. إذا بدي أجيب له
+
+325
+00:39:53,670 --> 00:39:59,090
+له partial z على partial u عند النقطة واحد وسالب
+
+326
+00:39:59,090 --> 00:40:08,030
+اثنين، هو يساوي واحد على واحد زائد واحد في tan
+
+327
+00:40:08,030 --> 00:40:13,490
+inverse one، يبقى نصف. كده ايش بقول؟ الله يا بنات، tan
+
+328
+00:40:13,490 --> 00:40:23,300
+inverse one، يبقى الجواب كله  اثنين على باي. نروح نجيب
+
+329
+00:40:23,300 --> 00:40:32,540
+له partial z by partial v، يبقى dz by dQ
+
+330
+00:40:32,540 --> 00:40:39,630
+في partial Q by partial v، يبقى هذا الكلام يساوي
+
+331
+00:40:39,630 --> 00:40:44,690
+تفاضل الـ Z بالنسبة لـ الـ Q، بواحد على الـ Q، تفاضل
+
+332
+00:40:44,690 --> 00:40:50,270
+الـ Q بالنسبة إلى V، يبقى tan inverse مقدار ثابت
+
+333
+00:40:50,270 --> 00:40:58,930
+واحد على اثنين الجذر التربيعي لـ V زائد ثلاثة في
+
+334
+00:40:58,930 --> 00:41:05,390
+مين؟ في tan inverse U، طيب
+
+335
+00:41:05,390 --> 00:41:14,420
+نبسطها، هذا الكلام tan inverse U كله مقسوم على الـ Q
+
+336
+00:41:14,420 --> 00:41:23,740
+الجذر التربيعي لـ V زائد ثلاثة في tan inverse U، هذا
+
+337
+00:41:23,740 --> 00:41:30,750
+الـ Q، في اثنين الجذر، في اثنين الجذر التربيعي V زائد
+
+338
+00:41:30,750 --> 00:41:36,090
+ثلاثة، tan inverse مع tan inverse، يبقى هتقول المسألة
+
+339
+00:41:36,090 --> 00:41:43,810
+واحد على اثنين في V زائد ثلاثة. إذا بقدر أحسب
+
+340
+00:41:43,810 --> 00:41:50,710
+لمين؟ تفاضل الـ Z بالنسبة الى V عند النقطة واحد وناقص
+
+341
+00:41:50,710 --> 00:41:56,470
+اثنين، تساوي واحد على اثنين في ناقص اثنين
+
+342
+00:42:07,250 --> 00:42:15,310
+هذا اسمه كله اشتقاق مباشر، سواء كان اشتقاق كلي أو
+
+343
+00:42:15,310 --> 00:42:21,290
+اشتقاق ضمني، لكن قد يكون اشتقاق، اشتقاق ضمني يعني
+
+344
+00:42:21,290 --> 00:42:26,510
+إذا، نيجي لحاجة اسمها implicit differentiation
+
+345
+00:42:40,120 --> 00:42:45,580
+التفاضل الضمني، بقول
+
+346
+00:42:45,580 --> 00:42:50,580
+suppose that، طلب
+
+347
+00:42:50,580 --> 00:43:02,140
+أنّ F of XY is a differentiable function
+
+348
+00:43:02,140 --> 00:43:08,080
+ذلك قابل للاشتقاق، and that
+
+349
+00:43:10,700 --> 00:43:22,900
+Equation f of x, y تساوي 0 defines بتعرف لي
+
+350
+00:43:22,900 --> 00:43:37,360
+y as a differentiable function of x، then at any
+
+351
+00:43:37,360 --> 00:43:46,140
+point، عند أي نقطة where الـ
+
+352
+00:43:46,140 --> 00:43:56,720
+fy لا تساوي zero، we have الـ
+
+353
+00:43:56,720 --> 00:44:04,080
+dy على dx بدها تساوي سالب fx
+
+354
+00:44:16,760 --> 00:44:24,280
+أقصد بذلك الـ
+
+355
+00:44:24,280 --> 00:44:28,480
+equation X
+
+356
+00:44:28,480 --> 00:44:42,240
+الـ e أس Y زائد Sine XY زائد Y ناقص اثنين يساوي
+
+357
+00:44:42,240 --> 00:44:45,200
+أن نسميه صفر. Define
+
+358
+00:44:47,530 --> 00:45:01,330
+يُعرف لي y as a differentiable function of x، قاعد
+
+359
+00:45:01,330 --> 00:45:16,170
+هو اشتغلنا dy by dx at، القاعدة عند النقطة صفر ولين
+
+360
+00:46:04,880 --> 00:46:08,540
+النقطة اللي بين إيدينا، الملاحظات التي هي الـ
+
+361
+00:46:08,540 --> 00:46:14,180
+differentiation، التفاضل الضمني، فده يقول افترض أن
+
+362
+00:46:14,180 --> 00:46:20,400
+عندي دالة F of X و Y دالة قابلة للاشتقاق، وفي نفس
+
+363
+00:46:20,400 --> 00:46:26,380
+الوقت F of X و Y يساوي، انها بتعرف لي Y كدالة في X، يبقى
+
+364
+00:46:26,380 --> 00:46:32,060
+هذه بهذا الشكل، هذه علاقة تربط بين X و Y، يبقى لكنها
+
+365
+00:46:32,060 --> 00:46:34,240
+مشتركة مع بعض، مش كده؟
+
+366
+00:46:43,570 --> 00:46:49,190
+بيقول لي عند أي نقطة بحيث المشتقة الـ F بالنسبة لـ
+
+367
+00:46:49,190 --> 00:46:54,610
+Y لا يمكن أن تساوي صفر، بعرف المشتقة DY على DX
+
+368
+00:46:54,610 --> 00:47:00,430
+بأنها سالب مشتقة F بالنسبة لـ X مقسومة على مشتقة F
+
+369
+00:47:00,430 --> 00:47:04,950
+بالنسبة لـ Y. طبعاً إذا برهان صغير، مش عايزين برهانه
+
+370
+00:47:04,950 --> 00:47:08,250
+موجود في الكتاب، كله سطر ونص مش أكثر
+
+371
+00:47:13,980 --> 00:47:18,480
+بتعرف لي Y كدالة في X، هات لي dy على dx عند نقطة
+
+372
+00:47:18,480 --> 00:47:23,900
+صفر ولين اثنين، بقول لكوا ايش؟ طب وين F of X و Y؟
+
+373
+00:47:23,900 --> 00:47:28,480
+هتروح تشتقها، موجودة
+
+374
+00:47:28,480 --> 00:47:33,200
+عندي F of X و Y؟ موجودة، هذه لازم تساوي صفر اللي
+
+375
+00:47:33,200 --> 00:47:33,760
+هي هذه
+
+376
+00:47:37,240 --> 00:47:42,220
+يبقى الـ F of X و Y هي الدالة دي بدون صفر، يبقى بجي
+
+377
+00:47:42,220 --> 00:47:51,880
+بقوله F of X و Y هي عبارة عن مين؟ X أس Y زائد Sine
+
+378
+00:47:51,880 --> 00:48:01,240
+XY زائد Y ناقص اثنين. بقدر أجيب له  dFx
+
+379
+00:48:09,690 --> 00:48:15,070
+في Y، في مشتقة الزاوية بالنسبة لـ X، اللي هيقدر Y
+
+380
+00:48:15,070 --> 00:48:24,350
+والباقي كله بصفر. بدنا نجيب له FY يساوي، X مشتقة
+
+381
+00:48:24,350 --> 00:48:31,610
+الـ e أس Y بالـ e أس Y itself، أمام ذات اللي هو
+
+382
+00:48:31,610 --> 00:48:37,610
+تفاضل الـ Sine، e Cos XY، مشتقتها بالنسبة لـ X
+
+383
+00:48:38,060 --> 00:48:45,960
+المشتقة الاولى في الجداج، واحد، يا أبو واحد، تمام؟ خير
+
+384
+00:48:45,960 --> 00:48:54,120
+إن شاء الله، كده ساعتها العيد؟ احنا أبداً يعني، ضالة
+
+385
+00:48:54,120 --> 00:48:59,840
+لوقت العزة بس، أما محاضرتنا خلصت تقريباً، ساعتنا،
+
+386
+00:48:59,840 --> 00:49:03,520
+إلا خمس دقائق،
+
+387
+00:49:03,520 --> 00:49:27,360
+طيب، يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx
+
+388
+00:49:27,360 --> 00:49:33,080
+يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx
+
+389
+00:49:33,080 --> 00:49:33,300
+يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx
+
+390
+00:49:33,300 --> 00:49:35,480
+يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx، يبقى Fx، زائد Y Cos
+
+391
+00:49:35,480 --> 00:49:46,360
+XY على مين؟ على اي شرط؟  الأسلك برنامج، على FY، X أس Y زائد
+
+392
+00:49:46,360 --> 00:49:57,460
+X Cos XY زائد واحد. قال لي احسب لي هذه الـ dy على dx عند
+
+393
+00:49:57,460 --> 00:50:00,000
+النقطة مين؟ عند النقطة
+
+394
+00:
+
+445
+00:57:03,660 --> 00:57:07,880
+ثلاث أرباع يبقى هنا سالب ثلاث أرباع
+
+446
+00:57:35,100 --> 00:57:39,340
+عليه بيكون وصلنا إلى نهاية هذا الـ section وإلى
+
+447
+00:57:39,340 --> 00:57:49,520
+يكون أرقام المسائل التالية يبقى exercises يبقى
+
+448
+00:57:49,520 --> 00:57:56,540
+exercises أربعة عشر، أربعة، المسائل ثلاثة، خمسة، سبعة
+
+449
+00:57:56,540 --> 00:57:59,580
+تسعة، ثلاثة، خمسة، سبعة
+
+450
+00:58:02,570 --> 00:58:09,250
+تسعة عشر، واحد وعشرون، تسعة عشر، واحد وعشرون، ثلاثة
+
+451
+00:58:09,250 --> 00:58:11,950
+وعشرين، ثلاثون، اثنان
+
+452
+00:58:15,350 --> 00:58:22,830
+ثلاثة وثلاثون، خمسة وثلاثون، سبعة وثلاثون، سبعة
+
+453
+00:58:22,830 --> 00:58:28,010
+وثلاثون، تسعة وثلاثون، خمسة وأربعون، ثمانية
+
+454
+00:58:28,010 --> 00:58:39,270
+وأربعون، خمسة وأربعون، ثمانية وأربعون، الآن
+
+455
+00:58:39,270 --> 00:58:42,930
+سنتنقل إلى الـ section الذي يليه
+
+456
+00:58:46,590 --> 00:58:53,410
+بقى section أربعة، أشهر كام؟ اللي هو directional
+
+457
+00:58:53,410 --> 00:58:57,270
+derivatives
+
+458
+00:58:57,270 --> 00:59:02,930
+directional
+
+459
+00:59:02,930 --> 00:59:10,910
+derivatives يعني المشتقات المتجهة، and the gradient
+
+460
+00:59:23,000 --> 00:59:27,720
+نواصل الآن يا بنات للمحاضرة، طبيعتنا، وننتقل إلى الـ
+
+461
+00:59:27,720 --> 00:59:31,940
+section 14-5 اللي بتكلم عن الـ directional
+
+462
+00:59:31,940 --> 00:59:38,620
+derivatives يعني المشتقات المتجهة، يعني مشتقة في
+
+463
+00:59:38,620 --> 00:59:45,400
+اتجاه معين، and gradient vectors والمتجهات التي
+
+464
+00:59:45,400 --> 00:59:50,840
+بتبقى على شكل grad F أو del F أو ∇F هذا مثلًا
+
+465
+00:59:50,840 --> 00:59:57,080
+رأيكم، بعد قليل، سنُعطِي تعريفين، وبعد التعريفين سنروح
+
+466
+00:59:57,080 --> 01:00:02,260
+لبعض الأمثلة، طبعيًا، أول تعريف يقول the gradient
+
+467
+01:00:02,260 --> 01:00:08,460
+vector of a function f of x و y عند النقطة P0
+
+468
+01:00:08,460 --> 01:00:12,220
+of x0 و y0 is the vector يبقى فيه أن الـ
+
+469
+01:00:12,220 --> 01:00:19,500
+gradient vector هذا يبقى متجه للدالة F، شو
+
+470
+01:00:19,500 --> 01:00:27,280
+برمز له؟ بالرمز ∇ (المثلث رأسه لأسفل)، ويقرأ grad F أو
+
+471
+01:00:27,280 --> 01:00:33,780
+gradient F، يختصر إلى grad F أو del F أو ∇F
+
+472
+01:00:33,780 --> 01:00:44,800
+يبقى هذا الرمز يا بروح، بقول grad F يا إما بقول del
+
+473
+01:00:44,800 --> 01:00:55,620
+F يا إما بقول ∇F، كل واحد فيهم هذول، أي واحد من
+
+474
+01:00:55,620 --> 01:01:01,120
+الثلاثة هذول، الرمز هذا كله هو عبارة عن مين؟ اللي هو
+
+475
+01:01:01,120 --> 01:01:02,700
+grad F
+
+476
+01:01:05,110 --> 01:01:09,730
+هذا من ناحية التسمية، لكن بدا نجي لمفهومه as a
+
+477
+01:01:09,730 --> 01:01:14,730
+vector يبقى مفهومه as a vector، ومشتقته بالنسبة
+
+478
+01:01:14,730 --> 01:01:21,150
+للـ X عند النقطة P0 في اتجاه i، المشتقة بالنسبة
+
+479
+01:01:21,150 --> 01:01:25,270
+للـ y عند P0 في اتجاه الـ j، يعني معناه كل ما
+
+480
+01:01:25,270 --> 01:01:28,390
+بدي أجيب له ∂F/∂X، وأعوض
+
+481
+01:01:28,390 --> 01:01:31,750
+بإحداثيات النقطة، الرقم اللي بيطلع بقول هذا في
+
+482
+01:01:31,750 --> 01:01:38,360
+اتجاه i، زائد مشتقة الـ F بالنسبة إلى y، وأعوض بإحداثيات
+
+483
+01:01:38,360 --> 01:01:42,720
+النقطة، هيطلع عندي رقم، بقول هذا في اتجاه الـ j، اثنان
+
+484
+01:01:42,720 --> 01:01:48,440
+مع بعض بيكونوا اللي هو ما يسمى grad F، يبقى Fx
+
+485
+01:01:48,440 --> 01:01:52,180
+عند x0 و y0 في اتجاه i، زائد Fy عند x0
+
+486
+01:01:52,180 --> 01:01:58,730
+و y0 في اتجاه الـ j، طب لو كانت ثلاث متجهات، يعني في
+
+487
+01:01:58,730 --> 01:02:03,910
+ثلاث محاور، يبقى بضيف لهم كمان مين؟ Fz، وهذا ما سنرجع
+
+488
+01:02:03,910 --> 01:02:09,410
+عليه خلال هذا الـ section، تمام، تعريف الثاني، تعريف
+
+489
+01:02:09,410 --> 01:02:12,770
+الثاني هو نصف الأول من العنوان اللي احنا رافقينه
+
+490
+01:02:12,770 --> 01:02:15,870
+اللي هو الـ directional derivatives، المشتقات
+
+491
+01:02:15,870 --> 01:02:22,430
+المتجهة، فأعرف المشتقة  في اتجاه معين عند النقطة في
+
+492
+01:02:22,430 --> 01:02:25,610
+اتجاه المتجه، لأن هذا is
+
+493
+01:02:28,930 --> 01:02:35,490
+هيبقى اشتقاق جزئي سواء كان بالنسبة لـ X أو بالنسبة لـ
+
+494
+01:02:35,490 --> 01:02:39,830
+Y، بتعوض بيه إحداثيات النقطة اللي عندنا، هذا يبقى
+
+495
+01:02:39,830 --> 01:02:46,150
+جيبنا مين؟ جيبنا grad F، اه، في اتجاه unit vector U
+
+496
+01:02:46,150 --> 01:02:50,250
+يبقى بتفهم أن U هذا معناه مش vector عادي، وإنما
+
+497
+01:02:50,250 --> 01:02:55,620
+متجه وحدة، حطيته مركبتين، u1 في اتجاه الـ i، زي دي
+
+498
+01:02:55,620 --> 01:03:02,340
+و u2 في اتجاه الـ j، as ∇u f عند الـ P0، الرمز
+
+499
+01:03:02,340 --> 01:03:07,600
+يدل على الـ directional derivative، طب هذا الرمز يا
+
+500
+01:03:07,600 --> 01:03:12,660
+بكتبه بشكل هذا، يا بكتبه ∇f عند نقطة P0 ضد
+
+501
+01:03:12,660 --> 01:03:18,340
+متجه الوحدة U، يجب أن أشيل هذا وأكتبه زي ما عرفته
+
+502
+01:03:18,340 --> 01:03:24,100
+فيه، وهذا زي ما عرفناه هنا بالشكل، أعمل ضرب
+
+503
+01:03:24,100 --> 01:03:28,920
+dot product فيما بينهما، بصورة الـ fx في u1 زي
+
+504
+01:03:28,920 --> 01:03:35,380
+fy في u2، بناء عليه الناتج كمية قياسية أو كمية
+
+505
+01:03:35,380 --> 01:03:43,220
+اتجاهية، أو scalar، يبقى مقدار المشتقة المتجهة عند
+
+506
+01:03:43,220 --> 01:03:49,020
+نقطة، هو المقصود فيه هو grad F عند تلك النقطة
+
+507
+01:03:49,020 --> 01:03:55,140
+ضد متجه الوحدة U عند تلك النقطة، يبقى هذا تعريف الـ
+
+508
+01:03:55,140 --> 01:03:59,520
+directional derivative، نعطي بعض الأمثلة عليه، نجي
+
+509
+01:03:59,520 --> 01:04:02,240
+ناخد أول مثال، examples
+
+510
+01:04:08,710 --> 01:04:13,330
+بقول find the derivative of the function، find the
+
+511
+01:04:13,330 --> 01:04:29,150
+derivative of the function للدالة f of x y، f of x y
+
+512
+01:04:29,150 --> 01:04:43,010
+يساوي x ناقص y على xy زائد 2 عند النقطة P
+
+513
+01:04:43,010 --> 01:04:56,170
+naught of واحد، سالب واحد، in the direction of
+
+514
+01:04:56,170 --> 01:05:07,760
+the vector، اتجاه المتجه الذي يساوي اثني عشر
+
+515
+01:05:07,760 --> 01:05:24,480
+i زائد خمسة j، إذا
+
+516
+01:05:24,480 --> 01:05:26,160
+مشينا لإيجاد طريقة
+
+517
+01:05:37,780 --> 01:05:45,140
+النقطة المعطاة، هي المعطاة، المعطاة، المعطاة
+
+518
+01:05:45,140 --> 01:05:52,220
+المعطاة، المعطاة، المعطاة، المعطاة، المعطاة
+
+519
+01:05:52,220 --> 01:05:59,180
+المعطاة، المعطاة
+
+520
+01:06:04,560 --> 01:06:12,460
+عند من؟ عند... عند... بالنسبة للمتغير X، Fx، ها
+
+521
+01:06:12,460 --> 01:06:18,000
+يا ابنتي، البسط بدلالة X والمقام بدلالة X، إذا مشتقة
+
+522
+01:06:18,000 --> 01:06:26,260
+خارج قسمة دالتين، يبقى المقام في مشتقة البسط بالنسبة
+
+523
+01:06:26,260 --> 01:06:28,860
+لـ X اللي هو كده ايش؟ واحد
+
+524
+01:06:34,460 --> 01:06:42,100
+في مشتقة المقام بالنسبة لـ X أو Y، كل هذا الكلام
+
+525
+01:06:42,100 --> 01:06:49,600
+على مربع المقام الأصلي، هذا يبدو سواء يا بناتي X Y
+
+526
+01:06:49,600 --> 01:07:00,140
+زائد 2 ناقص XY زائد Y تربيع، كله على XY زائد 2 الكل
+
+527
+01:07:00,140 --> 01:07:07,520
+تربيع، هذه تذهب مع هذه، يبقى 2 زائد Y تربيع على
+
+528
+01:07:07,520 --> 01:07:13,260
+XY زائد 2 الكل تربيع، شو رايكم؟ بالمرة نحسبها عند
+
+529
+01:07:13,260 --> 01:07:19,800
+النقطة، يبقى بالتالي آخذ له Fx عند 1 و سالب
+
+530
+01:07:19,800 --> 01:07:24,420
+1، لأن هشيل كل X وأحط مكانها 1، وأشيل Y و
+
+531
+01:07:24,420 --> 01:07:33,370
+أحط مكانها 1، زائد سالب 1 تربيع على 1 سالب
+
+532
+01:07:33,370 --> 01:07:42,650
+1 زائد 2 الكل تربيع، يجي هنا 3 وهنا 1
+
+533
+01:07:42,650 --> 01:07:49,530
+هو يساوي قد إيش؟ 3، أنا أروح أجيب له الـ Fy، يجي Fy
+
+534
+01:07:49,530 --> 01:07:52,310
+بنفس الطريقة، المقام
+
+535
+01:07:54,790 --> 01:08:01,690
+بمشتقة البسط بالنسبة لـ y سالب 1، ناقص البسط
+
+536
+01:08:01,690 --> 01:08:08,730
+بمشتقة المقام بالنسبة لـ y اللي هو قد إيش؟ X، على مربع
+
+537
+01:08:08,730 --> 01:08:15,610
+المقام الأصلي، XY زائد 2 الكل تربيع، y و 7
+
+538
+01:08:45,380 --> 01:08:51,340
+بنحسب fy عند نقطة واحد وسالب واحد
+
+539
+01:08:59,170 --> 01:09:04,630
+زائد 2 الكل تربيع، ناقص 3 على 1 اللي هو
+
+540
+01:09:04,630 --> 01:09:10,550
+ناقص 3، تعالوا نطلع نجيب grad F عند النقطة
+
+541
+01:09:10,550 --> 01:09:21,890
+يا بنات، هاي، يبقى بروح بقول له grad F عند النقطة P0 أو
+
+542
+01:09:21,890 --> 01:09:25,250
+عند النقطة اللي هي 1
+
+543
+01:09:29,340 --> 01:09:35,960
+بدا تساوي الـ Fx طلعناها بثلاثة، يبقى ثلاثة i وناقص
+
+544
+01:09:35,960 --> 01:09:44,360
+ثلاثة j،  بدنا الـ vector هذا نخليه زي ما هو الـ
+
+545
+01:09:44,360 --> 01:09:47,700
+unit vector، إذا بدنا نجيب متجه الوحدة بالنسبة
+
+546
+01:09:47,700 --> 01:09:55,600
+لمين؟ لهذا المتجه، إذن الـ U بدو يساوي الـ V على طول
+
+547
+01:09:55,600 --> 01:09:58,960
+الـ V، الـ V اللي هو 12 i
+
+548
+01:10:01,590 --> 01:10:11,610
+على الجذر التربيعي لـ 144 زائد 25، يساوي 12 على 13
+
+549
+01:10:11,610 --> 01:10:22,490
+i، 5 على 13، إذا بدي أجيب له الـ Du f عند
+
+550
+01:10:22,490 --> 01:10:30,930
+النقطة 1 وسالب 1، يساوي ثلاثة i ناقص ثلاثة j
+
+551
+01:10:31,620 --> 01:10:39,680
+بوت المتجه عندنا 12 على 13 i، 5 على
+
+552
+01:10:39,680 --> 01:10:46,800
+13 j، ويساوي 12 في 3 بـ 36
+
+553
+01:10:46,800 --> 01:10:59,260
+على 13 ناقص 15 على 13، ويساوي 1
+
+554
+01:10:59,260 --> 01:11:04,490
+و 20 على 13، أي قيمة الـ directional
+
+555
+01:11:04,490 --> 01:11:11,610
+derivative عند مين؟ عند النقطة المعطاة، في رأيكم
+
+556
+01:11:11,610 --> 01:11:17,910
+هذا الـ section لا يخلو أي امتحان من سؤال عليه
+
+557
+01:11:17,910 --> 01:11:21,590
+مُزارًا
+
+558
+01:11:21,590 --> 01:11:27,510
+لأهميته، نأخذ كمان مثال، اثنان
+
+559
+01:11:35,630 --> 01:11:48,010
+بالعكس، فالـ F of X و Y بدها تساوي X تربيع ناقص XY
+
+560
+01:11:48,010 --> 01:11:58,510
+زائد Y تربيع ناقص Y، Find the directions
+
+561
+01:12:01,690 --> 01:12:11,370
+find the directions U for which، حيث
+
+562
+01:12:11,370 --> 01:12:24,510
+أن for which اللي هو Du f عند النقطة اللي هي من
+
+563
+01:12:24,510 --> 01:12:27,230
+واحد وسالب واحد
+
+564
+01:12:45,460 --> 01:12:52,580
+هذا سؤال زي السابق، بس حولنا الفكرة، شغالة لأقوى
+
+565
+01:12:52,580 --> 01:12:59,320
+مفهوم المتجه، ما أعطانيه، ابتدأ، جذر سالب ثلاثة، ومتجه
+
+566
+01:12:59,320 --> 01:13:04,040
+يوم ما أعطاني شيء، وأعطاني الدالة، ما أعطاني المتجه
+
+567
+01:13:04,040 --> 01:13:10,420
+اليوم، يعني بدي أجيب له متجه الوحدة للمتجه عند النقطة
+
+568
+01:13:10,420 --> 01:13:16,580
+الموضحة في اتجاهه، بدأ، يساوي من سالب ثلاثة، خليني أمشي
+
+569
+01:13:16,580 --> 01:13:22,500
+طبيعي، وأحط كل شيء في مكانه، أوصل في الآخر لمن؟
+
+570
+01:13:22,500 --> 01:13:27,280
+لنتيجة، أو لنتيجة اللي هو بده إياها، يبقى فيه هذا سؤال
+
+571
+01:13:27,280 --> 01:13:32,600
+عايزني أوجد النتيجة تبع متجه الوحدة يوم؟ يعني كأنه
+
+572
+01:13:32,600 --> 01:13:36,520
+بده متجه الوحدة يوم، شو شكله اللي خلى المشتق
+
+573
+01:13:36,520 --> 01:13:42,320
+المتجه يساوي سالب ثلاثة، إذا أنا بدي أروح أجيب له من؟
+
+574
+01:13:43,370 --> 01:13:47,630
+ممتاز، زي ما بدأنا بالظبط تمامًا، يبقى بدي أروح أجيب
+
+575
+01:13:47,630 --> 01:13:59,090
+له Fx، Fy، ساعة، 2x ناقص y، نحسبها بالمرة، يبقى Fx
+
+576
+01:13:59,090 --> 01:14:03,010
+يبقى
+
+577
+01:14:03,010 --> 01:14:12,310
+الـ Fx عند النقطة 1 وسالب 1، ساعة، ثلاثة ناقص
+
+578
+01:14:12,310 --> 01:14:21,290
+ناقص 1، هو يساوي 2، كذا، بدي fy، يبقى ناقص x
+
+579
+01:14:21,290 --> 01:14:31,390
+زائد 2y ناقص 1، وهذا الكلام الـ fy عند النقطة
+
+580
+01:14:31,390 --> 01:14:39,730
+واحد سالب واحد، بدي سالب واحد زائد 2 في سالب
+
+581
+01:14:39,730 --> 01:14:48,270
+واحد، هنا سالب واحد، حصل سالب 4، يبقى صار grad
+
+582
+01:14:48,270 --> 01:14:56,110
+F عند النقطة 1 وسالب 1، يبقى يساوي ثلاثة i
+
+583
+01:14:56,110 --> 01:14:58,650
+ناقص أربعة j
+
+584
+01:15:01,760 --> 01:15:10,960
+أنا عندي، بدأ، أفرض عندي متجه وحدة U، أسيوم، افترضت أن
+
+585
+01:15:10,960 --> 01:15:18,780
+U يساوي u1 في اتجاه i، و u2 في اتجاه j، إذا
+
+586
+01:15:18,780 --> 01:15:26,120
+بدأ أجيب له directional derivative Du f عند النقطة
+
+587
+01:15:26,120 --> 01:15:26,740
+واحدة
+
+588
+01:15:30,250 --> 01:15:39,590
+implies، أقرأ، الـ grad F هي ثلاثة i ناقص أربعة j ضد U
+
+589
+01:15:39,590 --> 01:15:45,090
+واحد اتجاه الـ i، u2 اتجاه الـ j، تساوي سالب
+
+590
+01:15:45,090 --> 01:15:54,230
+ثلاثة، إذًا ثلاثة u1 ناقص أربعة u2 تساوي
+
+591
+01:15:54,230 --> 01:15:56,810
+قدر سالب ثلاثة
+
+592
+01:16:00,330 --> 01:16:08,090
+u1 يساوي 4u2
+
+593
+01:16:08,090 --> 01:16:14,070
+-3 يساوي 4u2 - 3 يساوي
+
+594
+01:16:14,070 --> 01:16:17,810
+4u2 - 3 يساوي
+
+595
+01:16:17,810 --> 01:16:21,370
+4u2 - 3  يتساوى 4u2 - 3 يتساوى 4u2 - 3 يتساوى 4u2 -3
+
+596
+01:16:21,370 --> 01:16:21,410
+يتساوى 4u2 -3 يتساوى 4u2 -3 يتساوى 4u2 -3 يتساوى 4u2
+
+597
+01:16:21,410 --> 01:16:21,610
+-3 يتساوى 4u2 -3 يتساوى 4u2 -3 يتساوى 4u2 -3 يتساوى
+
+598
+01:16:21,610 --> 01:16:22,030
+4u2 -3 يتساوى 4u2 -3 يتساوى 4u2 -3 يتساوى 4u2 -3
+
+599
+01:16:22,030 --> 01:16:27,640
+يتساوى 4u2 -3  يتساوى 4u2 -3 يتساوى حذفتي يا رجل من
+
+600
+01:16:27,640 --> 01:16:37,840
+أين؟ إذا جيب القيم الأخرى، وجدها قدامك، اعلمها، طلعي
+
+601
+01:16:37,840 --> 01:16:45,560
+في التعريف تبع الـ directional derivative، وين
+
+602
+01:16:45,560 --> 01:16:52,360
+التعريف؟ مسحناه؟ مسحناه، طيب الـ U هذا إيش شكله يا
+
+603
+01:16:52,360 --> 01:17:00,530
+بنات؟ قلت لك إيش؟ قلت لك يا بنت، يعني قد إيش طولك؟ قلتها
+
+604
+01:17:00,530 --> 01:17:07,490
+جيبه، له علاقة ثانية، نرجع هنا، بقوله بقى، ولكن، جذر
+
+605
+01:17:07,490 --> 01:17:12,990
+التربيع، يو واحد تربيع زائد يو اثنين تربيع، تساوي
+
+606
+01:17:12,990 --> 01:17:20,150
+واحدة، لو ربعنا هذا، معناه يو واحد تربيع زائد يو اثنين
+
+607
+01:17:20,150 --> 01:17:33,480
+تربيع تساوي واحدة، هذا معناه، هذا معناه
+
+608
+01:17:33,480 --> 01:17:38,120
+يبقى
+
+609
+01:17:38,120 --> 01:17:47,600
+توسع في 4u2 ناقص 3 الكل تربيع زائد u2 تربيع
+
+610
+01:17:47,600 --> 01:17:52,680
+وزائد u1 زي
+
+611
+01:17:52,680 --> 01:18:00,200
+ما تشوفوا يا بنات، هذه عبارة عن معادلة في مجهول واحد
+
+612
+01:18:00,200 --> 01:18:04,240
+إذا كنتُ أستطيع أن أحسب هذا المجهول، لذلك يجب أن أفك
+
+667
+01:26:52,700 --> 01:27:02,380
+صار الـ D والـ F بدأت تساوي كل جراد الـ F في Cos
+
+668
+01:27:02,380 --> 01:27:07,860
+بقعة و يساوي سالب absolute value
+
+669
+01:27:38,870 --> 01:27:39,850
+العزيزي.
+
+670
+01:28:20,280 --> 01:28:27,300
+أو يمكن أن تكون positive أو negative أو positive
+
+671
+01:28:27,300 --> 01:28:28,240
+أو negative أو positive أو positive أو positive أو
+
+672
+01:28:28,240 --> 01:28:30,240
+positive أو positive أو positive أو positive أو
+
+673
+01:28:30,240 --> 01:28:32,440
+positive أو positive أو positive أو positive أو
+
+674
+01:28:32,440 --> 01:28:32,540
+positive أو positive أو positive أو positive أو
+
+675
+01:28:32,540 --> 01:28:32,580
+positive أو positive أو positive أو positive أو
+
+676
+01:28:32,580 --> 01:28:32,980
+positive أو positive أو positive أو positive أو
+
+677
+01:28:32,980 --> 01:28:33,620
+positive أو positive أو positive أو positive أو
+
+678
+01:28:33,620 --> 01:28:33,660
+positive أو positive أو positive أو positive أو
+
+679
+01:28:33,660 --> 01:28:35,220
+positive أو positive
+
+680
+01:28:38,340 --> 01:28:41,800
+اللي بقول أنا الخواص طبعا الـ direction أنا دريبه
+
+681
+01:28:41,800 --> 01:28:47,580
+فبقى اجي بقول الـ D U F يبقى إيه جراد الـ F ضد الـ U
+
+682
+01:28:47,580 --> 01:28:52,810
+يبقى طول جراد الـ F في طول الـ U في Cos الزاوية
+
+683
+01:28:52,810 --> 01:28:58,270
+تيتا، كده طول الـ U يبقى بطير، بظل طول جراد الـ F في
+
+684
+01:28:58,270 --> 01:29:03,050
+Cos الزاوية تيتا، ليش؟ لأن الـ U هو متجه الواحدة،
+
+685
+01:29:03,050 --> 01:29:06,630
+فطوله يساوي كده شخص صحيح، لذا هذا يساوي طول جراد الـ
+
+686
+01:29:06,630 --> 01:29:11,280
+F في Cos الزاوية تيتا اللي أنا بدي أشوف القيمة دي
+
+687
+01:29:11,280 --> 01:29:15,860
+وقتاش بتكون أكبر ما يمكن وقتاش أقل ما يمكن وقتاش
+
+688
+01:29:15,860 --> 01:29:20,360
+بتبقى zero بقول الدالة if increases most rapidly
+
+689
+01:29:20,360 --> 01:29:28,720
+تتزايد بسرعة فائقة most rapidly بسرعة when θ تبقى
+
+690
+01:29:28,720 --> 01:29:33,780
+zero ماذا يعني هذا الكلام؟ يعني يجب أن يكون U و F
+
+691
+01:29:33,780 --> 01:29:38,780
+اتنين مالهم في نفس الاتجاه لأن الزاوية هي Zero
+
+692
+01:29:38,780 --> 01:29:45,260
+That is when الـ U in the same direction of F اتنين
+
+693
+01:29:45,260 --> 01:29:50,140
+في نفس الاتجاه تبقى بصير عندك كوساين صفر بيساوي واحد
+
+694
+01:29:50,140 --> 01:29:55,320
+أكبر قيمة بياخدها الكوساين يساوي واحد إذا هذه بتاخد أقصى
+
+695
+01:29:55,320 --> 01:29:59,700
+قيمة لها عند θ تساوي zero عندما U و جراد الـ F
+
+696
+01:29:59,700 --> 01:30:06,360
+يكونوا في نفس الاتجاه كده مقدارها؟ مقدارها طول
+
+697
+01:30:06,360 --> 01:30:10,520
+جراد الـ F لأن الـ direction derivative طول جراد
+
+698
+01:30:10,520 --> 01:30:15,080
+الـ F كوساين زاوية تيتا كوساين تيتا بواحد يبقى بيظهر أكبر
+
+699
+01:30:15,080 --> 01:30:21,160
+قيمة لطول جراد الـ F طب كده أقل قيمة؟ يقول لو
+
+700
+01:30:21,160 --> 01:30:25,380
+كانوا اثنين ماشيين في اتجاهين متعاكسين ليش؟ إن القصة
+
+701
+01:30:25,380 --> 01:30:29,660
+مية و ثمانين بسالب واحد وهي أقل قيمة بياخدها الـ
+
+702
+01:30:29,660 --> 01:30:30,000
+cosine
+
+703
+01:30:50,590 --> 01:30:55,470
+إتنين في اتجاهين متضادين في اتجاهين متضادين يقزق
+
+704
+01:30:55,470 --> 01:31:03,250
+بينهم كم؟ 180 درجة  يكون كوساين 180 سالب واحد يبقى
+
+705
+01:31:03,250 --> 01:31:07,510
+بصير قيمة الـ direction derivative هي سالب جراد الـ
+
+706
+01:31:07,510 --> 01:31:11,330
+F يعني أنا في الحالتين الاتنين هدول إذا جبت جراد
+
+707
+01:31:11,330 --> 01:31:17,290
+الـ F بكون خلاص جبت أكبر قيمة وأقل قيمة سالب
+
+708
+01:31:17,290 --> 01:31:23,850
+طول جراد الـ F بعطي أفضل قيمة للديركشن
+
+709
+01:31:23,850 --> 01:31:33,650
+ديريفاتيف إذا اتنين أو اتنين أو اتنين أو اتنين أو
+
+710
+01:31:33,650 --> 01:31:41,050
+اتنين أو اتنين أو اتنين متعامدة، الآن عندنا أمثل
+
+711
+01:31:41,050 --> 01:31:44,990
+عليهم، لكن أنا بقول لك هيكفي هذا القدر اليوم لإنه
+
+712
+01:31:44,990 --> 01:31:50,270
+بدنا نوزع أوراق الامتحان إن شاء الله تعالى
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/WBeNRZv00d4.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/WBeNRZv00d4.srt
new file mode 100644
index 0000000000000000000000000000000000000000..1197fd167412ed42b9b40d9f2f745aadee84f58d
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/WBeNRZv00d4.srt
@@ -0,0 +1,2719 @@
+1
+00:00:00,000 --> 00:00:02,680
+موسيقى
+
+2
+00:00:10,750 --> 00:00:12,090
+رحمن الله رحمن الله رحمن الله رحمن الله رحمن
+
+3
+00:00:12,090 --> 00:00:15,670
+رحمن
+
+4
+00:00:15,670 --> 00:00:15,810
+الله رحمن الله رحمن الله رحمن الله رحمن الله
+
+5
+00:00:15,810 --> 00:00:18,390
+رحمن الله رحمن الله رحمن الله رحمن الله رحمن
+
+6
+00:00:18,390 --> 00:00:32,690
+الله رحمن الله رحمن الله رحمن الله رحمن
+
+7
+00:00:32,690 --> 00:00:38,660
+الله. النقطة الأولى هو functions of two variables
+
+8
+00:00:38,660 --> 00:00:41,740
+والنقطة الثانية هي functions of
+
+9
+00:00:47,190 --> 00:00:54,290
+النقطة الأولى الدوال في متغيرين والجزء الأخير هو
+
+10
+00:00:54,290 --> 00:01:00,110
+الدوال في ثلاث متغيرات. طب كويس، بدنا نيجي الآن للـ
+
+11
+00:01:00,110 --> 00:01:03,810
+functions of two variables. وفي عندي بعض الـ
+
+12
+00:01:03,810 --> 00:01:08,890
+definitions الأساسية اللي لازم نعرفها واللي بدنا
+
+13
+00:01:08,890 --> 00:01:13,220
+نبني دراستنا عليها إن شاء الله تعالى. التعريف الأول
+
+14
+00:01:13,220 --> 00:01:18,280
+بيقول اللي هي point X node وY node in a region R
+
+15
+00:01:18,280 --> 00:01:24,200
+النقطة التي إحداثيها X node وY node في المنطقة R
+
+16
+00:01:24,200 --> 00:01:31,120
+in the XY plane، يبقى في المستوى XY، is an interior
+
+17
+00:01:31,120 --> 00:01:37,840
+point of R، بسميها نقطة داخلية في المنطقة R، if it
+
+18
+00:01:37,840 --> 00:01:40,540
+is a center of a disk
+
+19
+00:01:49,480 --> 00:01:58,460
+والذي يقع كليا في المنطقة R. يبقى
+
+20
+00:01:58,460 --> 00:02:02,320
+أنا لو جئت في المستوى XY، يعني في الـ plane اللي
+
+21
+00:02:02,320 --> 00:02:06,420
+عندنا، وروحنا وقلنا هذه المحاور على سبيل المثال
+
+22
+00:02:06,420 --> 00:02:14,980
+هذا محور X، هذا محور Y، وهذه المنطقة التي هي R في
+
+23
+00:02:14,980 --> 00:02:21,820
+عندي نقطة هنا، معناها النقطة هذه التي إحداثيها X
+
+24
+00:02:21,820 --> 00:02:29,990
+node وY node. النقطة دي بسميها interior point إذا
+
+25
+00:02:29,990 --> 00:02:35,270
+لَقيتها كانت مركز لـ disk، وهذا الـ disk يقع بأكمله
+
+26
+00:02:35,270 --> 00:02:40,350
+داخل المنطقة R. يعني يا بنات لو جئنا تخيلنا الـ disk
+
+27
+00:02:40,350 --> 00:02:45,950
+بالشكل اللي عندنا ده، هيك أنا رسمته منقط مشان
+
+28
+00:02:45,950 --> 00:02:52,980
+إيه؟ مشان يعرف أن هذا هو الـ disk. يبقى النقطة X نقطة
+
+29
+00:02:52,980 --> 00:02:58,460
+وY نقطة بسميها نقطة داخلية إذا قدرت أخليها مركز لـ
+
+30
+00:02:58,460 --> 00:03:03,860
+disk، والـ disk يقع بأكمله داخل المنطقة بسميها
+
+31
+00:03:03,860 --> 00:03:08,120
+interior point. هذا الـ first definition. نجي للـ
+
+32
+00:03:08,120 --> 00:03:11,860
+second definition. التعريف الثاني، النقطة X نقطة
+
+33
+00:03:11,860 --> 00:03:16,180
+بسميها boundary point of a region.
+
+34
+00:03:18,890 --> 00:03:24,190
+حدية، يعني نقطة حدية على الحدود الإقليمية، يعني ولا
+
+35
+00:03:24,190 --> 00:03:28,250
+تشبيه، لو كنا والخط الأخضر ما بيننا وبين اليهود
+
+36
+00:03:28,250 --> 00:03:32,010
+السلك، النقطة التي تقع على السلك هذه بيسميها مين؟
+
+37
+00:03:32,010 --> 00:03:37,210
+boundary point. يبقى باجي بقول لك النقطة هذه بسميها
+
+38
+00:03:37,210 --> 00:03:43,070
+boundary point للمنطقة if every disc centered at
+
+39
+00:03:43,560 --> 00:03:50,100
+إذا كان أي disk مركزه كان النقطة هذه، الـ disk ماله
+
+40
+00:03:50,100 --> 00:03:58,020
+يحتوي على نقاط تقع خارج الـ region R، as well as
+
+41
+00:03:58,020 --> 00:04:03,520
+points that lies in R. يعني إيش؟ يعني لو عملت disk
+
+42
+00:04:03,520 --> 00:04:08,260
+حول هذه النقطة، لازم هذا الـ disk يحتوي على نقاط
+
+43
+00:04:08,260 --> 00:04:13,360
+تقع داخل المنطقة R، ونقاط أخرى تقع وين؟ خارج
+
+44
+00:04:13,360 --> 00:04:17,700
+المنطقة R. يعني لو جئت أخذت النقطة التي عندنا هذه
+
+45
+00:04:17,700 --> 00:04:24,920
+على سبيل المثال، كويس؟ لو جئت رسمت حواليها disk،
+
+46
+00:04:24,920 --> 00:04:25,820
+يبقى الـ disk
+
+47
+00:04:28,940 --> 00:04:34,700
+تمام، دائرة، بس مُظلّلة. هذا الـ disk احتوى على
+
+48
+00:04:34,700 --> 00:04:39,780
+نقاط داخل المنطقة R، اللي هي النقاط التي
+
+49
+00:04:39,780 --> 00:04:45,740
+تقع في المنطقة المظللة هذه، ونقاط أخرى خارج المنطقة
+
+50
+00:04:45,740 --> 00:04:52,540
+R. يبقى هذه اسمها يا بنات boundary point.
+
+51
+00:04:52,540 --> 00:04:55,700
+وهذه
+
+52
+00:04:55,700 --> 00:04:56,820
+النقطة اسمها
+
+53
+00:05:02,520 --> 00:05:17,060
+يبقى هذه النقطة الداخلية. يبقى
+
+54
+00:05:17,060 --> 00:05:21,020
+هذه
+
+55
+00:05:21,020 --> 00:05:24,980
+التعريف رقم اثنين.
+
+56
+00:05:28,190 --> 00:05:34,430
+النقاط الحدية ليست
+
+57
+00:05:34,430 --> 00:05:42,070
+بالضرورة تكون واقعة داخل المنطقة R، ممكن تكون خارج
+
+58
+00:05:42,070 --> 00:05:46,730
+المنطقة R، كما سنرى بعد قليل إن شاء الله من خلال
+
+59
+00:05:46,730 --> 00:05:52,620
+الأمثلة. يعني هأعطيكي مثال أن النقاط الحدية هذه أو
+
+60
+00:05:52,620 --> 00:05:57,520
+النقاط التي على الحدود تقع داخل المنطقة R، ومثال
+
+61
+00:05:57,520 --> 00:06:03,960
+آخر، نقاط الحدود خارج المنطقة R. بعد هيك، النقطة
+
+62
+00:06:03,960 --> 00:06:09,100
+الثالثة، نقول المنطقة R بسميها open منطقة مفتوحة
+
+63
+00:06:09,100 --> 00:06:16,950
+إذا كانت تتكون كليا، يعني كليا، of interior
+
+64
+00:06:16,950 --> 00:06:21,210
+points، بالنقاط الداخلية. يعني المنطقة بس هي المنطقة
+
+65
+00:06:21,210 --> 00:06:26,750
+المفتوحة إذا كان كل نقطة موجودة في هذه المنطقة هي
+
+66
+00:06:26,750 --> 00:06:35,350
+interior point. طيب، التعريف الذي بعده، بسميها closed
+
+67
+00:06:35,350 --> 00:06:40,710
+إذا احتوت كل الـ boundary points، إذا احتوت كل الـ
+
+68
+00:06:40,710 --> 00:06:44,710
+boundary points تبعتها، بسميها a closed region،
+
+69
+00:06:44,710 --> 00:06:49,850
+منطقة مغلقة. يبقى عرفنا إيش الفرق ما بينهم. يبقى الـ
+
+70
+00:06:49,850 --> 00:06:55,430
+open region هي المنطقة التي جميع النقاط تبعتها in
+
+71
+00:06:55,430 --> 00:07:01,880
+terior points. لكن الـ closed region هي المنطقة التي
+
+72
+00:07:01,880 --> 00:07:07,020
+تحتوي على كل الـ boundary points تبعتها. طيب،
+
+73
+00:07:07,020 --> 00:07:13,400
+definition أخير، هنقسمه إلى نقطتين. المنطقة قد تكون
+
+74
+00:07:13,400 --> 00:07:19,680
+bounded، يعني محدودة، وقد تكون unbounded، غير محدودة.
+
+75
+00:07:20,180 --> 00:07:24,500
+بأول تعريف، بقول الـ region R في المستوى is
+
+76
+00:07:24,500 --> 00:07:30,020
+bounded، محدودة، if it lies inside of a disk of a
+
+77
+00:07:30,020 --> 00:07:34,180
+fixed radius. يبقى المنطقة التي أنا بسميها محدودة
+
+78
+00:07:34,180 --> 00:07:40,940
+لو وقعت بأكملها داخل disk، والـ disk نصف قطره معروف
+
+79
+00:07:40,940 --> 00:07:46,870
+ثابت، تمام؟ يبقى المنطقة مرة ثانية بقول عنها bounded،
+
+80
+00:07:46,870 --> 00:07:52,930
+محدودة، إذا قدرت أخلي disk يحتوي على، يعني على هذه
+
+81
+00:07:52,930 --> 00:07:59,090
+المنطقة كلها، إذا بسميها إيش؟ bounded region. طب إيش
+
+82
+00:07:59,090 --> 00:08:04,030
+الـ unbounded region؟ اللي ما أقدرش أحطها داخل الـ disk.
+
+83
+00:08:04,030 --> 00:08:08,850
+تمام، فقال لي الـ region are unbounded إذا ما كانتش
+
+84
+00:08:08,850 --> 00:08:12,690
+bounded. يعني حطي الـ disk اللي جاية تظل شوية منها
+
+85
+00:08:12,690 --> 00:08:16,590
+وبرا كمان، disk أكبر من اللي باقي منها وبرا، و
+
+86
+00:08:16,590 --> 00:08:22,670
+هكذا. يبقى إيه؟ لا يمكن أن أضع المنطقة هذه داخل الـ disk
+
+87
+00:08:22,670 --> 00:08:27,800
+إلا. انتبهي عليها، الأشكال التي ممكن تظهرها. هنعطيك بدل
+
+88
+00:08:27,800 --> 00:08:33,680
+الشكل أشكال منتظمة أو غير منتظمة، أي شكل من
+
+89
+00:08:33,680 --> 00:08:38,260
+الأشكال سواء كانت هندسية أو غيرها، لكن شغلنا كله
+
+90
+00:08:38,260 --> 00:08:42,940
+في الـ plane، ليس بالضرورة أن يكون شكلاً منتظماً،
+
+91
+00:08:42,940 --> 00:08:50,090
+زي مثلث مختلف الأضلاع، ههه. يبقى هل المثلث مختلف الأضلاع
+
+92
+00:08:50,090 --> 00:08:54,270
+بقدر أحطه في أي شكل منتظم؟ لا، لكن بقدر أحط
+
+93
+00:08:54,270 --> 00:08:59,850
+المثلث مختلف الأضلاع داخل disk؟ صحيح ولا لا؟ فجأة
+
+94
+00:08:59,850 --> 00:09:05,570
+بيكون المثلث في هذه الحالة bounded region، منطقة
+
+95
+00:09:05,570 --> 00:09:10,850
+محدودة، وهكذا. طيب، نعطي أمثلة من الواقع، الكلام الذي
+
+96
+00:09:10,850 --> 00:09:15,270
+إحنا كاتبينه هذا، يبقى هناخد بدل المثال اثنين، بدي
+
+97
+00:09:15,270 --> 00:09:30,710
+أوّضح الشغل. هذه أول مثال، يبقى example بيقول
+
+98
+00:09:30,710 --> 00:09:32,170
+لي، نمر واحد.
+
+99
+00:09:37,360 --> 00:09:45,060
+القطع المستقيم، والـ triangles، والـ
+
+100
+00:09:45,060 --> 00:09:49,040
+rectangles،
+
+101
+00:09:49,040 --> 00:09:54,300
+والـ
+
+102
+00:09:54,300 --> 00:10:05,920
+circles، والـ discs، كلهم
+
+103
+00:10:05,920 --> 00:10:17,420
+هدول are bounded sets، يبقى كلهم مجموعات محدودة in
+
+104
+00:10:17,420 --> 00:10:23,020
+the plane. نمر
+
+105
+00:10:23,020 --> 00:10:28,120
+اثنين، الـ
+
+106
+00:10:28,120 --> 00:10:34,020
+lines، خطوط المستقيمة، والـ coordinate
+
+107
+00:10:37,160 --> 00:10:48,240
+axes، محاور الإحداثية، والكوادرنتس، والـ
+
+108
+00:10:48,240 --> 00:10:55,440
+half a plane، والـ
+
+109
+00:10:55,440 --> 00:11:04,000
+half a plane، and a plane، والمستويات كلها are
+
+110
+00:11:04,000 --> 00:11:07,920
+unbounded
+
+111
+00:11:07,920 --> 00:11:14,680
+sets
+
+112
+00:11:14,680 --> 00:11:17,900
+in
+
+113
+00:11:17,900 --> 00:11:20,100
+the plane.
+
+114
+00:11:43,130 --> 00:11:47,350
+مرة ثانية، المثال
+
+115
+00:11:47,350 --> 00:11:53,290
+بيقول الـ line segment، يعني القطعة المستقيمة، مثل
+
+116
+00:11:53,290 --> 00:11:57,890
+هذا الخط، هذا بسميها قطعة مستقيمة، هل هي bounded or
+
+117
+00:11:57,890 --> 00:12:02,110
+unbounded؟ بقول بقدر أعمل disk حواليها. إذا هذا إيش؟
+
+118
+00:12:02,110 --> 00:12:05,770
+bounded. يبقى هي. النقطة الأولى، الثانية، الـ
+
+119
+00:12:05,770 --> 00:12:11,150
+triangles، المثلثات، وأشرنا له لما شرحنا قبل قليل،
+
+120
+00:12:11,150 --> 00:12:17,190
+قلنا لها آه triangles، آه الـ rectangles، المستطيلات،
+
+121
+00:12:17,190 --> 00:12:23,850
+بقدر أعملها داخل disk، إذا هذه منطقة محدودة. عندك الـ
+
+122
+00:12:23,850 --> 00:12:28,670
+circles، الدوائر، بقدر أعمل disk أكبر منها.
+
+123
+00:12:31,530 --> 00:12:36,190
+القرص نفسه، بقدر أعمل قرص أكبر منه، يبقى هذه كلها
+
+124
+00:12:36,190 --> 00:12:41,350
+مناطق محدودة. يبقى هذه bounded sets أو bounded
+
+125
+00:12:41,350 --> 00:12:46,970
+regions، كله في المستوى طبعاً. المثال الثاني، الـ lines،
+
+126
+00:12:46,970 --> 00:12:52,210
+من وين بيبدأ الـ line يا بنات؟ من سالب infinity لـ
+
+127
+00:12:52,210 --> 00:12:56,870
+infinity. طبيعي الشيء بيبدأ من عند الـ zero، وبيظل
+
+128
+00:12:56,870 --> 00:13:03,240
+رايح لوين؟ للـ infinity. يبقى هذا الشيء ما أقدرش أحطه داخل الـ
+
+129
+00:13:03,240 --> 00:13:06,740
+disk، صحيح ولا لا؟ ولا الخط المستقيم داخل الـ disk.
+
+130
+00:13:06,740 --> 00:13:12,560
+كمان الـ coordinate axes، محاور الإحداثية، محور X
+
+131
+00:13:12,560 --> 00:13:18,120
+ومحور Y، بيمتد لوين؟ لسالب infinity وإلى infinity. الـ
+
+132
+00:13:18,120 --> 00:13:22,600
+quadrants، الأرباع الأربعة، صحيح بيبدأ من عند الـ zero،
+
+133
+00:13:22,600 --> 00:13:30,020
+لكن مظلّ مفتوح إلى ما لا نهاية. الـ half plane، نصف في
+
+134
+00:13:30,020 --> 00:13:34,340
+المستوى، كيف نصف في المستوى؟ طبعاً المستوى برضه بيبدأ
+
+135
+00:13:34,340 --> 00:13:38,620
+زي الخط المستقيم من سالب infinity، بيمتد لوين؟ يعني
+
+136
+00:13:38,620 --> 00:13:44,080
+لو عملت plane، ما بيقسم الكون الذي إحنا عنده، الذي
+
+137
+00:13:44,080 --> 00:13:48,160
+إحنا فيه، إلى نصفين، شيء أعلى الـ plane، وشيء أسفل الـ
+
+138
+00:13:48,160 --> 00:13:51,560
+plane، أو شيء على يمين الـ plane، وشيء على شمال الـ
+
+139
+00:13:51,560 --> 00:13:55,770
+plane. يبقى half الـ plane، نصف الـ plane، ومن باب أولى
+
+140
+00:13:55,770 --> 00:14:02,190
+لـ plane كله. يبقى وما أقدرش أحطه داخل disk نهائياً، والـ
+
+141
+00:14:02,190 --> 00:14:06,870
+planes كلها are unbounded sets، يبقى هذه كلها إيش؟
+
+142
+00:14:06,870 --> 00:14:12,390
+شغلات أو مناطق غير محدودة، مفتوحة إلى ما شاء الله
+
+143
+00:14:12,390 --> 00:14:16,150
+وإلى أن يرث الله الأرض وما عليها. لكن إحنا كبشر
+
+144
+00:14:16,150 --> 00:14:21,770
+بالنسبة لعلمنا، نقول أن هذه unbounded sets، يبقى
+
+145
+00:14:21,770 --> 00:14:28,700
+اللي هو مناطق أو مجموعات غير محدودة. طيب، أنت هنا في
+
+146
+00:14:28,700 --> 00:14:32,100
+الرسم، رسمت لنا الـ interior point والـ boundary
+
+147
+00:14:32,100 --> 00:14:41,340
+point، تمام. طيب، بتقدر ترسم لنا بس نقاط حدية فقط على
+
+148
+00:14:41,340 --> 00:14:45,680
+الرسم؟ يقول لك آه، بنقدر. كيف بنقدر؟ نشتغل، فمثلاً لو جئت
+
+149
+00:14:45,680 --> 00:14:53,800
+قلت لك هذا المحور، هذا محور X، وهذا محور Y، أعطيتك
+
+150
+00:14:53,800 --> 00:14:59,680
+الآن الصيغة التالية، أنا في عندي علاقة بتقول لي ما
+
+151
+00:14:59,680 --> 00:15:09,550
+يأتي أن الـ X تربيع زائد Y تربيع أقل من واحد. ماذا
+
+152
+00:15:09,550 --> 00:15:17,670
+يعني؟ إذا كانت تساوي واحد فهي دائرة، لكن أقل من
+
+153
+00:15:17,670 --> 00:15:23,350
+واحد، كل النقاط داخل الدائرة. يعني لو جئت رسمت
+
+154
+00:15:23,350 --> 00:15:30,870
+الدائرة التي مركزها نقطة الأصل ونصف قطرها، بسميها
+
+155
+00:15:30,870 --> 00:15:35,790
+بنات، unit circle. طبعاً الرسم بيُنَقَّض دليل على
+
+156
+00:15:35,790 --> 00:15:42,810
+أن المحيط تبع الدائرة ليس من ضمن المنطقة. كل النقاط
+
+157
+00:15:42,810 --> 00:15:48,210
+الداخلية التي عندنا. هذه سؤال، في عندي boundary point
+
+158
+00:15:48,210 --> 00:15:53,030
+هنا، مش واضح أن عندي boundary point هو في تمام، لكن
+
+159
+00:15:53,030 --> 00:15:59,030
+إيش؟ خارج المنطقة تبعتنا. يبقى هذه تمثل كلها إيش؟
+
+160
+00:15:59,030 --> 00:16:06,470
+interior points. يبقى هذه interior points.
+
+161
+00:16:07,040 --> 00:16:13,180
+يبقى هذه نقاط داخلية. المحيط تبع هذه الدائرة يا بنات هو
+
+162
+00:16:13,180 --> 00:16:18,320
+الـ boundary points. لكن هل النقاط هذه من ضمن
+
+163
+00:16:18,320 --> 00:16:23,880
+المنطقة؟ لا، هم حدود المنطقة، صح، لكنهم ليسوا من ضمن
+
+164
+00:16:23,880 --> 00:16:29,940
+المنطقة. طب السؤال هو: المنطقة المظللة هذه open
+
+165
+00:16:29,940 --> 00:16:35,090
+region ولا closed region؟ طلع فوق، اطلع هنا تحت،
+
+166
+00:16:35,090 --> 00:16:40,270
+يبقى هنا هذه كلها open region. يبقى المنطقة التي
+
+167
+00:16:40,270 --> 00:16:45,930
+عندنا هذه كلها open region. يبقى المنطقة المظللة هذه
+
+168
+00:16:45,930 --> 00:16:53,270
+كلها بسميها open region، منطقة مفتوحة، تمام؟ طيب
+
+169
+00:16:53,270 --> 00:16:57,450
+يا بنات، لو قالوا الصيغة الأخرى، أن x تربيع
+
+170
+00:17:00,380 --> 00:17:07,600
+أو تساوي واحد، كويس؟ يبقى بده صورة أن الـ disk أو
+
+171
+00:17:07,600 --> 00:17:14,100
+الدائرة بالشكل هذا، هيك، تمام؟ يبقى كل المنطقة
+
+172
+00:17:14,100 --> 00:17:20,940
+المظللة هذه، هذا محور X، وهذا محور Y، كل المنطقة
+
+173
+00:17:20,940 --> 00:17:27,120
+المظللة بما فيها المحيط. تمام. طيب وين الـ boundary
+
+174
+00:17:27,120 --> 00:17:34,070
+point؟ اللي هو محيط الدائرة، شو يمثلوا؟ يمثلوا X
+
+175
+00:17:34,070 --> 00:17:40,490
+تربيع زائد Y تربيع تساوي واحد. يبقى الـ boundary هنا
+
+176
+00:17:40,490 --> 00:17:43,890
+يمثل
+
+177
+00:17:43,890 --> 00:17:50,030
+بالعلاقة X تربيع زائد Y تربيع يساوي مين؟ واحد، اللي
+
+178
+00:17:50,030 --> 00:17:55,670
+هو مين؟ كل الـ boundary points. طب السؤال هو: is it a
+
+179
+00:17:55,670 --> 00
+
+223
+00:23:44,010 --> 00:23:50,450
+وجود اليساوي إذا خلّصناه، المطلوب الأول يبقى كل
+
+224
+00:23:50,450 --> 00:23:55,810
+المطلوب الأول، الـdomain، كل النقاط outside the
+
+225
+00:23:55,810 --> 00:24:00,450
+circle or on the circle، يبقى هذه لو بدي أصيغها
+
+226
+00:24:00,450 --> 00:24:03,170
+بقول all the points
+
+227
+00:24:25,820 --> 00:24:31,600
+كل النقاط اللي على الدائرة هذه أو خارجها، هذا الـ
+
+228
+00:24:31,600 --> 00:24:34,700
+domain، هذا المطلوب الأول، المطلوب الثاني
+
+229
+00:24:39,550 --> 00:24:44,410
+الـintegral والمقاومة في هذا المجال
+
+230
+00:25:04,350 --> 00:25:08,270
+أقل يعني، يعني داخل الدائرة، والله صحيح صرنا في
+
+231
+00:25:08,270 --> 00:25:11,750
+الـdomain ولا صرنا برا الـdomain؟ وإيش اللي بنايا؟ صح
+
+232
+00:25:11,750 --> 00:25:15,690
+كلامي ولا غلط؟ لأن طول الوقت بدي أكون جوا الـdomain،
+
+233
+00:25:15,690 --> 00:25:19,290
+يعني وين؟ يعني في المنطقة المظللة، اللي جوا هذه
+
+234
+00:25:19,290 --> 00:25:23,090
+ماليش داعي فيها، الـdomain يا بنات، المنطقة المظللة
+
+235
+00:25:23,090 --> 00:25:26,670
+اللي أشرت لكم عليها بالأزرق هذه، اللي جوا ماليش علاقة
+
+236
+00:25:26,670 --> 00:25:31,980
+فيها، مالك أنت قلبت الوضع 180 درجة، والله إيه يبقى
+
+237
+00:25:31,980 --> 00:25:35,520
+الـintegral، كل النقاط اللي موجودة داخل الـdomain
+
+238
+00:25:35,520 --> 00:25:41,820
+كتبت لكم الـdomain كتابة، كل النقاط اللي على المحيط واللي
+
+239
+00:25:41,820 --> 00:25:46,740
+لي outside الدائرة،  كاملكم  تخلوه داخل الدائرة، هذا
+
+240
+00:25:46,740 --> 00:25:52,400
+كلام غلط، مش صحيح، يبقى هذا بالنسبة للـdomain الآن
+
+241
+00:25:52,400 --> 00:25:58,080
+الـintegral تبع مين؟ تبع هذا الـdomain، يبقى باجي بقول
+
+242
+00:25:58,080 --> 00:25:59,060
+الـintegral
+
+243
+00:26:03,260 --> 00:26:11,860
+منه يساوي كل النقاط X وY بحيث أن X تربيع زائد Y
+
+244
+00:26:11,860 --> 00:26:19,240
+تربيع مالها أكبر من تسعة وأقل من ما لا نهاية
+
+245
+00:26:19,240 --> 00:26:23,340
+يبقى وإحنا في المنطقة المظللة اللي هي الزرقاء
+
+246
+00:26:23,340 --> 00:26:29,260
+اللي برا هذه أكبر من تسعة، يبقى برا، وضلك ماشي ليه
+
+247
+00:26:29,260 --> 00:26:33,000
+مالها نهاية، يبقى هاي الـintegral تبع مين؟ تبع الـ
+
+248
+00:26:33,000 --> 00:26:36,720
+domain، إيش قال لي كمان؟ بدّي الـboundary تبع الـ
+
+249
+00:26:36,720 --> 00:26:40,400
+domain، من الـboundary تبع الـdomain؟ محمد محمد
+
+250
+00:26:40,400 --> 00:26:42,080
+محمد محمد محمد محمد محمد محمد محمد محمد محمد محمد
+
+251
+00:26:42,080 --> 00:26:42,180
+محمد محمد محمد محمد محمد محمد محمد محمد محمد محمد
+
+252
+00:26:42,180 --> 00:26:46,240
+محمد محمد محمد محمد محمد محمد محمد محمد محمد محمد
+
+253
+00:26:46,240 --> 00:26:46,280
+محمد محمد محمد محمد محمد محمد محمد محمد محمد محمد
+
+254
+00:26:46,280 --> 00:26:52,160
+محمد محمد محمد محمد محمد محمد
+
+255
+00:26:52,160 --> 00:26:58,520
+محمد
+
+256
+00:26:58,520 --> 00:27:05,330
+محمد، يبقى الـboundary تبع الـdomain مين هو؟ كل
+
+257
+00:27:05,330 --> 00:27:11,610
+العناصر X وY بحيث أن X تربيع زائد Y تربيع يساوي 9
+
+258
+00:27:11,610 --> 00:27:16,510
+يبقى
+
+259
+00:27:16,510 --> 00:27:25,250
+كل المحيط تبع مين؟ تبع الدائرة، يعني لو حبينا نرسمه
+
+260
+00:27:25,250 --> 00:27:30,940
+بنقول هي الدائرة هيك، هذا محور X وهذا اللي فوق هو
+
+261
+00:27:30,940 --> 00:27:41,820
+محور Y، تمام؟ والدائرة عندنا هتكون بالشكل هذا، يبقى
+
+262
+00:27:41,820 --> 00:27:46,640
+هذه الدائرة اللي عندنا
+
+263
+00:27:46,640 --> 00:27:54,100
+يبقى
+
+264
+00:27:54,100 --> 00:28:00,250
+كل النقاط اللي عندنا هذه هي الـboundary points فقط
+
+265
+00:28:00,250 --> 00:28:06,290
+لا غير، يبقى هذا هو الـboundary، ماليش دعوة بالنقاط
+
+266
+00:28:06,290 --> 00:28:08,770
+اللي برا الدائرة ولا اللي جوا الدائرة، أنا على
+
+267
+00:28:08,770 --> 00:28:17,610
+الحدود، أيوة، علي صوتك شوية، خلينا نسمع، الـinterior
+
+268
+00:28:17,610 --> 00:28:22,330
+points، ماشي، الحالة، بدنا نجيب الـinterior points، كل
+
+269
+00:28:22,330 --> 00:28:27,040
+النقاط التي تقع داخل الـdomain، حددنا الـdomain من
+
+270
+00:28:27,040 --> 00:28:31,320
+أين إلى أين؟ كل
+
+271
+00:28:31,320 --> 00:28:34,900
+النقاط اللي تحقق الـlink والتي هذه، X تربيع زائد Y
+
+272
+00:28:34,900 --> 00:28:40,080
+تربيع يكون أكبر من أو يساوي التسعة، كل المحيط تبع
+
+273
+00:28:40,080 --> 00:28:47,360
+الدائرة اللي عندنا هذه، زائد النقاط اللي برا، مظبوط؟
+
+274
+00:28:47,360 --> 00:28:51,860
+مش هذا الـdomain؟ طيب، دي النقاط الداخلية لهذا الـ
+
+275
+00:28:51,860 --> 00:28:56,810
+domain، وليست النقاط الحدية، يبقى بدي أستثني مين؟
+
+276
+00:28:56,810 --> 00:29:03,310
+المحيط، مشان أستثني المحيط، فباجي بقول، إنتوا رأيكم، كل
+
+277
+00:29:03,310 --> 00:29:07,290
+النقاط اللي عندنا اللي أكبر من تسعة، صح ولا لأ؟
+
+278
+00:29:07,290 --> 00:29:11,130
+اللي كسر بيه، عزيزي وعزيزتي، بيكون أكبر من تسعة، تسعة
+
+279
+00:29:11,130 --> 00:29:15,210
+بكون إحنا على الحدود هنا، أكبر من تسعة يبقى برا، هنا
+
+280
+00:29:15,210 --> 00:29:17,870
+هذه كلها نقاط داخلية
+
+281
+00:29:22,690 --> 00:29:27,650
+النقاط الحدية، طب، فيه النقاط الحدية اللي تقع على
+
+282
+00:29:27,650 --> 00:29:33,950
+محيط الدائرة؟ واضحات ولا لسة؟ مش كتير شايف، قبل شو
+
+283
+00:29:33,950 --> 00:29:43,310
+رأيك، تعالى هنا، تعالى بس، قومي وليه الهاجينة، تعالى
+
+284
+00:29:43,310 --> 00:29:43,510
+هنا
+
+285
+00:29:51,090 --> 00:29:54,750
+هو قال لي، عشان أعرف مجالك، وين الـdomain تبعك؟ ده اللي
+
+286
+00:29:54,750 --> 00:29:59,970
+هو الـboundary والـoutside؟ واللي برا، تمام؟ أنا
+
+287
+00:29:59,970 --> 00:30:04,930
+بدي النقاط الداخلية، اللي تقع داخل الـdomain، بتقدري
+
+288
+00:30:04,930 --> 00:30:07,770
+تحددِيلي وين؟ بِدّي، بتقولي لي هنا، بتيجي النقطة
+
+289
+00:30:07,770 --> 00:30:15,110
+الداخلية؟ إذا المجال هو الـboundary والـoutside،
+
+290
+00:30:15,110 --> 00:30:18,970
+from you، ما فيش داخلية؟ داخل الـdomain، الـboundary
+
+291
+00:30:18,970 --> 00:30:27,120
+… الـcontrol للـdomain، يبقى داخل الدومين، داخل
+
+292
+00:30:27,120 --> 00:30:36,460
+الدومين، داخل الدومين، داخل الدومين، داخل
+
+293
+00:30:36,460 --> 00:30:45,200
+الدومين، داخل الدومين، داخل الدومين، داخل الدومين، داخل
+
+294
+00:30:45,200 --> 00:30:51,920
+الدومين، داخل الدومين، داخل الدومين، صحيح ولا لأ؟ يبقى هذه
+
+295
+00:30:51,920 --> 00:31:00,620
+interior point، شوفتِ، هناك ما كنتش متأكدة، تمام، دِلوقتي
+
+296
+00:31:00,620 --> 00:31:05,860
+على داخل محيط الدائرة، هذا كله الأبيض برا الدومين
+
+297
+00:31:05,860 --> 00:31:09,800
+ماليش علاقة فيه، داخل
+
+298
+00:31:09,800 --> 00:31:15,000
+الدومين، اللي مكتوب عليه داخل الدومين، واضحة؟ حد بيسأل
+
+299
+00:31:15,000 --> 00:31:21,180
+ثاني؟ أنا بفضّل، هذا ما يسمى الـinterior points و
+
+300
+00:31:21,180 --> 00:31:23,780
+الـboundary points، اللي هو المطلوب رقم اثنين
+
+301
+00:31:23,780 --> 00:31:28,100
+المطلوب رقم ثلاثة بيقول whether the domain open or
+
+302
+00:31:28,100 --> 00:31:33,980
+closed، هل الـdomain هذا open ولا closed، تعريف الـ
+
+303
+00:31:33,980 --> 00:31:38,740
+closed أنه إذا احتوى على كل الـboundary points، الـ
+
+304
+00:31:38,740 --> 00:31:42,660
+domain هذا احتوى على الـboundary points ولا لا، إذا
+
+305
+00:31:42,660 --> 00:31:46,820
+هذا الـdomain closed، انتري اه closed، ريزي، يبقى
+
+306
+00:31:46,820 --> 00:31:56,230
+باجي بقول له النقطة الثالثة، The domain is
+
+307
+00:31:56,230 --> 00:32:09,850
+an enclosed region is a closed region because
+
+308
+00:32:09,850 --> 00:32:20,190
+it contains all
+
+309
+00:32:23,100 --> 00:32:33,040
+boundary points، طيب، نقطة الرابعة بيقول لي
+
+310
+00:32:33,040 --> 00:32:37,740
+هل الـdomain هذا منطقة محدودة ولا منطقة غير
+
+311
+00:32:37,740 --> 00:32:42,980
+محدودة، طبعاً الـdiagonals اللي بيبقى عليها ما نقدرش
+
+312
+00:32:42,980 --> 00:32:49,200
+نصل إليها، يبقى هذه إيش بسميها؟ unbounded region
+
+313
+00:32:49,610 --> 00:32:59,590
+يبقى باجي بقول له that domain is a is an unbounded
+
+314
+00:32:59,590 --> 00:33:05,310
+region، هذه
+
+315
+00:33:05,310 --> 00:33:12,930
+منطقة مغلقة، والله إيه، مغلقة و بس، لو محدودة كمان
+
+316
+00:33:12,930 --> 00:33:17,350
+طب هذا نمرة إيه من المثال؟ نمرة إيه؟ لو أخذنا
+
+317
+00:33:17,350 --> 00:33:25,070
+function ثانية، الـfunction الثانية f of x و y، يبقى
+
+318
+00:33:25,070 --> 00:33:33,730
+f of x و y تساوي ln x ناقص y تربيع، على سبيل
+
+319
+00:33:33,730 --> 00:33:38,550
+المثال، نجيب
+
+320
+00:33:38,550 --> 00:33:42,770
+الأربع مطالب لهذه الـfunction، بأول شغلة نجيب main
+
+321
+00:33:42,770 --> 00:33:48,010
+الـdomain تبع الـf، يبقى النقطة الأولى، ببدأ آخذ
+
+322
+00:33:48,010 --> 00:33:55,510
+domain الـf، يبقى كل النقاط X وY بحيث أن X ناقص Y
+
+323
+00:33:55,510 --> 00:33:59,670
+تربيع، أبصر مالها؟ أكبر من الصفر، أبو ليش أكبر من
+
+324
+00:33:59,670 --> 00:34:05,870
+الصفر؟ لأن الـln يا بنات مش معرف إلا لقيمة موجبة
+
+325
+00:34:05,870 --> 00:34:12,010
+وأخذتوا في Calculus B، كان منحنى الـln عندكم بالشكل
+
+326
+00:34:12,010 --> 00:34:18,560
+هذا، هيك أمام؟ يبقى بالشكل اللي عندك هذا، هذا محور X
+
+327
+00:34:18,560 --> 00:34:25,440
+هذا محور Y، هذه نقطة الأصل، وهذا منحنى ln x، كله
+
+328
+00:34:25,440 --> 00:34:30,760
+بعد صفر، وعند صفر بنخسف لوين؟ لسالب infinity، يبقى
+
+329
+00:34:30,760 --> 00:34:35,580
+معنا هذا الكلام، بدي هذا المقدار كله يكون مالَه؟ أكبر
+
+330
+00:34:35,580 --> 00:34:44,440
+من صفر، وإن شرطّنا فقلنا كل الـX وY such that الـX
+
+331
+00:34:44,440 --> 00:34:52,240
+أكبر من Y تربيع، فبدي أسألكم سؤال وأشوف فهمتوا
+
+332
+00:34:52,240 --> 00:34:56,980
+هذا ولا لا، حد فيكم بتقدر تجيب لي نقطة واحدة في الـ
+
+333
+00:34:56,980 --> 00:35:01,000
+domain، مع أنه مع أنه اللي موجود فيه ما لا
+
+334
+00:35:01,000 --> 00:35:06,060
+نهاية من النقاط، فتقدرّوا تجيبوا لي نقطة واحدة داخل
+
+335
+00:35:06,060 --> 00:35:06,860
+هذا الـdomain
+
+336
+00:35:11,230 --> 00:35:15,910
+مش هنقدر نحدد لما نرسم، نعرف، والمنطقة بالضبط، بدّي
+
+337
+00:35:15,910 --> 00:35:21,210
+نقطة داخلها تحقق
+
+338
+00:35:21,210 --> 00:35:26,730
+الـinequality، واحد وواحد، كلام مش صحيح، ليه؟ لما
+
+339
+00:35:26,730 --> 00:35:30,970
+أحط الـX بواحد يبقى Y بواحد، اللي هي أصح، أكبر منها
+
+340
+00:35:30,970 --> 00:35:37,410
+يعني بدك تاخذي قيمتين، قيمة X تبقى أكبر من مربع
+
+341
+00:35:37,410 --> 00:35:45,060
+قيمة Y، زي مين؟ صفر وواحد، ولا لا، ولا واحد، واحد، وصفر،
+
+342
+00:35:45,060 --> 00:35:51,820
+اثنين وواحد، يبقى هذه نقطة صالحة، كلها بـX باثنين
+
+343
+00:35:51,820 --> 00:35:55,800
+وY بواحد، لو ربعت Y بتصير واحد، وX باثنين، يبقى
+
+344
+00:35:55,800 --> 00:36:00,860
+اثنين أكبر من واحد، واحد أكبر من صفر، وهكذا، يبقى
+
+345
+00:36:00,860 --> 00:36:06,720
+طب هذه لو كانت X يساوي Y تربيع، X وواحدة،  لاتيش  هذه
+
+346
+00:36:06,720 --> 00:36:11,640
+تربيعة، منتاج جداً، يبقى لو رحت رسمتِ الـParabola
+
+347
+00:36:11,640 --> 00:36:17,600
+الـParabola بهذا الشكل، هذا محور X، هذا محور Y، هذه
+
+348
+00:36:17,600 --> 00:36:24,800
+نقطة الأصل، هذا يعني مش Y تساوي X تربيع، X تساوي Y
+
+349
+00:36:24,800 --> 00:36:31,220
+تربيع، يبقى الـaxis هو محور X، يبقى لو رحت رسمته
+
+350
+00:36:31,220 --> 00:36:37,060
+ماعنديش مساواة، ولذلك،  حرص  ماله منقط، بالشكل اللي
+
+351
+00:36:37,060 --> 00:36:43,820
+عندها، دائماً، طيب قال لي X أكبر من أو يساوي Y تربيع،
+
+352
+00:36:43,820 --> 00:36:48,940
+أنا مش عارفة هي المنطقة اللي داخل الـparabola ولا
+
+353
+00:36:48,940 --> 00:36:53,960
+المنطقة اللي خارج الـparabola، مظبوط؟ لكن لما أقول دور
+
+354
+00:36:53,960 --> 00:36:59,160
+على نقطة تحقق هذه، قلت لكم اثنين وواحد، وأنا
+
+355
+00:36:59,160 --> 00:37:03,800
+اقترحت واحد وصفر، وممكن تقترحوا مش نقطة، ملايين
+
+356
+00:37:03,800 --> 00:37:08,580
+النقاط، أو ما لا نهاية من النقاط، لو جينا قلنا نقطة
+
+357
+00:37:08,580 --> 00:37:13,060
+واحد وصفر، اللي أسهل حاجة، وين بتيجي؟ إن هي نقطة
+
+358
+00:37:13,060 --> 00:37:17,400
+واحد وصفر، يبقى وين بدها تكون المنطقة؟ وين
+
+359
+00:37:17,400 --> 00:37:21,600
+اللي داخل الـparabola ولا اللي خارج؟ كل المنطقة اللي
+
+360
+00:37:21,600 --> 00:37:30,260
+داخل الـparabola، كل المنطقة، يعني، طب، السؤال، هل محيط
+
+361
+00:37:30,260 --> 00:37:36,560
+الـparabola من ضمن الـdomain؟ لأ، يبقى صار الـdomain
+
+362
+00:37:36,560 --> 00:37:45,240
+هذا، والله ده area inside the parabola
+
+363
+00:37:47,780 --> 00:37:53,340
+اللي هو main x يساوي y تربيع، المنطقة اللي داخل
+
+364
+00:37:53,340 --> 00:37:58,040
+الـparabola، دي كلها main، كلها الـdomain، طيب، نقطة
+
+365
+00:37:58,040 --> 00:38:03,260
+ثانية، قال لي مين؟ قال لي بدك تجيب لي الـinterior و
+
+366
+00:38:03,260 --> 00:38:07,400
+الـboundary points تبعت الـdomain، يبقى الـ
+
+367
+00:38:07,400 --> 00:38:15,150
+interior points، هاه، الـinterior تبع الـdomain، يبقى
+
+368
+00:38:15,150 --> 00:38:23,390
+هو كل النقاط x و y بحيث أنها نفس
+
+369
+00:38:23,390 --> 00:38:30,730
+اللي فوق، x أكبر من y تربيع، يعني هذه نقطة داخلية
+
+370
+00:38:30,730 --> 00:38:38,550
+هذه نقطة داخلية، مظبوط؟ ليش؟ إن الـdisk وقع بأكمله
+
+371
+00:38:38,550 --> 00:38:46,570
+داخل المنطقة، وهكذا، أي نقطة أخرى تعتبر نقطة داخلية، و
+
+372
+00:38:46,570 --> 00:38:53,450
+هكذا، طيب، هذا الـinterior، بدّي الـboundary، يبقى بدّي الـ
+
+373
+00:38:53,450 --> 00:38:57,530
+boundary تبع
+
+374
+00:38:57,530 --> 00:39:04,130
+الـdomain، مين هو؟ ابنتها؟ ليه؟ لها ولا لها؟ معقول
+
+375
+00:39:04,130 --> 00:39:08,730
+منطقة ما يكونش إلها boundary؟ مالهاش حدود؟  فهل  تلمس
+
+376
+00:39:08,730 --> 00:39:15,270
+لها مشاعر؟ طب، اقرب لكم عندكم الـboundary لما عرفناه
+
+377
+00:39:15,270 --> 00:39:20,470
+وحطينالكم عبارة بين قوسين، وقلنا لكم الـboundary قد
+
+378
+00:39:20,470 --> 00:39:25,290
+يكون من المنطقة وقد يكون من غير المنطقة، صحيح ولا
+
+379
+00:39:25,290 --> 00:39:31,010
+لا؟ في المثال السابق كان الـboundary اللي عندي ضمن
+
+380
+00:39:31,010 --> 00:39:36,010
+المنطقة، لكن الـboundary هنا مالَه؟ من خارج المنطقة، على
+
+381
+00:39:36,010 --> 00:39:41,200
+الحدود مباشرة، مظبوط ولا لأ؟ هي أعطيتكم المثال الأول،
+
+382
+00:39:41,200 --> 00:39:45,500
+الـboundary كان من ضمن المنطقة، يعني من ضمن الـ
+
+383
+00:39:45,500 --> 00:39:49,720
+domain، هنا الـboundary ليس من ضمن الـdomain، يبقى
+
+384
+00:39:49,720 --> 00:39:54,000
+الـboundary، the set of all elements x و y such
+
+385
+00:39:54,000 --> 00:39:59,880
+that x يساوي y تربيع، اللي هي مين؟ اللي هي المنطقة
+
+386
+00:39:59,880 --> 00:40:07,210
+المنقطة هذه بالضبط يا بنات، المنقطة الزرقاء، كل هذا
+
+387
+00:40:07,210 --> 00:40:11,350
+اللي هو الـboundary، يبقى هذا اللي هو الـboundary
+
+388
+00:40:11,350 --> 00:40:17,610
+لكن إن قطعة الـboundary مش موجودة في الـdomain
+
+389
+00:40:17,610 --> 00:40:23,290
+خارج الـdomain، وكتبتها لكم بين قوسين عشان تعرفوا أنه
+
+390
+00:40:23,290 --> 00:40:27,110
+ممكن تكون من ضمن الـdomain كما في المثال الأول، أو
+
+391
+00:40:27,110 --> 00:40:32,850
+من خارج الـdomain كما في المثال الثاني، النقطة
+
+392
+00:40:32,850 --> 00:40:37,970
+الثالثة، قال لي هل الـdomain هذا open region ولا
+
+393
+00:40:37,970 --> 00:40:42,410
+closed region، قبل شوي إيش كان في المثال؟ closed
+
+394
+
+445
+00:46:57,640 --> 00:47:05,360
+هيظهر، وهييجيني هكذا بالشكل هذا، هذا المستوى هو
+
+446
+00:47:05,360 --> 00:47:12,240
+المستوى المظلل، الشكل اللي عندنا، قطع المجسم في الـ curve
+
+447
+00:47:12,240 --> 00:47:16,500
+وين الـ curve اللي قطعوا فيه؟ قطعوا في الـ curve هذا
+
+448
+00:47:16,500 --> 00:47:23,800
+مثلاً، المنحنى اللي عندك، يبقى هذا الجزء بيكون ظاهر
+
+449
+00:47:23,800 --> 00:47:29,640
+هذا بيكون في الناحية الثانية، بيضْهَرليش، فبيكون منقطع
+
+450
+00:47:29,640 --> 00:47:34,840
+تمام؟ يبقى هذا هو اللي بيسميه الـ contour curve
+
+451
+00:47:34,840 --> 00:47:42,750
+يبقى هذا الخط اللي يشْبه الدائرة، طبعاً ليس بالضرورة
+
+452
+00:47:42,750 --> 00:47:47,190
+أن يكون دائرة، حسب شكل المجسم اللي عندي، هذا اللي هو
+
+453
+00:47:47,190 --> 00:47:52,310
+بسميه contour curve
+
+454
+00:47:52,310 --> 00:47:57,810
+يعني المنحنى اللي جاء على محيط الـ main surface
+
+455
+00:47:57,810 --> 00:48:05,390
+نتيجة لقطعها، اللي هو الـ main المجسم هذا بالـ plane Z
+
+456
+00:48:05,390 --> 00:48:12,170
+تساوي C، وإن Z تساوي C، يبقى هذه النقطة تساوي C، يبقى
+
+457
+00:48:12,170 --> 00:48:20,610
+هذا الـ plane Z يساوي C، طيب هذا التعريف الأول
+
+458
+00:48:20,610 --> 00:48:24,850
+التعريف الثاني، مش بقول ليه The set of points in
+
+459
+00:48:24,850 --> 00:48:30,370
+the domain of F، وين دومين الدالة F يا بنات؟ لما أقول Z
+
+460
+00:48:30,370 --> 00:48:38,450
+يساوي f of x و y، أين يقع الـ domain؟ حاجة بتعرفوا؟
+
+461
+00:48:38,450 --> 00:48:44,750
+بدّيش شكلها، بدّي أقول بيها في أي مستوى، يعني Z تساوي
+
+462
+00:48:44,750 --> 00:48:54,090
+f of x و y، surface، بدّي الـ domain تابع في المنطقة
+
+463
+00:48:54,090 --> 00:48:58,450
+اللي مقطوعة فوق، أبو أيش رأيك باقي المجسم هذا اللي
+
+464
+00:48:58,450 --> 00:49:04,410
+تحت والمجسم اللي فوق، وين مجاله بدّه يكون؟ يعني
+
+465
+00:49:04,410 --> 00:49:12,170
+القيم التي تأخذها X و Y، يعني مين بيكون؟
+
+466
+00:49:12,170 --> 00:49:15,870
+بس
+
+467
+00:49:15,870 --> 00:49:21,610
+يعني الدومين بيطلع فوق، في نصّه مثلاً، صحيح هذا
+
+468
+00:49:21,610 --> 00:49:24,810
+الكلام؟ يا بنت الحلال، بقول لك إيه
+
+469
+00:49:28,040 --> 00:49:33,920
+وين بيجوا X و Y هذول؟ في الـ X Y plane، يا أخت سارة
+
+470
+00:49:33,920 --> 00:49:40,580
+يبقى الرسمة هذه وين مجالها؟ X و Y وبطلع Z فوق، يبقى
+
+471
+00:49:40,580 --> 00:49:45,340
+الـ X و Y بيكونوا المجال تبعها هو في الـ X Y plane
+
+472
+00:49:45,340 --> 00:49:50,500
+أيوة، إيش قالي؟ النقاط اللي موجودة في الـ domain
+
+473
+00:49:50,500 --> 00:49:53,440
+تبع الدالة F، يعني في المستوى
+
+474
+00:50:00,110 --> 00:50:04,970
+which in which بحيث أن f of x y بدّي أساويه بـ constant
+
+475
+00:50:04,970 --> 00:50:10,170
+c is called the level curve of f، طب وين الـ level
+
+476
+00:50:10,170 --> 00:50:14,330
+curve بالضبط؟ في هذه الحالة، بقول شايفة المقطع الـ
+
+477
+00:50:14,330 --> 00:50:18,390
+contour يا بنات؟ هذا بدّي أسقطه على الـ domain، يبقى
+
+478
+00:50:18,390 --> 00:50:23,050
+لو جيت أسقطه على الـ domain، إيش بيصير عندي؟ بيصير هي
+
+479
+00:50:23,050 --> 00:50:29,660
+من هنا بدّي أنزل رأسي هنا، وبدّي أنزل رأسي هنا، اللي
+
+480
+00:50:29,660 --> 00:50:41,920
+هو هذا، يبقى هذا اسمه level curve، طب إيش يعني معناه
+
+481
+00:50:41,920 --> 00:50:52,360
+level curve؟ منحنى المنسوب، level curve المناسب
+
+482
+00:50:52,360 --> 00:51:02,370
+على أي حال؟ بعض الكتب أو بعض المؤلفين لا يفرّق بين
+
+483
+00:51:02,370 --> 00:51:05,970
+الـ contour و الـ level curve، بيعتبرهم إثنين واحد،
+
+484
+00:51:05,970 --> 00:51:10,390
+إلاّ الكتاب المؤلف بتاع Thomas Galler، قال هذا بسمّيه
+
+485
+00:51:10,390 --> 00:51:14,870
+خط الـ contour، وهذا بسمّيه level curve، contour بدّي
+
+486
+00:51:14,870 --> 00:51:18,310
+أسقطه على الـ domain تبع الدالة، يعني على المستوى
+
+487
+00:51:18,310 --> 00:51:22,430
+XY plane، المنحنى اللي بيطلع، يبقى هذا هو اللي بيسمّيه
+
+488
+00:51:22,430 --> 00:51:26,490
+level curve، السؤال هو طب أحصله كيف؟ بيقول لك
+
+489
+00:51:26,490 --> 00:51:31,030
+بسيطة جداً، حطّ F(x,y) يساوي كونستانت، فبتعرف إيه
+
+490
+00:51:31,030 --> 00:51:37,050
+شكل الـ level curve، طبعاً، طيب يبقى هذه المعلومات
+
+491
+00:51:37,050 --> 00:51:42,730
+اللي كتبناها، بدنا نحاول نأخذها عملياً أو نحسبها
+
+492
+00:51:42,730 --> 00:51:47,490
+عملياً، مشان نثبت هذه المعلومة، يبقى example
+
+493
+00:51:54,050 --> 00:52:03,910
+find the level curves for the following surfaces
+
+494
+00:52:03,910 --> 00:52:15,010
+for the following surfaces، نمر
+
+495
+00:52:15,010 --> 00:52:29,930
+A، بدي الـ F of X و Y بدّي أساويه بـ X تربيع زائد تسعة Y
+
+496
+00:52:29,930 --> 00:52:37,410
+تربيع، مرة
+
+497
+00:52:37,410 --> 00:52:43,030
+ثانية، جالي هات لي level curves لكل من المرحلتين
+
+498
+00:52:43,030 --> 00:52:47,170
+التاليتين، وراها طالعة اللي هو المطلوب اللي قدامك، إذا
+
+499
+00:52:47,170 --> 00:52:48,370
+الحل كان ثاني
+
+500
+00:52:52,730 --> 00:52:57,390
+بنجيب له level، يبقى automatically بتروح تحطّ  يساوي
+
+501
+00:52:57,390 --> 00:53:05,470
+constant C، يبقى ما بجي بقولوا the level curves are
+
+502
+00:53:05,470 --> 00:53:13,490
+in the form بالشكل التالي، اللي هم مين؟ X تربيع زائد
+
+503
+00:53:13,490 --> 00:53:17,890
+تسعة Y تربيع يساوي constant C
+
+504
+00:53:25,960 --> 00:53:30,840
+مش بيصير واحد صحيح، X تربيع على C تربيع زائد تسعة Y
+
+505
+00:53:30,840 --> 00:53:35,540
+تربيع على C تربيع يساوي واحد، ممتاز جداً، يبقى
+
+506
+00:53:35,540 --> 00:53:39,560
+level curve في هذه الحالة، أو level curves بدها
+
+507
+00:53:39,560 --> 00:53:43,520
+تصير ellipses مختلفة، طب حبيت نرسمهم دول ونتعرف
+
+508
+00:53:43,520 --> 00:53:46,660
+عليهم، يبقى هذول بيمثلوا لي
+
+509
+00:53:49,840 --> 00:53:55,800
+يبقى هذا قطوع ناقصة، لو حبيت أعرفها هذه بالضبط، فبجي
+
+510
+00:53:55,800 --> 00:54:01,380
+بقول حطّ C الرقم اللي عجبك، وبيطلع لك الـ S اللي هو level
+
+511
+00:54:01,380 --> 00:54:08,200
+curve الأول، فبجي بقول لو كانت الـ C تساوي Zero، then
+
+512
+00:54:08,200 --> 00:54:18,800
+that level curve S، لو كانت C تساوي Zero، يبقى بيصير X
+
+513
+00:54:18,800 --> 00:54:23,980
+تربيع زائد تسعة Y تربيع يساوي Zero، صح؟ متى يحدث
+
+514
+00:54:23,980 --> 00:54:28,300
+ذلك؟ الـ origin، يبقى بيصير الـ level curve هو نقطة
+
+515
+00:54:28,300 --> 00:54:34,360
+الأصل، بيصير عندنا الـ level curve، لو قلنا هي المحاور
+
+516
+00:54:34,360 --> 00:54:43,260
+هيك، بدّه يكون هو نقطة الأصل، هذا محور X، وهذا محور Y
+
+517
+00:54:43,260 --> 00:54:51,520
+طيب لو أخذت الـ C يا بنات بواحد مثلاً، يبقى F(C)
+
+518
+00:54:51,520 --> 00:54:57,480
+تساوي واحد، the level curve S، حطّ الـ C بواحد، إيش
+
+519
+00:54:57,480 --> 00:55:07,160
+بيصير؟ الـ ellipse، اللي هو من الـ ellipse، شو
+
+520
+00:55:07,160 --> 00:55:15,060
+معادلته؟ اللي هو X تربيع زائد تسعة Y تربيع يساوي واحد
+
+521
+00:55:15,060 --> 00:55:21,000
+طيب الـ major axis أو الـ focal axis، هو محور X ولا
+
+522
+00:55:21,000 --> 00:55:26,040
+محور Y؟ سمعت
+
+523
+00:55:26,040 --> 00:55:31,400
+محور X، سمعت محور X ومحور Y، كيف بنحكم أنّ الـ major
+
+524
+00:55:31,400 --> 00:55:36,620
+axis تبع الـ ellipse حسب؟ المقام الأكبر، يبقى هذا
+
+525
+00:55:36,620 --> 00:55:42,020
+لما أقرأها، إيش بيصير؟ X تربيع على واحد زائد Y تربيع
+
+526
+00:55:42,020 --> 00:55:47,880
+على التسعة بدّه يساوي قداش؟ واحد، يبقى مين الأكبر مقام
+
+527
+00:55:47,880 --> 00:55:53,080
+الـ X ولا مقام الـ Y؟ الواحد صحيح ولا التسعة؟
+
+528
+00:55:55,560 --> 00:56:01,260
+يبقى الـ major axis هو محور X، يبقى لو رحت رسمت الـ
+
+529
+00:56:01,260 --> 00:56:11,120
+ellipse، بدّه يكون الـ ellipse عندنا بشكل هذا كمان
+
+530
+00:56:11,120 --> 00:56:20,380
+طيب لو جينا قلنا F(C) تساوي ثلاثة مثلاً، يبقى بدّه
+
+531
+00:56:20,380 --> 00:56:26,510
+يكون كمان ellipse، المعادلة تبعتها X تربيع زائد تسعة Y
+
+532
+00:56:26,510 --> 00:56:31,650
+تربيع تساوي ثلاثة، أو أن نكتبها X تربيع على
+
+533
+00:56:31,650 --> 00:56:38,030
+ثلاثة زائد ثلاثة Y تربيع يساوي قداش؟ واحد، يعني X تربيع
+
+534
+00:56:38,030 --> 00:56:42,930
+على ثلاثة زائد Y تربيع على ثلث يساوي برضه اللي هو
+
+535
+00:56:42,930 --> 00:56:48,330
+واحد، يبقى بدّه يصير أكبر منه، بس بالشكل اللي عندنا هذا
+
+536
+00:56:48,330 --> 00:56:58,250
+هيك، يبقى يا بنات، هذه اللي هو C تساوي Zero، وهذه اللي
+
+537
+00:56:58,250 --> 00:57:04,850
+هو C تساوي واحد، وهذه اللي هو C تساوي ثلاثة، كلهم
+
+538
+00:57:04,850 --> 00:57:11,730
+هذول level curves عند قيم مختلفة لمين؟ لـ C، يبقى هذه
+
+539
+00:57:11,730 --> 00:57:20,160
+level curves، طيب نمرّ بـ  من السؤال، نمرّ بـ  من
+
+540
+00:57:20,160 --> 00:57:30,600
+السؤال، لو أخذنا الـ F of X و Y، F of X و Y تساوي X
+
+541
+00:57:30,600 --> 00:57:36,520
+زائد Y تربيع، بدّي
+
+542
+00:57:36,520 --> 00:57:44,520
+الـ level curves لهذا المنحنى، بقول له فضطرنا X زائد Y
+
+543
+00:57:44,520 --> 00:57:52,400
+تربيع يساوي constant C، أو الـ X يساوي سالب Y تربيع
+
+544
+00:57:52,400 --> 00:57:59,400
+زائد كونستانت C، Parabola
+
+545
+00:57:59,400 --> 00:58:05,000
+ممتاز جداً، أيوة، يعني هذا الـ parabola لو رحت رسمته
+
+546
+00:58:05,000 --> 00:58:11,820
+بيأخذ الشكل التالي، هذا محور X، وهذا محور Y، الأصل
+
+547
+00:58:11,820 --> 00:58:17,340
+هذا اللي هو X يساوي Y تربيع، مفتوح جهة اليمين، لكن
+
+548
+00:58:17,340 --> 00:58:23,580
+لما صار سالب Y تربيع، مفتوح جهة اليسار، طيب بدّي أجيب
+
+549
+00:58:23,580 --> 00:58:28,240
+الـ level curves في هذه الحالة، بجي بقول له لو كانت الـ
+
+550
+00:58:28,240 --> 00:58:38,370
+C تساوي Zero، يبقى بجي بقول له هنا that level curve X
+
+551
+00:58:38,370 --> 00:58:48,370
+يساوي سالب Y تربيع، X يساوي سالب Y تربيع، X
+
+552
+00:58:48,370 --> 00:58:57,050
+يساوي سالب Y تربيع، X يساوي سالب Y تربيع، X يساوي
+
+553
+00:58:57,050 --> 00:59:04,570
+سالب Y تربيع، X يساوي سالب Y تربيع، X يساوي سالب Y
+
+554
+00:59:04,570 --> 00:59:12,340
+تربيع، زي X يساوي سالب Y تربيع، زي واحد، يبقى شو
+
+555
+00:59:12,340 --> 00:59:18,140
+بدّه أعمله؟ شيفت للخلف بمقدار واحد، يعني جهة اليسار
+
+556
+00:59:18,140 --> 00:59:22,320
+بدّه يجي هنا، اللي هو  مين؟ واحد، يجيك الـ parabola
+
+557
+00:59:22,320 --> 00:59:29,140
+بالشكل هذا، يبقى هذا حصلنا عليه عند C تساوي Zero
+
+558
+00:59:29,140 --> 00:59:35,500
+هذا حصلنا عليه عند C تساوي قداش؟ واحد، لو كانت C
+
+559
+00:59:35,500 --> 00:59:39,580
+تساوي ثلاثة، زي اللي فوق، أو اثنين، أو أربعة، أو عشرة
+
+560
+00:59:39,580 --> 00:59:45,020
+أو زي ما بدّه، يبقى هنا F(C) تساوي اثنين
+
+561
+00:59:54,040 --> 00:59:59,940
+شيفت للخلف مقدار اثنين، يبقى ده حصلنا عليه لما C تساوي
+
+562
+00:59:59,940 --> 01:00:06,640
+اثنين، ومعادلته X تساوي سالب Y تربيع زائد اثنين
+
+563
+01:00:06,640 --> 01:00:15,320
+اللي في النص هذا، X تساوي سالب Y تربيع زائد واحد، أي
+
+564
+01:00:15,320 --> 01:00:20,120
+رقم قد يكون موجب، قد يكون سالب، ما عنديش مشكلة، أي نعم
+
+565
+01:00:20,120 --> 01:00:24,660
+أي رقم يجي في بالك، يبقى هذول كلهم، ما رسمتش أنا
+
+566
+01:00:24,660 --> 01:00:29,000
+المنحنى،  بنات، أنا رسمت الـ level curve وليس
+
+567
+01:00:29,000 --> 01:00:33,580
+الدالة الأصلية، هذا مش رسمة الدالة الأصلية، هذا مسقط
+
+568
+01:00:33,580 --> 01:00:39,220
+الـ contour على الـ XY plane، لحظة، آخذ كله XY، يبقى
+
+569
+01:00:39,220 --> 01:00:43,480
+هذا مين؟ هذا الرسم اللي تحت الأسود في مسألتنا، اللي
+
+570
+01:00:43,480 --> 01:00:47,340
+هو مسقط الـ contour line، قد يكون ellipse، قد يكون
+
+571
+01:00:47,340 --> 01:00:51,760
+parabola، قد يكون hyperbola، قد يكون circle، قد يكون
+
+572
+01:00:51,760 --> 01:00:55,740
+مربع، قد يكون متوازي أضلاع، حسب نوعية الـ surface اللي
+
+573
+01:00:55,740 --> 01:01:01,560
+عندي، يبقى حسب المجسم اللي موجود عندك، طب هذا حكينا
+
+574
+01:01:01,560 --> 01:01:06,320
+على functions of two variables، نبدأ ننتقل إلى النقطة
+
+575
+01:01:06,320 --> 01:01:09,260
+الأخيرة، وهي functions of three variables
+
+576
+01:01:12,860 --> 01:01:16,700
+ننتقل الآن إلى النقطة الأخيرة من هذا الـ section، وهي
+
+577
+01:01:16,700 --> 01:01:21,300
+الـ functions of three variables، أقرب تعريف أخذناه
+
+578
+01:01:21,300 --> 01:01:25,440
+قبل قليل كان الـ level curve، فلو دالة فيها ثلاث
+
+579
+01:01:25,440 --> 01:01:29,920
+متغيرات، ماذا بدها تسمى الدالة لو سميتها
+
+580
+01:01:29,920 --> 01:01:34,480
+بـ constant C؟ هذا موضوع الـ definition التاني، بكل
+
+581
+01:01:34,480 --> 01:01:40,870
+set of points X و Y و Z، مجموعة النقاط في الفراغ، والـ
+
+582
+01:01:40,870 --> 01:01:45,590
+F of X و Y و Z بدها تساوي C، يعني ساوينا الدالة كلها بـ constant
+
+583
+01:01:45,590 --> 01:01:49,390
+C، و C ده في الأول مقدار ثابت، is called a level
+
+584
+01:01:49,390 --> 01:01:53,930
+surface للدالة F، يبقى إذا الدالة في متغيرين، و
+
+585
+01:01:53,930 --> 01:01:59,030
+ساويناها بـ constant، اسمه level curve، بتطلع منحنى، لكن
+
+586
+01:01:59,030 --> 01:02:02,850
+إذا كان في ثلاث متغيرات، بتطلع عندنا surface
+
+587
+01:02:02,850 --> 01:02:07,610
+فبالتالي بيسمّوها level surface، هنورّيكِ كيف نحسب
+
+588
+01:02:07,610 --> 01:02:17,010
+هذا الكلام عملياً، من خلال الأمثلة، يبقى example، قول
+
+589
+01:02:17,010 --> 01:02:26,590
+find and sketch، find and sketch، أوجد وارسم the
+
+590
+01:02:26,590 --> 01:02:35,590
+level surfaces of
+
+591
+01:02:35,590 --> 01:02:48,950
+the following functions F of
+
+592
+01:02:48,950 --> 01:02:57,710
+X و Y و Z بدها تساوي،  F  بتساوي X تربيع زائد Y تربيع زائد
+
+593
+01:03:14,840 --> 01:03:20,940
+يبقى ننتقل الآن إلى الدالة فيها ثلاث متغيرات، بدنا
+
+594
+01:03:20,940 --> 01:03:24,680
+نحسب الـ level surface لهذه الدالة اللي قدامنا، يبقى
+
+595
+01:03:24,680 --> 01:03:28,820
+الدالة f of x, y, و z تساوي X تربيع زائد Y تربيع زائد Z
+
+596
+01:03:28,820 --> 01:03:33,580
+تربيع، يبقى بنساوي الدالة هذه  بـ constant C
+
+597
+01:03:33,580 --> 01:03:35,200
+يبقى solution
+
+598
+01:03:39,050 --> 01:03:48,510
+the level surfaces are،  لـ
+
+599
+01:03:48,510 --> 01:03:55,910
+X تربيع زائد Y تربيع زائد Z تربيع، كل هذا الكلام
+
+600
+01:03:55,910 --> 01:04:02,790
+بدّه يساوي constant C، ممكن أن أعيد صياغتها، رفعنا كل
+
+601
+01:04:02,790 --> 01:04:05,710
+واحد منها كاس للعدد A
+
+602
+01:04:17,030 --> 01:04:25,630
+EOC، يبقى هذا الشكل العام لمين؟ للـ level surfaces، طب
+
+603
+01:04:25,630 --> 01:04:31,190
+مين تعرف تقول لي هذا شو بنسميه الـ surface اللي
+
+604
+01:04:31,190 --> 01:04:34,430
+عندنا، شو اسمه هذا؟ من هذه المعادلة، في المرضى،
+
+605
+01:04:34,430 --> 01:04:41,720
+ellipsoid؟ المقامات زي بعضها، ellipsoid، إذا الـ a يساوي
+
+606
+01:04:41,720 --> 01:04:47,260
+الـ b يساوي الـ c، ellipsoid، إذا الـ a يساوي الـ b يساوي الـ
+
+607
+01:04:47,260 --> 01:04:55,200
+c، ellipsoid، إذا الـ a يساوي الـ b يساوي الـ c، ellipsoid، إذا
+
+608
+01:04:55,200 --> 01:04:56,680
+الـ a يساوي الـ b يساوي الـ c
+
+609
+01:05:05,210 --> 01:05:10,870
+ليش؟ لأنّ الـ E أُسّه ده رقم عادي جداً، ما يكون اثنين،
+
+610
+01:05:10,870 --> 01:05:15,230
+ثلاثة، عشرة، مئة،  جداً، ما يكون، طيب خلّيني أتعالى
+
+611
+01:05:15,2
+
+667
+01:13:04,450 --> 01:13:10,390
+example يقول
+
+668
+01:13:10,390 --> 01:13:18,610
+find an equation find an equation هتلنا معادلة for
+
+669
+01:13:18,610 --> 01:13:27,410
+a level curve أو for the level curve level curve
+
+670
+01:13:27,410 --> 01:13:36,590
+or a level surface level surface
+
+671
+01:13:36,590 --> 01:13:40,330
+فاصز
+
+672
+01:13:40,330 --> 01:13:49,370
+أثور فاصز أثور والذي يمر من خلال the given
+
+673
+01:13:49,370 --> 01:13:57,770
+points النقاط المعطاة for the following functions
+
+674
+01:13:57,770 --> 01:14:07,930
+or the following functions للدوال التالية نمر A F
+
+675
+01:14:07,930 --> 01:14:17,170
+of X Y F of X Y تساوي اللي هو ستة عشر ناقص X تربيع
+
+676
+01:14:17,170 --> 01:14:24,130
+ناقص Y تربيع نمر B طبعاً والنقطة المعطاة اللي هي
+
+677
+01:14:24,130 --> 01:14:34,200
+النقطة 2 جذر 2 وجذر 2 نمر بإيه؟ الـ G
+
+678
+01:14:34,200 --> 01:14:41,420
+of X أو Y أو Z يساوي الـ summation من N equal zero
+
+679
+01:14:41,420 --> 01:14:47,780
+to infinity لل X زائد Y to the power N على N
+
+680
+01:14:47,780 --> 01:14:58,490
+factorial KZ to the power Mهي لن 2 ولن 4
+
+681
+01:15:30,510 --> 01:15:37,110
+عليه بالكم يا أولى بنات، نعطيني مثلثين وبيقول لي في
+
+682
+01:15:37,110 --> 01:15:41,210
+كل واحدة فيهم هتلي المناسب إذا كان liver tail أو
+
+683
+01:15:41,210 --> 01:15:45,730
+liver cell، بيقول لي ماشي بدي أجي للنقطة الأولى نمر
+
+684
+01:15:45,730 --> 01:15:51,870
+إيه؟ بدي أحطه f of x و y، بدي أحطه constant c، هذا
+
+685
+01:15:51,870 --> 01:15:54,570
+معناته إيش؟ معناته أنه صدر
+
+686
+01:15:57,580 --> 01:16:03,220
+زائد ناقص Y تربيع، كله بيديني ساوي منين؟ من وسط
+
+687
+01:16:03,220 --> 01:16:09,680
+الـC، أو بتنقل هدول هناك X تربيع زائد Y تربيع
+
+688
+01:16:09,680 --> 01:16:16,160
+بيساوي 16 ناقص C، قال المنحنى هذا يا مر ب نقطة
+
+689
+01:16:16,160 --> 01:16:20,290
+منين؟ 2 جذر 2 وجذر 2، إذا أنا هشيل ال X
+
+690
+01:16:20,290 --> 01:16:23,450
+وأحط مكانها 2 جذر 2، وأشيل ال Y وأحط
+
+691
+01:16:23,450 --> 01:16:29,390
+مكانها جذر 2، يبقى 2 جذر 2 الكل تربيع
+
+692
+01:16:29,390 --> 01:16:35,690
+زائد جذر 2 الكل تربيع بيساوي 16 ناقص هذا
+
+693
+01:16:35,690 --> 01:16:42,470
+بدي يعطينا طبعاً هذا كده شبنات 8 زائد 2  بدر
+
+694
+01:16:42,470 --> 01:16:48,210
+بيساوي 16 ناقص C، هذا بدي أعطيك إنه C to sell
+
+695
+01:16:48,210 --> 01:16:55,470
+هذا 10، تمام، جيبي هذا عندها بدر قداش؟ ناقص 6 إذا
+
+696
+01:16:55,470 --> 01:17:02,610
+C تساوي 6، يبقى صار عندنا هذا level surface ولا
+
+697
+01:17:02,610 --> 01:17:09,090
+level curve بمناطق، لأن ال variables متغيرين وليس ثلاثة as
+
+698
+01:17:26,160 --> 01:17:34,040
+يبقى هذا اللي بالـ curve is a circle، طيب نمر بـ
+
+699
+01:17:34,040 --> 01:17:39,500
+بتحط summation من n equal zero to infinity
+
+700
+01:18:06,700 --> 01:18:11,760
+أخذنا مفكوك تايلور ومفكوك ماكلورين، ماكلورين سيريز وتايلور سيريز، تمام؟ وأخذنا أول مثال في ماكلورين
+
+701
+01:18:11,760 --> 01:18:16,880
+سيريز اللي هو E أس X، قالت إيش؟ اللي X to the
+
+702
+01:18:16,880 --> 01:18:23,620
+power N على N factorial، مظبوط؟ إذا تحكم أو تذكر أو
+
+703
+01:18:29,560 --> 01:18:35,040
+تعلم شغل زي ذلك، يبقى لما أجي أطلع X to the power
+
+704
+01:18:35,040 --> 01:18:40,320
+of N على N factorial، يبقى هذه كده E أس X، إذا هذه
+
+705
+01:18:40,320 --> 01:18:49,300
+مين؟ E أس X زائد Y على Z، يبقى هذا المنحنى، مظبوط
+
+706
+01:18:49,300 --> 01:18:54,560
+أو لا؟ طيب هذا المنحنى فيه ثلاثة متغيرات يبقى هذا
+
+707
+01:18:54,560 --> 01:19:05,260
+يُريد يعطينا the level surface is مين هو E أس X
+
+708
+01:19:05,260 --> 01:19:12,980
+زائد Y على Z يساوي كونستانت C، عظيمة الكلك على الشغل هيك
+
+709
+01:19:12,980 --> 01:19:19,520
+شوية، طب ده نفكر فيه، شو رايح نأخذ الـ ln للطرفين، إذا
+
+710
+01:19:19,520 --> 01:19:27,230
+لو أخذت ln للطرفين، تصير X زائد Y على Z بدها تساوي ln
+
+711
+01:19:27,230 --> 01:19:34,010
+C، من المعادلة هذه بقدر أجيب قيمة C من خلال إحداثيات
+
+712
+01:19:34,010 --> 01:19:42,630
+النقطة، تبقى ln 2 زائد ln 4 على 3 بدها
+
+713
+01:19:42,630 --> 01:19:52,300
+تساوي ln C، هذا شو بيعطينا؟ هذا بيبقى 2 ln 2، يبقى
+
+714
+01:19:52,300 --> 01:19:58,320
+بيصير 3 ln 2 على 3 يساوي ln C، فهذا
+
+715
+01:19:58,320 --> 01:20:04,800
+معناته إن ln 2 يساوي ln C، يبقى C تساوي قداش؟
+
+716
+01:20:04,800 --> 01:20:14,200
+تساوي 2، يبقى بأجي بقوله the level surfaces are
+
+717
+01:20:14,200 --> 01:20:24,860
+in the form في الشكل التالي E أس X زائد Y على C على
+
+718
+01:20:24,860 --> 01:20:35,360
+Z يساوي كده، يساوي 2، أو اللي هو X زائد Y على Z
+
+719
+01:20:35,360 --> 01:20:44,480
+يساوي ln 2، أو إذا تحطيها في شكل آخر، Z يساوي
+
+720
+01:20:44,480 --> 01:20:51,520
+1 على ln 2 في الـ X زائد الـ 1، يبقى هذا شكل
+
+721
+01:20:51,520 --> 01:20:56,900
+الـ level surface في هذه الحالة، آخر نقطة عندنا في
+
+722
+01:20:56,900 --> 01:21:02,600
+هذا الـ section اللي هو بعض التعريفات، some
+
+723
+01:21:02,600 --> 01:21:05,420
+definitions
+
+724
+01:21:18,490 --> 01:21:24,090
+التعريف الأول، نعرف التعريفات اللي عرفناهم على
+
+725
+01:21:24,090 --> 01:21:33,510
+الـ plane، نعرفهم على الـ space، يبقى a point بـ x
+
+726
+01:21:33,510 --> 01:21:36,110
+nought و y nought و z nought
+
+727
+01:21:39,650 --> 01:21:51,510
+and an interior point نقطة داخلية of a region A على
+
+728
+01:21:51,510 --> 01:22:02,330
+منطقة A in a space في الفضاء if
+
+729
+01:22:02,330 --> 01:22:06,050
+it
+
+730
+01:22:06,050 --> 01:22:06,530
+is
+
+731
+01:22:11,580 --> 01:22:23,420
+the center of a solid ball كرة مغلقة أو كرة مصمتة
+
+732
+01:22:23,420 --> 01:22:35,240
+that lies that lies entirely كلياً
+
+733
+01:22:35,240 --> 01:22:47,410
+in اللي هي up نمر 2، a point x nought و y nought و z
+
+734
+01:22:47,410 --> 01:22:58,430
+nought is a boundary point is a boundary point يبقى
+
+735
+01:22:58,430 --> 01:23:08,090
+هذه نقطة حدية of R if every
+
+736
+01:23:09,820 --> 01:23:28,920
+sphere F
+
+737
+01:23:28,920 --> 01:23:35,900
+centred sphere مُركز على
+
+738
+01:23:35,900 --> 01:23:45,750
+X nought وY nought does not contain
+
+739
+01:23:45,750 --> 01:23:53,850
+points that
+
+740
+01:23:53,850 --> 01:24:01,430
+lie outside
+
+741
+01:24:01,430 --> 01:24:08,290
+of
+
+742
+01:24:09,290 --> 01:24:17,890
+as well as
+
+743
+01:24:17,890 --> 01:24:30,390
+points that
+
+744
+01:24:30,390 --> 01:24:33,790
+lie
+
+745
+01:24:33,790 --> 01:24:37,510
+inside
+
+746
+01:25:03,320 --> 01:25:16,360
+أولاً، ثلاثة The integral of R is
+
+747
+01:25:16,360 --> 01:25:22,260
+the set
+
+748
+01:25:22,260 --> 01:25:28,200
+of all interior points
+
+749
+01:25:40,640 --> 01:25:51,840
+المقاومات، المقاومات من R، من R هي مجموعة من
+
+750
+01:25:51,840 --> 01:25:53,700
+النقط الداخلية
+
+751
+01:26:05,270 --> 01:26:21,290
+of points of a أخر حاجة، أربعة a region a region is
+
+752
+01:26:21,290 --> 01:26:33,950
+open منطقة مفتوحة if it consists if it consists
+
+753
+01:27:00,260 --> 01:27:08,140
+هي نقاط داخلية
+
+754
+01:27:13,840 --> 01:27:20,380
+منطقة مغلقة if it
+
+755
+01:27:20,380 --> 01:27:30,300
+contains its boundary
+
+756
+01:27:30,300 --> 01:27:36,320
+points
+
+757
+01:27:36,320 --> 01:27:37,180
+كلياً
+
+758
+01:28:04,190 --> 01:28:19,530
+فإن الـ domain of f of x, y و z يساوي ln x ناقص
+
+759
+01:28:19,530 --> 01:28:26,570
+2y زائد 3z ناقص 6
+
+760
+01:28:57,290 --> 01:29:03,030
+النقطة الثانية كانت الـ control of the boundary
+
+761
+01:29:03,030 --> 01:29:15,850
+while the control كان boundary of
+
+762
+01:29:15,850 --> 01:29:19,570
+the domain
+
+763
+01:29:33,770 --> 01:29:44,890
+مفتوح أو مغلق، مفتوح أو
+
+764
+01:29:44,890 --> 01:29:53,590
+مغلق أو
+
+765
+01:29:53,590 --> 01:29:55,710
+مفتوح
+
+766
+01:30:19,890 --> 01:30:23,270
+لو رجعت الـ definitions، هدول هم نفس الـ definitions
+
+767
+01:30:31,710 --> 01:30:35,430
+بعد ما كنت أقول disk، بدأت أقول هنا sphere، بدل ما كنت
+
+768
+01:30:35,430 --> 01:30:41,450
+أقول نقطة بإحداثيين، بدأت أقول نقطة بثلاثة إحداثيات
+
+769
+01:30:41,450 --> 01:30:46,450
+بثلاثة إحداثيات فقط، لغاية تبقى لما آتي بجديد، كل
+
+770
+01:30:46,450 --> 01:30:50,090
+الكلام اللي يأتي في النص عندك، بس sphere disk، حطي بدل
+
+771
+01:30:50,090 --> 01:30:53,950
+sphere، النقطة إحداثيات، خلي بالك مكانها، هاياش تلاتة
+
+772
+01:30:53,950 --> 01:30:59,020
+أبقى لما نأتي نقول، باقي كله زي ما هو، طيب نحسب هذا
+
+773
+01:30:59,020 --> 01:31:02,900
+الكلام عملياً، نعطي دالة ونقول هات لي الـ domain تبع
+
+774
+01:31:02,900 --> 01:31:09,820
+الدالة اللي عنها أنا بأبدأ، بقول له domain الدالة F هو
+
+775
+01:31:09,820 --> 01:31:15,020
+مين؟ كل العناصر X وY وZ، يعني كل النقاط X وY وZ
+
+776
+01:31:15,020 --> 01:31:21,100
+طبعاً الـ ln مش معرفة إلا لقيمة موجبة، بحيث أن X
+
+777
+01:31:21,100 --> 01:31:29,100
+ناقص 2Y زائد 3Z ناقص 6 بدها تكون أكبر من
+
+778
+01:31:29,100 --> 01:31:36,720
+مين؟ من 0، أو إن شئتم فقولوا x و y و z such that
+
+779
+01:31:36,720 --> 01:31:44,160
+x ناقص 2y زائد 3z أكبر من مين؟ أكبر من
+
+780
+01:31:44,160 --> 01:31:49,460
+0، طب بدأنا نعرف من هالمنطقة هذه، هذه بنات معادلتها
+
+781
+01:31:49,460 --> 01:31:55,560
+لو قلت تساوي 6 ليه؟ تمام، يعني أنا لو رحت جدلاً
+
+782
+01:31:55,560 --> 01:31:58,900
+رسمت المحاور بالشكل اللي قدامنا هذا
+
+783
+01:32:07,080 --> 01:32:13,020
+ورحت وقلت ما هي المحاور هذا
+
+784
+01:32:13,020 --> 01:32:20,580
+X وهذا Y وهذا Z وجئت وقلت المستوى اللي عندنا هو
+
+785
+01:32:20,580 --> 01:32:26,140
+Y و Z و 0 بس هالـ X بقداش؟ بـ 6، يبقى لو جئت وقلت
+
+786
+01:32:26,140 --> 01:32:34,430
+النقطة هذه 6 و 0 و 0، حط X و Z هو 0 بيصير Y
+
+787
+01:32:34,430 --> 01:32:40,470
+بـ -3، يعني لو مديتها على استقامتها فتصير هذه
+
+788
+01:32:40,470 --> 01:32:47,770
+اللي هو 0 و -3 و 0، حط X و Y بـ 0
+
+789
+01:32:47,770 --> 01:32:53,510
+بيصير Z بـ 2، يبقى النقطة اللي عندك هذه 0 و
+
+790
+01:32:53,510 --> 01:32:59,710
+0 و 2، الآن لو جئت وصلت فيما بين النقاط هذه
+
+791
+01:32:59,710 --> 01:33:08,410
+الثلاث بهذا الشكل، أكبر
+
+792
+01:33:08,410 --> 01:33:15,230
+من 6، يبقى كل space اللي أعلى من هذا الـ plane يعني
+
+793
+01:33:15,230 --> 01:33:21,270
+كل المنطقة اللي عندك هذه، كل جزء من الفضاء اللي
+
+794
+01:33:21,270 --> 01:33:26,790
+أعلى هذا المثلث، يبقى هنا ليه space؟
+
+795
+01:33:29,100 --> 01:33:36,340
+أو الـ half space above
+
+796
+01:33:36,340 --> 01:33:46,840
+the plane اللي هو x ناقص 2y زائد 3z
+
+797
+01:33:46,840 --> 01:33:52,480
+يساوي 6، كل الفضاء، طيب هل الـ plane من ضمن هذه
+
+798
+01:33:52,480 --> 01:33:58,100
+المنطقة؟ لأ، مش من ضمنها، ما عنديش مساواة، خلصنا من هذه
+
+799
+01:33:58,390 --> 01:34:02,950
+هذه النقطة الأولى اللي هو الـ domain، طيب النقطة
+
+800
+01:34:02,950 --> 01:34:07,690
+الثانية جالي هذا الـ domain، الـ interior و الـ
+
+801
+01:34:07,690 --> 01:34:11,990
+boundary لهذا الـ domain، الـ interior تبع هذا الـ
+
+802
+01:34:11,990 --> 01:34:17,350
+domain، اللي وراه، وراه يا بنات من عند الـ plane هذا
+
+803
+01:34:17,350 --> 01:34:25,200
+لغاية ما إلى ما لا نهاية، يبقى الـ interior تبع هذا الـ domain
+
+804
+01:34:25,200 --> 01:34:33,840
+كل العناصر x و y و z بحيث أن x ناقص 2y زائد
+
+805
+01:34:33,840 --> 01:34:43,640
+3z بدها تكون أكبر من 6، يعني كأن x
+
+806
+01:34:43,640 --> 01:34:50,640
+ناقص 2y زائد 3z أكبر من 6 وأقل من ∞، من
+
+807
+01:34:50,640 --> 01:34:55,270
+∞، هذا من المطلوب الثاني اللي هو الـ interior، الـ
+
+808
+01:34:55,270 --> 01:35:03,150
+boundary، من الـ boundary؟ اللي هو الـ plane، يبقى الـ
+
+809
+01:35:03,150 --> 01:35:07,670
+boundary is
+
+810
+01:35:07,670 --> 01:35:16,970
+the plane اللي هو x ناقص 2y زائد 3z يساوي
+
+811
+01:35:16,970 --> 01:35:19,590
+6، طيب النقطة الثالثة
+
+812
+01:35:22,870 --> 01:35:26,950
+قال لي هل الـ domain open ولا closed؟ open لأنه
+
+813
+01:35:26,950 --> 01:35:34,150
+يحتوي كل الـ interior points، يبقى الـ domain of that
+
+814
+01:35:34,150 --> 01:35:42,030
+domain is open، ليش؟ لأنه يحتوي كل الـ interior
+
+815
+01:35:42,030 --> 01:35:46,670
+points، النقطة الرابعة والأخيرة قال لي هل الـ domain
+
+816
+01:35:46,670 --> 01:35:50,740
+bounded أو unbounded؟ طبعاً واضح أنه بيضل لوين؟ إلى
+
+817
+01:35:50,740 --> 01:36:00,100
+ما لا نهاية، يبقى unbounded domain، الآن بدنا منكم الـ
+
+818
+01:36:00,100 --> 01:36:07,040
+exercises التالية، يبقى exercises 14، 1
+
+819
+01:36:07,040 --> 01:36:14,560
+المسائل التالية 3، 5، 7، 9، 11،
+
+820
+01:36:14,560 --> 01:36:16,900
+19
+
+821
+01:36:17,690 --> 01:36:24,570
+23، 25، 31، إنه
+
+822
+01:36:24,570 --> 01:36:31,930
+30، 33، 37، 39،
+
+823
+01:36:31,930 --> 01:36:40,150
+41، 43، 44،
+
+824
+01:36:40,150 --> 01:36:40,730
+.
+
+825
+01:36:46,040 --> 01:36:49,900
+المرة القادمة إن شاء الله بنروح للـ section اللي
+
+826
+01:36:49,900 --> 01:36:58,720
+بعده، حد بتحب تسأل أي سؤال هنا ولا هناك؟ أي تساؤل؟
+
+827
+01:36:58,720 --> 01:37:03,560
+حول الـ domain، الـ range، الـ interior، الـ boundary، الـ
+
+828
+01:37:03,560 --> 01:37:09,760
+bounded، الـ unbounded، كل الأمور هذه، yes؟ فليُسْلَمْ، يبقى
+
+829
+01:37:09,760 --> 01:37:11,400
+للمرة القادمة إن شاء الله
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/XhdO8919qXw_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/XhdO8919qXw_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..0abf63c2a7d948e64ed738930153c5cad3e230ef
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/XhdO8919qXw_raw.json
@@ -0,0 +1 @@
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2400.84, "end": 2400.92, "word": " لا", "probability": 0.921875}, {"start": 2400.92, "end": 2401.46, "word": " غير", "probability": 0.986083984375}, {"start": 2401.46, "end": 2404.18, "word": " طب", "probability": 0.59423828125}, {"start": 2404.18, "end": 2404.68, "word": " السؤال", "probability": 0.962890625}, {"start": 2404.68, "end": 2404.98, "word": " هو", "probability": 0.9931640625}], "temperature": 1.0}, {"id": 95, "seek": 241480, "start": 2406.04, "end": 2414.8, "text": "اللي جوا هذا يا بنات even function ولا odd function ما هو انت قولت odd و even لإن انا عارف منهم", "tokens": [6027, 20292, 10874, 14407, 23758, 35186, 4724, 8315, 2655, 754, 2445, 49429, 7401, 2445, 19446, 31439, 16472, 2655, 12174, 12610, 2655, 7401, 4032, 754, 5296, 28814, 1863, 1975, 8315, 6225, 9640, 5172, 9154, 16095], "avg_logprob": -0.5517856904438564, "compression_ratio": 1.308411214953271, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2406.04, "end": 2406.4, "word": "اللي", "probability": 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"seek": 249805, "start": 2495.05, "end": 2498.05, "text": "هذا كان المثال رقم 3", "tokens": [3224, 15730, 25961, 9673, 12984, 6027, 12602, 4587, 2304, 805], "avg_logprob": -0.3654119372367859, "compression_ratio": 0.8536585365853658, "no_speech_prob": 0.0, "words": [{"start": 2495.05, "end": 2496.13, "word": "هذا", "probability": 0.71826171875}, {"start": 2496.13, "end": 2496.43, "word": " كان", "probability": 0.8359375}, {"start": 2496.43, "end": 2496.97, "word": " المثال", "probability": 0.8189290364583334}, {"start": 2496.97, "end": 2497.53, "word": " رقم", "probability": 0.8904622395833334}, {"start": 2497.53, "end": 2498.05, "word": " 3", "probability": 0.335205078125}], "temperature": 1.0}, {"id": 99, "seek": 253046, "start": 2505.99, "end": 2530.47, "text": "مثال رقم أربع بيقول find the volume of the region find the volume of the region قدش حجم المنطقة common to the interior", "tokens": [2304, 12984, 6027, 12602, 4587, 2304, 5551, 25513, 3615, 4724, 1829, 39648, 915, 264, 5523, 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"text": "of a point P in space الفرق is PR وθ وز in which بحيث أن", "tokens": [2670, 257, 935, 430, 294, 1901, 27188, 2288, 4587, 307, 11568, 4032, 9440, 4032, 11622, 294, 597, 4724, 5016, 1829, 12984, 14739], "avg_logprob": -0.48709237575531006, "compression_ratio": 0.9102564102564102, "no_speech_prob": 0.0, "words": [{"start": 4680.590000000001, "end": 4681.990000000001, "word": "of", "probability": 0.027618408203125}, {"start": 4681.990000000001, "end": 4683.39, "word": " a", "probability": 0.779296875}, {"start": 4683.39, "end": 4684.21, "word": " point", "probability": 0.9814453125}, {"start": 4684.21, "end": 4686.03, "word": " P", "probability": 0.671875}, {"start": 4686.03, "end": 4687.63, "word": " in", "probability": 0.8046875}, {"start": 4687.63, "end": 4688.79, "word": " space", "probability": 0.73193359375}, {"start": 4688.79, "end": 4691.99, "word": " الفرق", "probability": 0.86279296875}, {"start": 4691.99, "end": 4693.09, "word": " is", "probability": 0.55322265625}, 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4801.18, "end": 4802.42, "word": " بتساوي", "probability": 0.745941162109375}, {"start": 4802.42, "end": 4803.02, "word": " one", "probability": 0.2164306640625}, {"start": 4803.02, "end": 4803.66, "word": " على", "probability": 0.62939453125}, {"start": 4803.66, "end": 4804.22, "word": " X", "probability": 0.92919921875}], "temperature": 1.0}, {"id": 186, "seek": 484314, "start": 4830.53, "end": 4843.15, "text": "من يوم ما بدأنا ناخد إحداثيات من الإبتدائي والإعدادي والثانوي قضايا لو دخلنا الجامعة و لو دخلنا المستوى الأول الفصلي الثاني", "tokens": [27842, 7251, 20498, 19446, 47525, 10721, 8315, 8717, 47283, 3215, 11933, 24401, 5718, 104, 1829, 9307, 9154, 33688, 3555, 2655, 3215, 16373, 1829, 16070, 28814, 22488, 18513, 1829, 16070, 12984, 7649, 45865, 12174, 11242, 995, 25528, 45164, 11778, 9778, 1211, 8315, 25724, 10943, 27884, 4032, 45164, 11778, 9778, 1211, 8315, 9673, 14851, 2407, 7578, 16247, 12610, 27188, 9381, 20292, 6024, 104, 7649, 1829], "avg_logprob": -0.19201660249382257, "compression_ratio": 1.751937984496124, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 4830.53, "end": 4830.79, "word": "من", "probability": 0.93017578125}, {"start": 4830.79, "end": 4831.03, "word": " يوم", "probability": 0.981689453125}, {"start": 4831.03, "end": 4831.19, "word": " ما", "probability": 0.92236328125}, {"start": 4831.19, "end": 4831.55, "word": " بدأنا", "probability": 0.8538411458333334}, {"start": 4831.55, "end": 4831.91, "word": " ناخد", "probability": 0.9892578125}, {"start": 4831.91, "end": 4832.89, "word": " إحداثيات", "probability": 0.944091796875}, {"start": 4832.89, "end": 4833.09, "word": " من", "probability": 0.85888671875}, {"start": 4833.09, "end": 4834.11, "word": " الإبتدائي", "probability": 0.8773600260416666}, {"start": 4834.11, "end": 4835.19, "word": " والإعدادي", "probability": 0.85654296875}, {"start": 4835.19, "end": 4836.45, "word": " والثانوي", "probability": 0.6719970703125}, {"start": 4836.45, "end": 4837.37, "word": " قضايا", "probability": 0.5164794921875}, {"start": 4837.37, "end": 4837.47, "word": " لو", "probability": 0.320556640625}, {"start": 4837.47, "end": 4838.17, "word": " دخلنا", "probability": 0.99072265625}, {"start": 4838.17, "end": 4839.09, "word": " الجامعة", "probability": 0.978515625}, {"start": 4839.09, "end": 4839.37, "word": " و", "probability": 0.49072265625}, {"start": 4839.37, "end": 4839.53, "word": " لو", "probability": 0.66455078125}, {"start": 4839.53, "end": 4840.31, "word": " دخلنا", "probability": 0.9957275390625}, {"start": 4840.31, "end": 4841.05, "word": " المستوى", "probability": 0.9156494140625}, {"start": 4841.05, "end": 4841.77, "word": " الأول", "probability": 0.966796875}, {"start": 4841.77, "end": 4842.49, "word": " الفصلي", "probability": 0.7939453125}, {"start": 4842.49, "end": 4843.15, "word": " الثاني", "probability": 0.8896484375}], "temperature": 1.0}, {"id": 187, "seek": 486397, "start": 4843.75, "end": 4863.97, "text": "و احنا بناخد كله Cartesian coordinates او rectangular coordinates احداثيات كارتيزية او احداثيات مستطيلة طبعا طيب لكن لما جينا في calculus B روحنا اخد من الاحداثيات المستطيلة و نجينا coordinate coordinates", "tokens": [2407, 1975, 5016, 8315, 44945, 47283, 3215, 28242, 3224, 22478, 42434, 21056, 1975, 2407, 31167, 21056, 1975, 24401, 5718, 104, 1829, 9307, 9122, 9640, 31371, 11622, 10632, 1975, 2407, 1975, 24401, 5718, 104, 1829, 9307, 3714, 14851, 9566, 26895, 3660, 23032, 3555, 3615, 995, 23032, 1829, 3555, 44381, 5296, 15042, 10874, 1829, 8315, 8978, 33400, 363, 12602, 2407, 5016, 8315, 1975, 9778, 3215, 9154, 2423, 39319, 3215, 5718, 104, 1829, 9307, 9673, 14851, 9566, 26895, 3660, 4032, 8717, 7435, 1829, 8315, 15670, 21056], "avg_logprob": -0.365885418795404, "compression_ratio": 1.7386363636363635, "no_speech_prob": 0.0, "words": [{"start": 4843.75, "end": 4844.01, "word": "و", "probability": 0.336181640625}, {"start": 4844.01, "end": 4844.27, "word": " احنا", "probability": 0.7075602213541666}, {"start": 4844.27, "end": 4844.69, "word": " بناخد", "probability": 0.9425455729166666}, {"start": 4844.69, "end": 4845.33, "word": " كله", "probability": 0.905517578125}, {"start": 4845.33, "end": 4846.03, "word": " Cartesian", "probability": 0.560546875}, {"start": 4846.03, "end": 4846.71, "word": " coordinates", "probability": 0.55126953125}, {"start": 4846.71, "end": 4847.33, "word": " او", "probability": 0.807861328125}, {"start": 4847.33, "end": 4847.93, "word": " rectangular", "probability": 0.6962890625}, {"start": 4847.93, "end": 4848.97, "word": " coordinates", "probability": 0.8837890625}, {"start": 4848.97, "end": 4850.11, "word": " احداثيات", "probability": 0.8507486979166666}, {"start": 4850.11, "end": 4850.87, "word": " كارتيزية", "probability": 0.757763671875}, {"start": 4850.87, "end": 4851.23, "word": " او", "probability": 0.90673828125}, {"start": 4851.23, "end": 4852.29, "word": " احداثيات", "probability": 0.9335123697916666}, {"start": 4852.29, "end": 4853.89, "word": " مستطيلة", "probability": 0.846728515625}, {"start": 4853.89, "end": 4855.07, "word": " طبعا", "probability": 0.7698974609375}, {"start": 4855.07, "end": 4855.63, "word": " طيب", "probability": 0.758056640625}, {"start": 4855.63, "end": 4855.93, "word": " لكن", "probability": 0.71142578125}, {"start": 4855.93, "end": 4856.11, "word": " لما", "probability": 0.884521484375}, {"start": 4856.11, "end": 4856.43, "word": " جينا", "probability": 0.6070963541666666}, {"start": 4856.43, "end": 4856.65, "word": " في", "probability": 0.41455078125}, {"start": 4856.65, "end": 4857.09, "word": " calculus", "probability": 0.455078125}, {"start": 4857.09, "end": 4858.01, "word": " B", "probability": 0.3564453125}, {"start": 4858.01, "end": 4858.91, "word": " روحنا", "probability": 0.8345947265625}, {"start": 4858.91, "end": 4859.27, "word": " اخد", "probability": 0.82861328125}, {"start": 4859.27, "end": 4859.67, "word": " من", "probability": 0.57763671875}, {"start": 4859.67, "end": 4861.25, "word": " الاحداثيات", "probability": 0.8243931361607143}, {"start": 4861.25, "end": 4861.99, "word": " المستطيلة", "probability": 0.8671875}, {"start": 4861.99, "end": 4862.13, "word": " و", "probability": 0.061187744140625}, {"start": 4862.13, "end": 4862.27, "word": " نجينا", "probability": 0.590850830078125}, {"start": 4862.27, "end": 4862.85, "word": " coordinate", "probability": 0.1561279296875}, {"start": 4862.85, "end": 4863.97, "word": " coordinates", "probability": 0.66015625}], "temperature": 1.0}, {"id": 188, "seek": 488332, "start": 4864.32, "end": 4883.32, "text": "اليوم ان شاء الله بنعطي نوعين طبعا مش حللها إلا نقطة النوع الأول و بعدها نقطة النوع الثاني فيها نوعين أخرين من الإحداثيات اللي هو الإحداثيات المستورانية cylindrical coordinates والإحداثيات الرابعة spherical coordinates", "tokens": [6027, 1829, 20498, 16472, 13412, 16606, 21984, 44945, 3615, 9566, 1829, 8717, 45367, 9957, 23032, 3555, 3615, 995, 37893, 11331, 1211, 1211, 11296, 11933, 15040, 8717, 47432, 3660, 28239, 45367, 16247, 12610, 4032, 39182, 11296, 8717, 47432, 3660, 28239, 45367, 6024, 104, 7649, 1829, 8978, 11296, 8717, 45367, 9957, 5551, 34740, 9957, 9154, 33688, 24401, 5718, 104, 1829, 9307, 13672, 1829, 31439, 33688, 24401, 5718, 104, 1829, 9307, 9673, 14851, 13063, 7649, 10632, 28044, 15888, 21056, 16070, 28814, 24401, 5718, 104, 1829, 9307, 34892, 16758, 27884, 37300, 21056], "avg_logprob": -0.2689606607630012, "compression_ratio": 1.9052631578947368, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 4864.32, "end": 4864.96, "word": "اليوم", "probability": 0.81689453125}, {"start": 4864.96, "end": 4865.12, "word": " ان", "probability": 0.327392578125}, {"start": 4865.12, "end": 4865.42, "word": " شاء", "probability": 0.955810546875}, {"start": 4865.42, "end": 4865.58, "word": " الله", "probability": 0.95458984375}, {"start": 4865.58, "end": 4866.08, "word": " بنعطي", "probability": 0.8192138671875}, {"start": 4866.08, "end": 4866.5, "word": " نوعين", "probability": 0.8331705729166666}, {"start": 4866.5, "end": 4866.78, "word": " طبعا", "probability": 0.85626220703125}, {"start": 4866.78, "end": 4866.94, "word": " مش", "probability": 0.5625}, {"start": 4866.94, "end": 4867.26, "word": " حللها", "probability": 0.62286376953125}, {"start": 4867.26, "end": 4867.46, "word": " إلا", "probability": 0.762939453125}, {"start": 4867.46, "end": 4867.82, "word": " نقطة", "probability": 0.7025960286458334}, {"start": 4867.82, "end": 4868.0, "word": " النوع", "probability": 0.921875}, {"start": 4868.0, "end": 4868.38, "word": " الأول", "probability": 0.972900390625}, {"start": 4868.38, "end": 4868.54, "word": " و", "probability": 0.8583984375}, {"start": 4868.54, "end": 4868.96, "word": " بعدها", "probability": 0.3924560546875}, {"start": 4868.96, "end": 4869.44, "word": " نقطة", "probability": 0.9694010416666666}, {"start": 4869.44, "end": 4869.7, "word": " النوع", "probability": 0.90576171875}, {"start": 4869.7, "end": 4870.32, "word": " الثاني", "probability": 0.8607177734375}, {"start": 4870.32, "end": 4870.98, "word": " فيها", "probability": 0.27874755859375}, {"start": 4870.98, "end": 4871.42, "word": " نوعين", "probability": 0.8914388020833334}, {"start": 4871.42, "end": 4872.04, "word": " أخرين", "probability": 0.86865234375}, {"start": 4872.04, "end": 4872.24, "word": " من", "probability": 0.974609375}, {"start": 4872.24, "end": 4873.18, "word": " الإحداثيات", "probability": 0.92529296875}, {"start": 4873.18, "end": 4873.5, "word": " اللي", "probability": 0.6646728515625}, {"start": 4873.5, "end": 4873.82, "word": " هو", "probability": 0.9033203125}, {"start": 4873.82, "end": 4875.36, "word": " الإحداثيات", "probability": 0.97607421875}, {"start": 4875.36, "end": 4876.8, "word": " المستورانية", "probability": 0.6521484375}, {"start": 4876.8, "end": 4878.26, "word": " cylindrical", "probability": 0.6959228515625}, {"start": 4878.26, "end": 4879.26, "word": " coordinates", "probability": 0.82373046875}, {"start": 4879.26, "end": 4880.98, "word": " والإحداثيات", "probability": 0.9276646205357143}, {"start": 4880.98, "end": 4881.66, "word": " الرابعة", "probability": 0.97802734375}, {"start": 4881.66, "end": 4882.24, "word": " spherical", "probability": 0.591796875}, {"start": 4882.24, "end": 4883.32, "word": " coordinates", "probability": 0.9306640625}], "temperature": 1.0}, {"id": 189, "seek": 490588, "start": 4883.76, "end": 4905.88, "text": "الإحداثيات الكورية أو الكوراوية تمام؟ يبقى هالإحداثيات سيبقونا Missionary Coordinates اليوم وخلينا مع ال cylindrical coordinates الإحداثيات الأسطوانية هي مزيج بين الإحداثيات الخطبية والإحداثيات", "tokens": [6027, 28814, 24401, 5718, 104, 1829, 9307, 33251, 13063, 10632, 34051, 33251, 13063, 995, 2407, 10632, 46811, 10943, 22807, 7251, 3555, 4587, 7578, 8032, 6027, 28814, 24401, 5718, 104, 1829, 9307, 8608, 1829, 3555, 4587, 2407, 8315, 5275, 313, 822, 39620, 1024, 45595, 20498, 4032, 9778, 20292, 8315, 20449, 2423, 28044, 15888, 21056, 33688, 24401, 5718, 104, 1829, 9307, 16247, 3794, 9566, 2407, 7649, 10632, 39896, 3714, 11622, 1829, 7435, 49374, 33688, 24401, 5718, 104, 1829, 9307, 33962, 9566, 3555, 10632, 16070, 28814, 24401, 5718, 104, 1829, 9307], "avg_logprob": -0.24525983146067415, "compression_ratio": 1.8181818181818181, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 4883.76, "end": 4885.24, "word": "الإحداثيات", "probability": 0.8852190290178571}, {"start": 4885.24, "end": 4887.06, "word": " الكورية", "probability": 0.8201497395833334}, {"start": 4887.06, "end": 4887.82, "word": " أو", "probability": 0.9228515625}, {"start": 4887.82, "end": 4889.48, "word": " الكوراوية", "probability": 0.8357421875}, {"start": 4889.48, "end": 4891.02, "word": " تمام؟", "probability": 0.7068684895833334}, {"start": 4891.02, "end": 4891.4, "word": " يبقى", "probability": 0.7237548828125}, {"start": 4891.4, "end": 4892.26, "word": " هالإحداثيات", "probability": 0.911865234375}, {"start": 4892.26, "end": 4893.08, "word": " سيبقونا", "probability": 0.696533203125}, {"start": 4893.08, "end": 4893.58, "word": " Missionary", "probability": 0.4070638020833333}, {"start": 4893.58, "end": 4894.38, "word": " Coordinates", "probability": 0.5771484375}, {"start": 4894.38, "end": 4894.7, "word": " اليوم", "probability": 0.8759765625}, {"start": 4894.7, "end": 4895.26, "word": " وخلينا", "probability": 0.77325439453125}, {"start": 4895.26, "end": 4895.46, "word": " مع", "probability": 0.98876953125}, {"start": 4895.46, "end": 4895.62, "word": " ال", "probability": 0.783203125}, {"start": 4895.62, "end": 4896.32, "word": " cylindrical", "probability": 0.59283447265625}, {"start": 4896.32, "end": 4897.1, "word": " coordinates", "probability": 0.69677734375}, {"start": 4897.1, "end": 4898.7, "word": " الإحداثيات", "probability": 0.9777018229166666}, {"start": 4898.7, "end": 4899.68, "word": " الأسطوانية", "probability": 0.8395182291666666}, {"start": 4899.68, "end": 4900.04, "word": " هي", "probability": 0.9462890625}, {"start": 4900.04, "end": 4901.28, "word": " مزيج", "probability": 0.986083984375}, {"start": 4901.28, "end": 4902.2, "word": " بين", "probability": 0.994140625}, {"start": 4902.2, "end": 4903.32, "word": " الإحداثيات", "probability": 0.9927571614583334}, {"start": 4903.32, "end": 4904.16, "word": " الخطبية", "probability": 0.8798828125}, {"start": 4904.16, "end": 4905.88, "word": " والإحداثيات", "probability": 0.8698381696428571}], "temperature": 1.0}, {"id": 190, "seek": 492995, "start": 4907.97, "end": 4929.95, "text": "كيف كتالة قال الـ cylindrical coordinates لنقطة P in space S إحداثياتها ل P,R,θ وZ Z اللي هي الـ Cartesian coordinates الـR وثيتا هي الإحداثيات القطبية بحيث الـR وثيتا هي ال polar coordinates", "tokens": [4117, 33911, 9122, 2655, 6027, 3660, 50239, 2423, 39184, 28044, 15888, 21056, 5296, 1863, 47432, 3660, 430, 294, 1901, 318, 11933, 24401, 5718, 104, 1829, 9307, 11296, 5296, 430, 11, 49, 11, 9440, 4032, 57, 1176, 13672, 1829, 39896, 2423, 39184, 22478, 42434, 21056, 2423, 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0.43310546875}, {"start": 4913.01, "end": 4913.39, "word": " in", "probability": 0.85791015625}, {"start": 4913.39, "end": 4914.11, "word": " space", "probability": 0.6962890625}, {"start": 4914.11, "end": 4914.67, "word": " S", "probability": 0.5048828125}, {"start": 4914.67, "end": 4916.31, "word": " إحداثياتها", "probability": 0.8332170758928571}, {"start": 4916.31, "end": 4916.79, "word": " ل", "probability": 0.5537109375}, {"start": 4916.79, "end": 4917.43, "word": " P", "probability": 0.58056640625}, {"start": 4917.43, "end": 4918.15, "word": ",R", "probability": 0.3414306640625}, {"start": 4918.15, "end": 4918.73, "word": ",θ", "probability": 0.519775390625}, {"start": 4918.73, "end": 4919.33, "word": " وZ", "probability": 0.5765380859375}, {"start": 4919.33, "end": 4920.21, "word": " Z", "probability": 0.2198486328125}, {"start": 4920.21, "end": 4920.95, "word": " اللي", "probability": 0.746826171875}, {"start": 4920.95, "end": 4921.11, "word": " هي", "probability": 0.46142578125}, {"start": 4921.11, "end": 4921.25, "word": " الـ", "probability": 0.4993896484375}, {"start": 4921.25, "end": 4921.77, "word": " Cartesian", "probability": 0.74267578125}, {"start": 4921.77, "end": 4922.57, "word": " coordinates", "probability": 0.61962890625}, {"start": 4922.57, "end": 4923.23, "word": " الـR", "probability": 0.7125651041666666}, {"start": 4923.23, "end": 4923.97, "word": " وثيتا", "probability": 0.71246337890625}, {"start": 4923.97, "end": 4924.39, "word": " هي", "probability": 0.96044921875}, {"start": 4924.39, "end": 4925.41, "word": " الإحداثيات", "probability": 0.95751953125}, {"start": 4925.41, "end": 4926.75, "word": " القطبية", "probability": 0.9449462890625}, {"start": 4926.75, "end": 4927.77, "word": " بحيث", "probability": 0.979736328125}, {"start": 4927.77, "end": 4928.09, "word": " الـR", "probability": 0.91796875}, {"start": 4928.09, "end": 4928.63, "word": " وثيتا", "probability": 0.9310302734375}, {"start": 4928.63, "end": 4928.85, "word": " هي", "probability": 0.953125}, {"start": 4928.85, "end": 4929.01, "word": " ال", "probability": 0.7880859375}, {"start": 4929.01, "end": 4929.27, "word": " polar", "probability": 0.392822265625}, {"start": 4929.27, "end": 4929.95, "word": " coordinates", "probability": 0.9267578125}], "temperature": 1.0}, {"id": 191, "seek": 495252, "start": 4930.28, "end": 4952.52, "text": "of the vertical projection of B on the XY plane وزد هي تبعت ال rectangular chord السؤال هو كيف ذلك؟ بيقولك اه استني شوية تعالى لو روحت أخدت المحاول الشكل اللي عنها هذا بقيني أقول عليها فانا في ال Cartesian X", "tokens": [2670, 264, 9429, 22743, 295, 363, 322, 264, 48826, 5720, 4032, 11622, 3215, 39896, 6055, 3555, 34268, 2423, 31167, 14137, 21136, 33604, 6027, 31439, 9122, 33911, 29910, 23275, 22807, 4724, 1829, 39648, 4117, 1975, 3224, 44713, 22653, 13412, 2407, 10632, 37279, 6027, 7578, 45164, 12602, 2407, 33753, 5551, 9778, 3215, 2655, 9673, 5016, 995, 12610, 25124, 28820, 13672, 1829, 18871, 11296, 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"word": " نمف", "probability": 0.4443359375}, {"start": 5934.83, "end": 5935.59, "word": " تمانية", "probability": 0.8898111979166666}, {"start": 5935.59, "end": 5937.15, "word": " ستاشر", "probability": 0.7841796875}, {"start": 5937.15, "end": 5937.71, "word": " باي", "probability": 0.706787109375}, {"start": 5937.71, "end": 5938.61, "word": " على", "probability": 0.876953125}, {"start": 5938.61, "end": 5939.57, "word": " تلاتة", "probability": 0.9857177734375}, {"start": 5939.57, "end": 5940.49, "word": " زائد", "probability": 0.9874674479166666}, {"start": 5940.49, "end": 5941.21, "word": " تمانية", "probability": 0.98681640625}, {"start": 5941.21, "end": 5941.77, "word": " باي", "probability": 0.7548828125}], "temperature": 1.0}, {"id": 230, "seek": 596425, "start": 5942.01, "end": 5964.25, "text": "ع تلاتة ويسوء أربعة وعشرين باى يعني تمانية باى تمانية باى على كل الخط يبقى هذه الإجابة المرة القادمة ان شاء الله بنكمل هذا ال section حد بتحب تسأل أي سؤال هنا يبقى اتوكر على الله", 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/XhdO8919qXw_raw.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/XhdO8919qXw_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..fbff3278138bf091aae2d4a05c1b55dcd111375d
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/XhdO8919qXw_raw.srt
@@ -0,0 +1,3412 @@
+1
+00:00:00,000 --> 00:00:02,680
+موسيقى
+
+2
+00:00:12,980 --> 00:00:17,380
+يبقى يا بنات احنا كنا بنتكلم في ال sections
+
+3
+00:00:17,380 --> 00:00:21,940
+الماضية عن ال double integrants يبقى تكاملين
+
+4
+00:00:21,940 --> 00:00:25,620
+واخدنا التكاملين الاتنين هدول في ال Cartesian
+
+5
+00:00:25,620 --> 00:00:30,760
+coordinates وكذلك في ال polar coordinates الآن من
+
+6
+00:00:30,760 --> 00:00:36,440
+التكاملين سنتقل إلى ثلاث تكاملات في الإحداثيات
+
+7
+00:00:36,440 --> 00:00:41,760
+الكارتيزية وكذلكسنشير إلى إحداثيات جديدة لم نكن
+
+8
+00:00:41,760 --> 00:00:46,360
+نعرفها من قبل إن شاء الله تعالى لكن هذا ال section
+
+9
+00:00:46,360 --> 00:00:52,060
+اللي هو 15-5 سيتكلم عن التكاملات الثلاثية في
+
+10
+00:00:52,060 --> 00:00:53,240
+الإحداثيات
+
+11
+00:00:55,540 --> 00:01:00,000
+يبقى triple integrals in rectangular coordinates
+
+12
+00:01:00,000 --> 00:01:06,320
+التكاملات الثلاثية في الإحداثيات الكارتيزية أو في
+
+13
+00:01:06,320 --> 00:01:10,760
+الإحداثيات المستطيلة rectangular مستطيل إذا لما
+
+14
+00:01:10,760 --> 00:01:13,740
+أقول إحداثيات مستطيلة والله إحداثيات كارتيزية
+
+15
+00:01:13,740 --> 00:01:20,240
+الإتنين are the same طيب بيقول هنا volume V الحجم
+
+16
+00:01:20,240 --> 00:01:22,700
+V of a closed bounded region
+
+17
+00:01:26,650 --> 00:01:30,190
+عندى حجم باجى بقول the volume d over closed
+
+18
+00:01:30,190 --> 00:01:36,350
+bounded region D in space S V بدى ساوية triple
+
+19
+00:01:36,350 --> 00:01:41,550
+integrals على المنطقة دى بالنسبة لدى V طبعا دى V
+
+20
+00:01:41,550 --> 00:01:46,670
+هي مناطق دي Dx Dy Dz او Dz Dy Dx اللى هم التلاتة
+
+21
+00:01:46,900 --> 00:01:51,020
+مضربات في بعض بصي اختصارا بيقول احنا DV زي ما في
+
+22
+00:01:51,020 --> 00:01:55,200
+حالة ال double integral بيقول دي ايه لكن دي ايه
+
+23
+00:01:55,200 --> 00:02:00,760
+بفهمانا دي اكس دي واي او دي واي دي اكس السؤال هو
+
+24
+00:02:00,760 --> 00:02:04,280
+how to evaluate the triple integrals يعني كيف بدنا
+
+25
+00:02:04,280 --> 00:02:10,340
+نعرف نحسب التكاملات الثلاثية بقوله بسيطة ثلاث
+
+26
+00:02:10,340 --> 00:02:13,800
+خطوات لرابع لها خطوة الأولى
+
+27
+00:02:41,250 --> 00:02:48,170
+الخطوة الثانيةبتقول sketch the projection R of the
+
+28
+00:02:48,170 --> 00:02:53,210
+solid on the XY plane يبقى المجسم اللي عندي فوق قد
+
+29
+00:02:53,210 --> 00:02:57,190
+أسقط على مين على مستوى ال X و اللي يبقى بتظهر رصمة
+
+30
+00:02:57,190 --> 00:03:01,570
+وين في ال plane مدار ظهرت انه الرصمة في ال plane
+
+31
+00:03:01,570 --> 00:03:05,930
+لما شوف X من وين لونه متغير و Y من وين لونه
+
+32
+00:03:05,930 --> 00:03:18,230
+وبالتالي حددت حدود التكاملمن هنا تحدد حدود
+
+33
+00:03:18,230 --> 00:03:25,790
+التكامل على المجال A تمام يبقى الخطوة الثانية
+
+34
+00:03:25,790 --> 00:03:34,490
+اتنين حددنا حدود التكامل بالنسبة لكل من X وYخطوة
+
+35
+00:03:34,490 --> 00:03:39,950
+التالتة كما كنا بنكمل في ال sections الماضية
+
+36
+00:03:39,950 --> 00:03:44,770
+integrated as in the previous sections
+
+37
+00:03:51,860 --> 00:03:58,180
+المنطقة دي للفوفيكس واي و zdv هي عبارة عن تكاملين
+
+38
+00:03:58,180 --> 00:04:02,440
+على R و اول حاجة يقول ان انا بكامل بالنسبة ل ميم ل
+
+39
+00:04:02,440 --> 00:04:07,140
+z يبقى بروح بكامل الدالة بالنسبة ل z و بعوض بحدود
+
+40
+00:04:07,140 --> 00:04:12,920
+التكامل بصير المثل لكل دلالة ميمX و Y يعني اتخلصنا
+
+41
+00:04:12,920 --> 00:04:16,540
+من قصة Z بالمرة نهائية وماظلش عندي لتكامل بالنسبة
+
+42
+00:04:16,540 --> 00:04:21,800
+ل X و Y بكامل زي ما كنت بكامل بال sections الماضية
+
+43
+00:04:21,800 --> 00:04:25,620
+إذا أفضل بالنسبة ل X بروح بكامل بالنسبة ل X إذا مش
+
+44
+00:04:25,620 --> 00:04:29,680
+أفضل بروح بكامل بالنسبة ل Y و هكذا إني احتاج تغيير
+
+45
+00:04:29,680 --> 00:04:36,400
+بروح بغير و هكذاأخر نقطة نظري في هذا ال section
+
+46
+00:04:36,400 --> 00:04:40,320
+بيقول اللي بدك تجيبه هي عن القيمة المتوسطة للدالة
+
+47
+00:04:40,320 --> 00:04:46,180
+the average value أو معدل الدالة f of x و y على
+
+48
+00:04:46,180 --> 00:04:51,980
+منطقة التكامل دي بعرفها إنها واحد على ال volume
+
+49
+00:04:51,980 --> 00:04:56,880
+تبع ال D و تلت تكاملات على ال D ل main لل function
+
+50
+00:04:56,880 --> 00:05:02,280
+L عندنا يبقى لما نأتي بجديد تلت تكاملات كما هياللي
+
+51
+00:05:02,280 --> 00:05:07,600
+هو المنطقة دي بروح أكملها وهكذا، يبقى هاي اللي
+
+52
+00:05:07,600 --> 00:05:11,280
+بيحصل عندنا، اللي هو الكلام اللي قلناه بدنا نبدأ
+
+53
+00:05:11,280 --> 00:05:19,470
+نطبقه عاملينأحسب اللي قدامنا هذا تكمل على x لديه z
+
+54
+00:05:19,470 --> 00:05:24,550
+dy dx طبعا ال z هتتغير من تلاتة لاربعة نقص x تربية
+
+55
+00:05:24,550 --> 00:05:29,430
+نقص y ال y هتتغير من zero لواحد نقص x تربية ال x
+
+56
+00:05:29,430 --> 00:05:33,450
+هتتغير من وين لوين من zero لغاية واحد
+
+57
+00:05:38,730 --> 00:05:43,370
+مقدارا ثابتة يبقى هذا الكلام بده يساوي integration
+
+58
+00:05:43,370 --> 00:05:49,030
+من zero لواحد integration من zero لناقص X تربيع ال
+
+59
+00:05:49,030 --> 00:05:55,650
+X مقدار ثابت مانوش داعو تكمل DZ بZ من عندي تلاتة
+
+60
+00:05:55,650 --> 00:05:59,090
+لغاية أربعة ناقص X تربيع ناقص Y
+
+61
+00:06:03,470 --> 00:06:09,810
+يبقى هذا الكلام يسوي تكامله من 0 ل1 من 0 ل1 ناقص X
+
+62
+00:06:09,810 --> 00:06:14,290
+تربيع X مالوش دعوة الان بنعوض بالقيم اللي فوق ناقص
+
+63
+00:06:14,290 --> 00:06:23,050
+اللي تحت يبقى 4 ناقص X تربيع ناقص Y ناقص 3 كل دي Y
+
+64
+00:06:23,360 --> 00:06:28,160
+دي اكس عندي اربعة وناقص ثلاثة بيبقى كده اش واحد
+
+65
+00:06:28,160 --> 00:06:33,220
+اتجهالة المسألة الى integration من zero لواحد من
+
+66
+00:06:33,220 --> 00:06:40,120
+zero لواحد ناقص X تربيع لواحد ناقص X تربيع ناقص Y
+
+67
+00:06:40,120 --> 00:06:46,300
+كله دي Y دي X ويسوء ال integration من zero لواحد
+
+68
+00:06:46,300 --> 00:06:50,380
+بدي اكامل بالنسبة دي Y كيف؟
+
+69
+00:06:53,620 --> 00:06:57,000
+يبقى دلت مضروبة في X يبقى بدي أفكها على طول الخط
+
+70
+00:06:57,000 --> 00:07:05,200
+يبقى هذا ب X وهذا ب X تكييب وهذا ب XY نقص XY
+
+71
+00:07:05,200 --> 00:07:09,020
+بالشكل اللي عندنا هذا DY DX الأهم اللي ده كامل
+
+72
+00:07:09,020 --> 00:07:13,920
+بالنسبة له Y يبقى كل ال X باعتبرهم constants يبقى
+
+73
+00:07:13,920 --> 00:07:22,060
+integration من 0 ل1 لل XY نقص X تكييب Y نقص X
+
+74
+00:07:28,870 --> 00:07:34,630
+نقص X تربيع هذا الكلام يبدو يساوي يبقى integration
+
+75
+00:07:34,630 --> 00:07:38,570
+من zero لغاية واحد تعوض يا بنات بالقيم اللي فوق
+
+76
+00:07:38,570 --> 00:07:44,370
+ناقص اللي تحت يبقى شبه الصغير X في واحد ناقص X
+
+77
+00:07:44,370 --> 00:07:52,630
+تربيع ناقص X تكيب في واحد ناقص X تربيع ناقص نصف X
+
+78
+00:07:52,630 --> 00:07:58,590
+في واحد ناقص X تربيعالكل تربيع كله بالنسبة لمين
+
+79
+00:07:58,590 --> 00:08:03,170
+إلى X يبقى هذا الكلام بتيساوي integration من Zero
+
+80
+00:08:03,170 --> 00:08:08,170
+لواحد بدا فك الأقواسم عشان أجمعهم مع بعض يبقى مصير
+
+81
+00:08:08,170 --> 00:08:17,030
+X ناقص X تكييب ناقص X تكييب كذلك وهنا زائر
+
+82
+00:08:20,730 --> 00:08:25,030
+بدي أفكر جوز و أضرب يبقى هذا لو فكناه بلغتي اللي
+
+83
+00:08:25,030 --> 00:08:31,790
+هو واحد نقص اتنين اكس تربيع زائد اكس أُس أربع بدي
+
+84
+00:08:31,790 --> 00:08:37,030
+اضرب في من؟ في نص اكس بالزائد ليه مش مصير عندي هنا
+
+85
+00:08:37,030 --> 00:08:44,670
+نقص نص اكس نقص في نقص بزايد نص في اتنين مع السلامة
+
+86
+00:08:44,670 --> 00:08:53,410
+بظل عندي جداش اكس تكعيدو بعد ذلك نقص نص X أُس خمسة
+
+87
+00:08:53,410 --> 00:09:00,850
+كله بالنسبة لمين إلى DX طب تعالى نجمع عندنا هنا X
+
+88
+00:09:00,850 --> 00:09:07,010
+و عندنا هنا نص X يبقى بالسالب بضل جداش نص X
+
+89
+00:09:07,010 --> 00:09:14,730
+بالموجة يبقى هذا الكلام تكامل من صفر لواحد لنص X
+
+90
+00:09:15,520 --> 00:09:20,020
+بعد ذلك انا عند هنا اكس تكييب سالب و اكس تكييب
+
+91
+00:09:20,020 --> 00:09:27,560
+موجة بماها السلامة بظل عندنا كم؟ نقص اكس تكييب بعد
+
+92
+00:09:27,560 --> 00:09:33,780
+ذلك عند هنا اكس أس خمسة و نقص نص اكس أس خمسة بظل
+
+93
+00:09:33,780 --> 00:09:41,730
+عندنا نص اكس أس خمسة بالموجة يبقى زائدمص اكس اص
+
+94
+00:09:41,730 --> 00:09:48,910
+خمسة كل هذا بالنسبة لمين الى DX هذا الكلام يساوي
+
+95
+00:09:48,910 --> 00:09:57,090
+بدي اكمل الان يبقى رابع اكس تربيع وعندك هنا ناقص
+
+96
+00:09:57,090 --> 00:10:06,250
+رابع اكس اص اربع وعندك هنا زائداللي هو مين؟ بنضيف
+
+97
+00:10:06,250 --> 00:10:11,190
+للأس واحد وبنقسم على الأس الجديد يعني واحد على
+
+98
+00:10:11,190 --> 00:10:17,210
+اتناشر X أس ستة بدنا
+
+99
+00:10:17,210 --> 00:10:20,630
+نعوض بالقيم اللي فوق نقص اللي تحت يبقى هذا الكلام
+
+100
+00:10:20,630 --> 00:10:28,490
+بده يساوي الرابع ماقص رابع زائد واحد على اتناشر
+
+101
+00:10:28,490 --> 00:10:35,100
+ناقص Zero الباقي كله Zero يبقى الجواب جديد1 على 12
+
+102
+00:10:35,100 --> 00:10:41,120
+فقط لغير قيمة هذا التكامل الثلاثي
+
+103
+00:10:59,790 --> 00:11:07,190
+بس أجب نجسمهم على حجم المنطقة بيحطيني جديش المتوسط
+
+104
+00:11:07,190 --> 00:11:12,330
+خلال فترة التكامل اذاكرك بكالة كلاسية برضه بجنبها
+
+105
+00:11:12,330 --> 00:11:16,730
+نحسب ال average للدالة فقولنا كل المكاملة دالة على
+
+106
+00:11:16,730 --> 00:11:21,450
+ال interval و بنقسم على طول ال interval بيحطيني
+
+107
+00:11:21,450 --> 00:11:26,980
+جديش المتوسط هذاإذا بدنا نحسب المتوسط بيحدث عند أي
+
+108
+00:11:26,980 --> 00:11:31,360
+نقمة برضه بجري من جيب النقاط إبريكال كلصية إبريكال
+
+109
+00:11:31,360 --> 00:11:35,840
+كلصية نفس الفكرة بالضبط تماما إذا نحسب التكاملات
+
+110
+00:11:35,840 --> 00:11:40,400
+الثلاثية على الدالة و نحسب التكامل الثلاثية على
+
+111
+00:11:40,400 --> 00:11:45,020
+المنطقة اللي نريد أن نتبعها لإننا نكمل عليه و نكسب
+
+112
+00:11:45,020 --> 00:11:49,520
+اتنين على بعض واحد على ال volume تبع الديل بثلاث
+
+113
+00:11:49,520 --> 00:11:52,120
+تكاملات على الديل الدالة
+
+114
+00:11:57,380 --> 00:12:02,360
+مش احنا بنكمل على المنطقة دي، بدي احسب كده حكم
+
+115
+00:12:02,360 --> 00:12:07,460
+المنطقة دي، كويس؟ حسبنابنحسب تلك التكاملات
+
+116
+00:12:07,460 --> 00:12:13,380
+الثلاثية على الدالة حسب نبقى اقسم هذا على هذا واحد
+
+117
+00:12:13,380 --> 00:12:18,160
+على مضروب هذا فوق في البصد وليس في المقام يبقى هذا
+
+118
+00:12:18,160 --> 00:12:21,240
+في البصد و هذا في المقام نقسم الدين على بعض بطلع
+
+119
+00:12:21,240 --> 00:12:28,480
+جدش متوسط دالة على هذه المنطقة نحسب
+
+120
+00:12:28,480 --> 00:12:33,300
+تلت تكاملات د دي ست دي واي دي اكس دحالة من الأول
+
+121
+00:12:34,060 --> 00:12:39,740
+كمان؟ يبقى جيبنا الحجم B كداش نسبة بعد هيك بروح
+
+122
+00:12:39,740 --> 00:12:45,740
+بحث بالتالتة كلمات لدالة على هذه المنطقة كويس؟
+
+123
+00:12:45,740 --> 00:12:49,600
+وبيكون جيب كداش من غرفة اكسم اتنين او اربعة تجيب
+
+124
+00:12:49,600 --> 00:12:51,720
+المنطقة واصل تلقى المنطقة تلقى المنطقة تلقى
+
+125
+00:12:51,720 --> 00:12:54,240
+المنطقة تلقى المنطقة تلقى المنطقة تلقى المنطقة
+
+126
+00:12:54,240 --> 00:12:54,400
+تلقى المنطقة تلقى المنطقة تلقى المنطقة تلقى
+
+127
+00:12:54,400 --> 00:12:57,080
+المنطقة تلقى المنطقة تلقى المنطقة تلقى المنطقة
+
+128
+00:12:57,080 --> 00:13:02,660
+تلقى المنطقة تلقى المنطقة تلقى المنطقة تلقى المنط
+
+129
+00:13:06,170 --> 00:13:13,870
+بتانى رقم اتنين بيقول لبعضه حاجة اسمه الى a وb نمر
+
+130
+00:13:13,870 --> 00:13:21,830
+a بيقول لي evaluate احسبلي integration من zero ل
+
+131
+00:13:21,830 --> 00:13:26,750
+one integration من سالب one ل zero integration من
+
+132
+00:13:26,750 --> 00:13:38,070
+zero ل y تاربيع ل dz dy dxالمطلوب التاني نمر به
+
+133
+00:13:38,070 --> 00:13:46,890
+rewrite rewrite قعد كتابة the integral the
+
+134
+00:13:46,890 --> 00:14:00,930
+integral التكامل as an equivalent as
+
+135
+00:14:00,930 --> 00:14:03,450
+an equivalent integral
+
+136
+00:14:07,260 --> 00:14:13,260
+in the order dy
+
+137
+00:14:13,260 --> 00:14:16,440
+dz
+
+138
+00:14:16,440 --> 00:14:22,460
+dx وراح
+
+139
+00:14:22,460 --> 00:14:28,120
+مش هذا احد أسئلة الكتاب رسملي الرسمة وقاللي احصل
+
+140
+00:14:28,120 --> 00:14:36,530
+نجي نرسم الرسمة يبقى الرسمة كتاليهذا محور X، هذا
+
+141
+00:14:36,530 --> 00:14:43,510
+محور Y، هذا محور Z، خلص معايا بنات، يبقى من هنا
+
+142
+00:14:43,510 --> 00:14:51,090
+مدهد على استقراره، ومن هنا جرسا موازي إليه، وطلع
+
+143
+00:14:51,090 --> 00:14:58,490
+رأسي هيكو من هنا طلع رأسي هيك و من هنا رسم موازي
+
+144
+00:14:58,490 --> 00:15:05,010
+لمحور X و من هنا موازي لمحور X الشكل اللي عندنا
+
+145
+00:15:05,010 --> 00:15:08,590
+هذا تمام؟
+
+146
+00:15:08,590 --> 00:15:13,610
+و
+
+147
+00:15:13,610 --> 00:15:20,290
+الراجل هنا هيك رسم لي قوس الشكل اللي عندنا هذا و
+
+148
+00:15:20,290 --> 00:15:22,370
+من هنا قوس الشكل اللي عندنا هذا
+
+149
+00:15:26,990 --> 00:15:30,910
+شايفين الخط الأزرق الجوسي من هات اللي فوق يبقى هذا
+
+150
+00:15:30,910 --> 00:15:37,510
+هو السطح العلوي تمام الشكل اللي عندنا هذا الأسود
+
+151
+00:15:37,510 --> 00:15:45,210
+اللي تحت هخططولك بالشكل الأسود هذا هو المستوى
+
+152
+00:15:45,210 --> 00:15:50,030
+السفلي اللي موجود في مستوى XY plane
+
+153
+00:15:57,330 --> 00:16:02,950
+طيب كل النقطة اللي عندنا هذه حط لإحداثيات كل نقطة
+
+154
+00:16:02,950 --> 00:16:09,570
+من هذه النقارة يبقى واحد و سالب واحد وزيرو النقطة
+
+155
+00:16:09,570 --> 00:16:14,710
+اللي عندنا هذه لفوق واحد وسالب واحد وواحد والنقطة
+
+156
+00:16:14,710 --> 00:16:20,910
+هذه Zero وسالب واحد وواحد اكتر من هيك ماتنيش
+
+157
+00:16:20,910 --> 00:16:26,390
+معلومات وهذه النقطة اللي بين اللي هي نقطة اللي هي
+
+158
+00:16:26,390 --> 00:16:26,590
+Zero
+
+159
+00:16:30,660 --> 00:16:33,840
+و اعطاني هذا النقطة اللي هي واحد و Zero Zero
+
+160
+00:16:33,840 --> 00:16:37,400
+تخيلين
+
+161
+00:16:37,400 --> 00:16:46,600
+انه الشكل الشكل الأزرق اللي فوق هذا هذا كله يعتبر
+
+162
+00:16:46,600 --> 00:16:52,880
+بنات المستوى العلويوحصر كل اللي منه تحت يبقى هذا
+
+163
+00:16:52,880 --> 00:16:58,020
+يعتبر السطح العلوي والمخطط بالأسود هذا يعتبر السطح
+
+164
+00:16:58,020 --> 00:17:03,960
+السفلي أو المستوى السفلي لهذا المجسم والمستوى اللي
+
+165
+00:17:03,960 --> 00:17:09,900
+عندنا هذا زي ما انتوا شايفين هذا موازن لل XZ plane
+
+166
+00:17:09,900 --> 00:17:15,380
+موازن له تماما قاللي احسبلي التكمل اللي فوق و بعد
+
+167
+00:17:15,380 --> 00:17:19,720
+هيكمطلوب التاني الـ rewrite the integral قعدت
+
+168
+00:17:19,720 --> 00:17:26,040
+كتابة هذا التكامل بمين؟ بتكامل مكافئله لكن مش
+
+169
+00:17:26,040 --> 00:17:35,520
+بالترتيب dz dy dx وإنما dy dz dx يعني هنا الأخير
+
+170
+00:17:35,520 --> 00:17:42,020
+خلّاه زي ما هو وجالب اتنين هذول مكان بعض إذن هنتر
+
+171
+00:17:42,020 --> 00:17:47,890
+نغير حدود التكامل طبقا لذلكوالروح نحسب التكامل هذا
+
+172
+00:17:47,890 --> 00:17:53,070
+السؤال هو يا ترى في كل التكاملين بيطلع إن قيمتهم
+
+173
+00:17:53,070 --> 00:17:58,010
+مختلفتين و الله نفس القيمة نفس القيمة لأن هذا حجب
+
+174
+00:17:58,010 --> 00:18:01,890
+ده و الله اطلع لغيره يبقى هذا بيطلع إن ايه نفس
+
+175
+00:18:01,890 --> 00:18:04,910
+القيمة يبقى باجي بقى منه الصليوشة
+
+176
+00:18:07,930 --> 00:18:13,270
+أول تكامل من 0 إلى 1 من سالب واحد إلى Zero وهذه
+
+177
+00:18:13,270 --> 00:18:20,570
+تكامل عادى جدا تكملها ب Z من Zero ل Y تربية Dy DX
+
+178
+00:18:23,130 --> 00:18:27,290
+نعود بالقيمة اللي فوق ناقص اللي تحت اللي تحت بـ0
+
+179
+00:18:27,290 --> 00:18:33,270
+يصير تكمل من 0 ل1 تكمل من سالق واحد إلى Zero ل Y
+
+180
+00:18:33,270 --> 00:18:41,190
+تربية Dy dx يساوي تكمل من Zero لواحد وبدأ أكمل
+
+181
+00:18:41,190 --> 00:18:47,590
+بالنسبة إلى Y يبقى Y تكيب على تلاتة من Zero لواحد
+
+182
+00:18:51,380 --> 00:18:59,400
+بتقول الى طول تكامل من zero ل واحد ل dx واحد تكيب
+
+183
+00:18:59,400 --> 00:19:03,840
+واحد على تلاتة يخليك برا ناقص ال zero مع السلامة
+
+184
+00:19:03,840 --> 00:19:13,300
+يبقى هذا كيف من أه أستنى شوية أستنى شوية ماشي ماشي
+
+185
+00:19:13,300 --> 00:19:20,990
+بسيطة جدايبقى هذا من سالب واحد إلى زيرو صحيح يبقى
+
+186
+00:19:20,990 --> 00:19:26,770
+من سالب واحد إلى زيرو القيمة اللى فوق بتروح بزيرو
+
+187
+00:19:26,770 --> 00:19:33,170
+تمام مع السلامة يبقى هذا الكلام بدى يصير هى الطول
+
+188
+00:19:33,170 --> 00:19:42,110
+برا ويتكمل من زيرو إلى واحد لزيرو ناقص ناقص واحد
+
+189
+00:19:42,110 --> 00:19:44,390
+لكل تكعيب DX
+
+190
+00:19:51,300 --> 00:19:59,060
+بنرجع كما كنا تكمل من zero لواحد ذا DX يبقى هذا
+
+191
+00:19:59,060 --> 00:20:05,160
+الكلام طول X كمان من zero لغاية واحد يبقى الجواب
+
+192
+00:20:05,160 --> 00:20:11,320
+يسوى قدر طول اذا بروح لنمر بيه من المسألة
+
+193
+00:20:33,900 --> 00:20:39,320
+خلّيني أقول معاكم مثلا في نمرة بي من المسألة بقال
+
+194
+00:20:39,320 --> 00:20:47,120
+لي اقلب حدود التكامل هتصير تكامل اتنين ثلاثة لديه
+
+195
+00:20:47,120 --> 00:20:54,360
+y دي زد دي اكس انا بروح اشوف له y ده تتغير من ويل
+
+196
+00:20:54,360 --> 00:21:01,580
+لويل بروح برسم خط موازي لمحور y ويقطع منطقة
+
+197
+00:21:01,580 --> 00:21:07,900
+التكاملوبتشوف قدش أقل قيمة لهذا الخط يعني أقل قيمة
+
+198
+00:21:07,900 --> 00:21:12,540
+بتاخدها Y و أكبر قيمة بتاخدها Y يبقى الخطش بتكون
+
+199
+00:21:12,540 --> 00:21:18,780
+بنات أفوقي وموازن لمحور Y يبقى بتاجي أرسمله خط
+
+200
+00:21:18,780 --> 00:21:24,250
+يبقى هذا الخطبتدا من وين يا بنات؟ بتدا من السطح
+
+201
+00:21:24,250 --> 00:21:32,150
+المائل وانتهى وين؟ على الـ Plane الرأس الموازي
+
+202
+00:21:32,150 --> 00:21:38,070
+لمحور XZ يبقى هاي الخط الأفق الموازي لمحور Y
+
+203
+00:21:38,070 --> 00:21:42,550
+النقطة هذه هي النقطة اللي جاية في الـ Plane اللي
+
+204
+00:21:42,550 --> 00:21:46,330
+فوق الـ Plane اللي فوق ايش كانت معادلته؟
+
+205
+00:21:48,600 --> 00:21:54,340
+Z تساوي Y تربيع صحيح ولا لأ لأن هذا الأفق الأرض
+
+206
+00:21:54,340 --> 00:22:01,460
+الأسود Z تساوي Zero إذا اللي فوق هذا الأزرق Z
+
+207
+00:22:01,460 --> 00:22:08,880
+تساوي Y تربيع هذا هاتف كان Z تساوي Y تربيع طب الآن
+
+208
+00:22:08,880 --> 00:22:14,300
+أنا بكمل أولا بالنسبة إلى Y يبقى Y ايش بالصين
+
+209
+00:22:23,640 --> 00:22:29,720
+الرسم كله على شمال الـ X Y Plane وليس على يمينه لو
+
+210
+00:22:29,720 --> 00:22:37,320
+كانت على يمينه لكانت Y بالموجة لكن نظرا لإنها على
+
+211
+00:22:37,320 --> 00:22:42,160
+شمال يعني في الجهة السالبة ل Yيبقى باجي بقول
+
+212
+00:22:42,160 --> 00:22:51,480
+المكافئة لها Y تساوي سالب جدر ال Z ممتاز
+
+213
+00:22:51,480 --> 00:22:58,900
+طيب ده السؤال هذه هو تعتبر القيمة الكبرى ولا
+
+214
+00:22:58,900 --> 00:23:04,660
+القيمة الصغرى لما نكمل بالنسبة ل Y الكبرى طيب إذا
+
+215
+00:23:04,660 --> 00:23:12,810
+بدنا نروح نجيب القيمة الصغرى هنابدي اعرف قيمة Y في
+
+216
+00:23:12,810 --> 00:23:18,170
+هذه الحالة طالع يا بنات قدش الطول هذا قدش الطول
+
+217
+00:23:18,170 --> 00:23:25,770
+هذا قدش هنا Y إذا هنا قدش تبقى سالب واحد يعني لين
+
+218
+00:23:25,770 --> 00:23:33,100
+الرأس هذا معادلة Y تساوي سالب واحد واضحة؟يبقى الـ
+
+219
+00:23:33,100 --> 00:23:38,880
+Plain ههه هيودة حقلك عليه سهم اللي غير مظلن
+
+220
+00:23:38,880 --> 00:23:45,640
+التظليل بيوصلوش هذا معادلة Y تساوي سالب واحد إذا Y
+
+221
+00:23:45,640 --> 00:23:51,960
+ستتغير من سالب واحد اللي هي قيمة الصورة إلى القيمة
+
+222
+00:23:51,960 --> 00:23:59,020
+الكبرى اللي هو سالب جذر زادطب الداجة هنا، كداش أقل
+
+223
+00:23:59,020 --> 00:24:05,600
+قيمة لزد و كداش أكبر قيمة لزد؟ من صفر لواحد، من
+
+224
+00:24:05,600 --> 00:24:13,420
+zero لواحد، كداش أقل قيمة ل X و أكبر قيمة ل X؟ من
+
+225
+00:24:13,420 --> 00:24:20,470
+صفر لواحد كذلك، من صفر لواحدطيب، لو الحجم هذا
+
+226
+00:24:20,470 --> 00:24:26,690
+مطلعش طول، يبقى شغلي غلط على كل الخط أو بكون غلط
+
+227
+00:24:26,690 --> 00:24:31,970
+مافي الحسابات، بروح اراجع معلوماتنا مرة ثانية طب
+
+228
+00:24:31,970 --> 00:24:35,370
+تعالوا نحسب هذا و نشوف كده شو بده يساوي يبقى
+
+229
+00:24:35,370 --> 00:24:42,870
+integration من zero لواحد لل Y من عند سالب واحد
+
+230
+00:24:42,870 --> 00:24:48,850
+لغاية سالب جذر ال Zوهنا DZ DX
+
+231
+00:24:50,740 --> 00:24:58,420
+يستخدم انتقال من 0 إلى 1 لناقص
+
+232
+00:24:58,420 --> 00:25:05,200
+جدر الـ z زائد واحد كل هذا ناقص جدر الـ z زائد
+
+233
+00:25:05,200 --> 00:25:05,740
+واحد
+
+234
+00:25:17,210 --> 00:25:20,330
+يبقى هذا الكلام بدل ساوي integration من zero
+
+235
+00:25:20,330 --> 00:25:24,930
+لواحد، بدي أكمل الدالة هذه بالنسبة إلى زد، هذه
+
+236
+00:25:24,930 --> 00:25:32,930
+تعتبر زد قص جداش؟ طولتين
+
+237
+00:25:32,930 --> 00:25:37,890
+زد قص تلاتة على اتنين بس بشارة سالب، يبقى سالب
+
+238
+00:25:37,890 --> 00:25:39,070
+طولتين
+
+239
+00:25:44,340 --> 00:25:50,620
+الحاجة ده كلها بنات من where ل where من zero لغاية
+
+240
+00:25:50,620 --> 00:25:55,920
+واحد ولسه بايل علينا دي xطب نعوض بالقيمة اللى فوق
+
+241
+00:25:55,920 --> 00:26:00,100
+ناقص اللى تحت يبقى هذا الكلام بده يساوي
+
+242
+00:26:00,100 --> 00:26:07,680
+integration من zero لواحد لسالب تلتين زائد واحد
+
+243
+00:26:07,680 --> 00:26:13,840
+ناقص zero بيروح مع السلامة كل هذا بالنسبة إلى مين؟
+
+244
+00:26:13,840 --> 00:26:22,930
+لدي x يبقى تكامل من zero لواحدلطول DX يبقى طول X
+
+245
+00:26:22,930 --> 00:26:29,110
+من Zero لواحد يبقى قديش ويسوى طول نفس الحجم اللي
+
+246
+00:26:29,110 --> 00:26:34,410
+طلعناها قبل قليل لو ما طلعش يبقى يا إما الحساب
+
+247
+00:26:34,410 --> 00:26:40,090
+عندنا غلط يا إما حدود التكامل اللي طلعناها مش
+
+248
+00:26:40,090 --> 00:26:46,790
+دقيقة لكن الحدود عندنا سليمة مائة بالمائةطيب نروح
+
+249
+00:26:46,790 --> 00:26:57,550
+ل example تلاتة بيقول
+
+250
+00:26:57,550 --> 00:26:59,190
+find the volume of the region
+
+251
+00:27:08,520 --> 00:27:20,120
+ما جدتش حجم المنطقة كانت from the cylinder اللي
+
+252
+00:27:20,120 --> 00:27:27,500
+اقطعت من الأسطولة x تربيع زائد y تربيع يساوي واحد
+
+253
+00:27:28,480 --> 00:27:38,280
+by the plains by the plains بالمستويين z يساوي
+
+254
+00:27:38,280 --> 00:27:47,180
+ناقص y and z يساوي زي و كذلك رسملي المنطقة
+
+255
+00:27:52,130 --> 00:27:58,110
+هذا محور X هذا محور Y هذا محور Z
+
+256
+00:28:40,930 --> 00:28:51,130
+X Y Z أكتر من ما أعطانيش معلومة لكن أعطاني هذا
+
+257
+00:28:51,130 --> 00:28:59,020
+اللي هو الواحدقال له اخر قال انا ثلاث سنة ثلاث سنة
+
+258
+00:28:59,020 --> 00:29:05,920
+في خطأ ترسل قال مات مات لحد هنا انا وقال في جيله
+
+259
+00:29:05,920 --> 00:29:12,920
+لغايتين وقال انا جيلي بالشكل ده كيف يا بسم الله
+
+260
+00:29:12,920 --> 00:29:19,160
+يحفظ انا المرحلس يالي واحد واهلي واحد بالشكل ده
+
+261
+00:29:24,270 --> 00:29:29,650
+يبقى زي السفين اللي أجب مير وهذا أجب أفقه يتلاقوا
+
+262
+00:29:29,650 --> 00:29:34,530
+مع بعض يبقى جزء كل مستوانة رأسي قاطعلها بمستوى
+
+263
+00:29:34,530 --> 00:29:41,010
+مائل وهذا المستوى أفضل فانه Z بيساوي واحد الان بدأ
+
+264
+00:29:41,010 --> 00:29:47,270
+أخطط كل مستوى من المستوين عشان نحدد كويس يبقى هذا
+
+265
+00:29:47,270 --> 00:29:52,650
+مستوى الأرض يعني مستوى مائل
+
+266
+00:29:56,040 --> 00:30:02,000
+المستوى الأزرق هو مستوى الأرض الـ XY Plane المستوى
+
+267
+00:30:02,000 --> 00:30:05,080
+المائل هو المستوى الفوق
+
+268
+00:30:17,320 --> 00:30:20,780
+يبقى المخطط في الأزرق اللي هو المستوى الأفقي Z
+
+269
+00:30:20,780 --> 00:30:26,380
+تساوي Zero والمخطط بالأسود اللي هو المستوى المائي
+
+270
+00:30:26,380 --> 00:30:31,880
+اللي هو Z يساوي سالب Y تربية إذا هذا الاطلين
+
+271
+00:30:31,880 --> 00:30:40,720
+معادلته Z تساوي سالب Y والمستوى الأفقي هذا اللي هو
+
+272
+00:30:40,720 --> 00:30:43,940
+Z تساوي كده؟ تساوي Zero
+
+273
+00:30:47,300 --> 00:30:51,620
+جالي هذا ليه جداش حجم المنطقة اللي قطعناها من
+
+274
+00:30:51,620 --> 00:30:57,020
+الأسطوان اللي عندنا دي بين ال two planes بقوله
+
+275
+00:30:57,020 --> 00:31:02,380
+بسيطة ال volume V طبعا مرسومة في الكتاب برضه رسمها
+
+276
+00:31:02,380 --> 00:31:12,080
+لها ال V هذه بدها تساوي تلت تكاملات لDZ DY DX
+
+277
+00:31:14,390 --> 00:31:19,590
+المستوى الأفقي هو z يساوي zero المستوى المائل z
+
+278
+00:31:19,590 --> 00:31:27,850
+يساوي one يبقى لو جيت رسم قطع منطقة التكامل من عند
+
+279
+00:31:27,850 --> 00:31:34,230
+المستوى الأفقي و جيت طالع رأسي موازي لمحور z قابل
+
+280
+00:31:34,230 --> 00:31:38,330
+المستوى المائل عند النقطة اللي فوق يبقى النقطة
+
+281
+00:31:38,330 --> 00:31:44,700
+اللي فوق كده يا بنات z يساوي one و هنا z كدهإذاً
+
+282
+00:31:44,700 --> 00:31:53,640
+بدي أقوله من Zero لغاية سالب Y مين ضال عندنا؟ مين
+
+283
+00:31:53,640 --> 00:31:59,060
+ضال عندنا ال X وY مشان تتوضحليك الصورة بدي أرسم
+
+284
+00:31:59,060 --> 00:32:04,200
+نصف الدائرة اللي عندنا هنا تمام؟ مشان أعرف برضه
+
+285
+00:32:04,200 --> 00:32:09,480
+نصف الدائرة بدي تغير من ويل لويل بعدين بقوله هذا
+
+286
+00:32:09,480 --> 00:32:17,920
+اللي هو محور X وهذا محور Yهذا X وهذا Y وهذه نقطة
+
+287
+00:32:17,920 --> 00:32:25,300
+الأصل Z X بدأ تتغير من عند السالب واحد لغاية
+
+288
+00:32:25,300 --> 00:32:33,240
+الواحد يبقى سالب واحد واحد هل احنا جهة Y الموجبة
+
+289
+00:32:33,240 --> 00:32:38,020
+ولا جهة Y السالبة جهة Y السالبة كبيرة الرسمة بدأ
+
+290
+00:32:38,020 --> 00:32:45,360
+تظهر أعلى محور X ولا أسفل محور Xأسفل المحور X يبقى
+
+291
+00:32:45,360 --> 00:32:52,940
+هذا يعتبر
+
+292
+00:32:52,940 --> 00:32:58,480
+هو ال domain تبع الدالة خطوة ثانية حدد ال domain
+
+293
+00:32:58,480 --> 00:33:04,460
+أي حددنا ال domain تبع الدالة إذا بدنا نكمل
+
+294
+00:33:04,460 --> 00:33:11,080
+بالنسبة ل Y في الأولبنروح و بنرسم خط يقطع منطقة
+
+295
+00:33:11,080 --> 00:33:17,900
+التكامل بالشكل عن هذا هو موازي المقور Y يبقى هنا Y
+
+296
+00:33:17,900 --> 00:33:26,260
+موجداش اما نها Zero طب هنا Y موجداش نرجع
+
+297
+00:33:26,260 --> 00:33:31,380
+لمينها دي معادلة الدائرة الدائرة ايش كانت X تربيه
+
+298
+00:33:31,380 --> 00:33:37,140
+زاد Y تربيه تساوي واحد انا بدي Yيبقى بصير عند مين
+
+299
+00:33:37,140 --> 00:33:43,780
+بصير عند Y تربيع يسوى واحد ناقص X تربيع إذا بناء
+
+300
+00:33:43,780 --> 00:33:50,720
+عليه Y تساوي زائد أو ناقص الجذر التربيع إلى واحد
+
+301
+00:33:50,720 --> 00:33:56,940
+ناقص X تربيع لكن Y سالبة ولا موجبة سالبة يبقى بصير
+
+302
+00:33:56,940 --> 00:34:03,780
+سالب الجذاب يبقى معنى هذا الكلام ان Yبدي احط تحت
+
+303
+00:34:03,780 --> 00:34:10,100
+هنا بنات Zero و فوق سالب الجدد Zero يبقى هذه Zero
+
+304
+00:34:10,100 --> 00:34:14,940
+تعتبر القيمة الكبرى وهذه الصغيرة لانها سالمة يبقى
+
+305
+00:34:14,940 --> 00:34:20,100
+باجي بقوله من سالب الجدر التربيع إلى واحد ناقص X
+
+306
+00:34:20,100 --> 00:34:29,360
+تربيع لغاية Zero ضالة ال X تتغير من سالب واحد إلى
+
+307
+00:34:29,360 --> 00:34:34,850
+واحديبقى من سالب واحد إلى واحد حددنا حدود التكامل
+
+308
+00:34:34,850 --> 00:34:38,630
+صح بضل بعد ذلك الشغل الروتيني يبقى .. زي ما انتوا
+
+309
+00:34:38,630 --> 00:34:42,910
+شايفيني بنتدرج في الأسئلة شوية شوية كل سؤال أدخل
+
+310
+00:34:42,910 --> 00:34:48,030
+مش التاني حتى نستوقع الموضوع، تفضلي يا عزيزي تعالي
+
+311
+00:34:48,030 --> 00:34:53,450
+هنا على اللوحة، شوف تعالي يلا، كوني مثال لغيرك
+
+312
+00:34:53,450 --> 00:34:57,450
+يعني هي تبرعت بنفسها، لأن قالت أنا مش فاهمة كيف
+
+313
+00:34:57,450 --> 00:35:00,960
+جيبنا حدود التكامليبقى خدوا بالك كيف بدنا نجيب
+
+314
+00:35:00,960 --> 00:35:07,220
+حدود التكمل أول حاجة، في مشكلة على ذات؟ بس خليني
+
+315
+00:35:07,220 --> 00:35:10,260
+مع هذا واحد واحد، إذا فهمنا هذا بكون أنا طيب
+
+316
+00:35:10,260 --> 00:35:15,460
+هتقولي دفتر بالله يا بنهاد؟ لأ دي دفتر، كويس تعيلي
+
+317
+00:35:15,460 --> 00:35:21,300
+الدفتر يعنى؟ واحد أفقي وواحد عمودي، يبقى الأفقي هو
+
+318
+00:35:21,300 --> 00:35:27,340
+هذاوالعمود اللى جاى من ورا هذا كويس انا بدي اجيب
+
+319
+00:35:27,340 --> 00:35:33,020
+من الماء المستوى الماء الهالى و هيك كويس يبقى زد
+
+320
+00:35:33,020 --> 00:35:40,620
+هنا بقداش صفر زد هنا معادلة زتين والزد يسوى ناقص
+
+321
+00:35:40,620 --> 00:35:46,200
+واحد صح ولا لا اذا بصير زد تتغير من zero يعني انا
+
+322
+00:35:46,200 --> 00:35:50,840
+بدأت الخط الأزرق اللى رسموه كدهمن عند الـ Z تساوي
+
+323
+00:35:50,840 --> 00:35:54,120
+Zero هنا لغاية Y لغاية ما جابلت المستوى ده بقى
+
+324
+00:35:54,120 --> 00:35:59,540
+واضحة الصورة يعني؟ طيب خلاص لما انقصت Z يبقى Z
+
+325
+00:35:59,540 --> 00:36:04,440
+تغيرت من Zero لواحد لناقص Y وده دفعك لتبقى بقى
+
+326
+00:36:04,440 --> 00:36:12,160
+عندي طيب المين عندي؟ طيب حدود ال Y و ال X ال Y و
+
+327
+00:36:12,160 --> 00:36:16,590
+ال X هو ال domain تبعي ده ليعني مين؟يعني نصف
+
+328
+00:36:16,590 --> 00:36:21,570
+الدائرة اللى عندناها تمام فجيت رسمت نصف الدائرة
+
+329
+00:36:21,570 --> 00:36:27,770
+قولت اه هى محور Y وهى محور X هذه مش ال Y الموجة
+
+330
+00:36:27,770 --> 00:36:33,890
+بجهة Y مين اذا يقول هى Y السلبي لنجعله نصف الدائرة
+
+331
+00:36:33,890 --> 00:36:38,770
+السفلية الان بدنا نحدد Y بده تتغير من و لا و ايه
+
+332
+00:36:38,770 --> 00:36:42,250
+يعني يا بنت احنا الان بدنا نشتغل زى ما كنا بنشتغل
+
+333
+00:36:42,250 --> 00:36:49,100
+وين في ال sections ال ماضىفقلنا برسم خط يوازي محور
+
+334
+00:36:49,100 --> 00:36:54,880
+Y و بشوف Y قداشة تاخد أقل قيمة لها و قداشة أكبر
+
+335
+00:36:54,880 --> 00:36:59,580
+قيمة لها و Y قدت أقل قيمة هي سارق الجدرى التربية
+
+336
+00:36:59,580 --> 00:37:01,340
+لو أحد ناقص X تربية
+
+337
+00:37:04,780 --> 00:37:11,940
+لأن Y عدنا بالسالب و Y موجبة كانت الرسمة فوق، يبقى
+
+338
+00:37:11,940 --> 00:37:18,160
+هنا أقل قيمة ل Y هي سالب الجدر و أكبر قيمة جداشإذا
+
+339
+00:37:18,160 --> 00:37:21,860
+Y تغيرت من سالب الجدران لغاية Zero، مين ضايق اللي
+
+340
+00:37:21,860 --> 00:37:26,640
+عندنا؟ من أين لغاية؟ واضحة هي، واضحة؟ بتكتسل في
+
+341
+00:37:26,640 --> 00:37:28,880
+اللي قبل يسأل، يلّا تكتسل، لأ ما انا كنت بدي أسأل
+
+342
+00:37:28,880 --> 00:37:32,780
+ليش، أنا خطأ، خدنا من عمودي من هناك، بس أنا لأ
+
+343
+00:37:32,780 --> 00:37:36,520
+عرفت اللي أعمل، لأ ما احنا في الأول اعطاني أجازة،
+
+344
+00:37:36,520 --> 00:37:39,840
+هدفش فيها مشكلة، هنا لما بدأي حد الحدود التكامل،
+
+345
+00:37:39,840 --> 00:37:44,580
+قاللي أول تكامل، بتكون بالنسبة لمن؟ بس هنا جد إيش
+
+346
+00:37:44,580 --> 00:37:50,960
+كان؟وهنا D زد يبقى هنا ل Y يبقى روحنا رسمنا خط
+
+347
+00:37:50,960 --> 00:37:57,620
+أفقي موازن لمحور Y وشوفنا Y بتتغير من ويلة ويلة حد
+
+348
+00:37:57,620 --> 00:38:03,460
+بتسأل تاني يا بنات؟ حد مش فاهمة؟ ها تخجليش، انت
+
+349
+00:38:03,460 --> 00:38:07,040
+بخليش على نفسك، تبخلي بالسؤال اللي تبخلي على حالك،
+
+350
+00:38:07,040 --> 00:38:15,320
+مش علينا، ها خلاص واضحة تمام؟ طيب بعد ايه؟بعد ما
+
+351
+00:38:15,320 --> 00:38:21,100
+حددنا حدود تكمل تحديدا سليما لم يبقى الا الروحان
+
+352
+00:38:21,100 --> 00:38:26,040
+كامل فباجي بقول هذا الكلام بده يساوي integration
+
+353
+00:38:26,040 --> 00:38:30,220
+من سالب واحد لواحد integration من سالب الجدرى
+
+354
+00:38:30,220 --> 00:38:37,000
+التربيعى لواحد ناقص X تربيعي لزيرو وتكمل DZ بZ
+
+355
+00:38:37,000 --> 00:38:41,700
+اللى فوق ناقص اللى تحت يبقى بس ناقص Y
+
+356
+00:38:46,200 --> 00:38:51,100
+إن كامل يبقى هذا الكلام يساوي integration من سالب
+
+357
+00:38:51,100 --> 00:38:57,840
+واحد لواحد تكمل ناقص Y بالناقص Y تربيع على اتنين
+
+358
+00:38:57,840 --> 00:39:03,440
+من سالب الجدرى التربيع لواحد ناقص X تربيع ل Zero
+
+359
+00:39:03,440 --> 00:39:10,280
+لDX يبقى هذا الكلام يساوي ناقص مُص خلّيك برا وهي
+
+360
+00:39:10,280 --> 00:39:15,280
+تكامل من سالب واحد إلى واحد القيمة اللي فوق
+
+361
+00:39:21,420 --> 00:39:29,960
+نقص الجذر التربيعي لواحد ناقص X تربيع لكل تربيع
+
+362
+00:39:29,960 --> 00:39:33,220
+بالشكل اللي عنده هذا ماله DX
+
+363
+00:39:35,660 --> 00:39:40,180
+عن حين لمّا ربع إشارة السلب مع السلامة بتظهر إشارة
+
+364
+00:39:40,180 --> 00:39:46,300
+السلب اللي برا والجدر مع السلامة السلب اللي برا مع
+
+365
+00:39:46,300 --> 00:39:50,580
+السلب اللي برا، مايصير؟ بالموجب، يبقى بتقول
+
+366
+00:39:50,580 --> 00:39:56,640
+المسألة إلى نص تكامل من سلب واحد إلى واحد لواحد
+
+367
+00:39:56,640 --> 00:40:06,640
+ناقص X تربيع DX فقط، لا غير طب السؤال هواللي جوا
+
+368
+00:40:06,640 --> 00:40:12,560
+هذا يا بنات even function ولا odd function ما هو
+
+369
+00:40:12,560 --> 00:40:14,800
+انت قولت odd و even لإن انا عارف منهم
+
+370
+00:40:25,760 --> 00:40:31,700
+يبقى هذه even function وحدود
+
+371
+00:40:31,700 --> 00:40:36,960
+التكامل نفسها بس واحدة موجة بواحدة سالبة يبقى نص
+
+372
+00:40:36,960 --> 00:40:44,760
+في اتنين تكامل من zero لواحدلواحد ناقص X تقريب DX
+
+373
+00:40:44,760 --> 00:40:51,160
+عظم النصف اتنين مع السلامة وبتقول المثل X ناقص X
+
+374
+00:40:51,160 --> 00:40:58,140
+تقريب على تلاتة من عند Zero لغاية الواحد يبقى
+
+375
+00:40:58,140 --> 00:41:05,280
+الجواب واحد ناقص تلت ناقص Zero مع السلامة بيظل
+
+376
+00:41:05,280 --> 00:41:06,480
+اليوم درجة
+
+377
+00:41:35,050 --> 00:41:38,050
+هذا كان المثال رقم 3
+
+378
+00:41:45,990 --> 00:41:49,650
+مثال رقم أربع بيقول find the volume of the region
+
+379
+00:41:49,650 --> 00:42:02,350
+find the volume of the region قدش حجم المنطقة
+
+380
+00:42:02,350 --> 00:42:08,050
+common to
+
+381
+00:42:08,050 --> 00:42:10,470
+the interior
+
+382
+00:42:16,410 --> 00:42:25,110
+إن ترى of the cylinders of the
+
+383
+00:42:25,110 --> 00:42:33,710
+cylinders x تربيع زائد y تربيع يساوي واحد and x
+
+384
+00:42:33,710 --> 00:42:38,390
+تربيع زائد z تربيع كله يساوي واحد
+
+385
+00:42:44,460 --> 00:42:50,220
+هذا لازم والله نمشي على بنات؟ ماشي
+
+386
+00:42:50,220 --> 00:42:56,080
+طيب نرجع لسؤالنا هذا مرة تان تانية بيقول ياتلي حجم
+
+387
+00:42:56,080 --> 00:43:02,020
+المنطقة المشتركة ما بين ال two cylinders الأتنين
+
+388
+00:43:02,020 --> 00:43:06,380
+اللي عندنا دول يبقى احنا فيه أن أسطوانتين
+
+389
+00:43:06,380 --> 00:43:13,420
+أسطوانتين في بينهم تقاطعيجب أن نعرف كم هي حجم
+
+390
+00:43:13,420 --> 00:43:19,420
+منطقة التقاطع بين الـ two cylinders كيف يعني؟ لو
+
+391
+00:43:19,420 --> 00:43:25,740
+جيت ودك هذا محور Z وهذا محور X وهذا محور Y تمام؟
+
+392
+00:43:25,740 --> 00:43:29,720
+يبقى الـ cylinders الأولى X تربيع زائد Y تربيع
+
+393
+00:43:29,720 --> 00:43:35,640
+تساوي واحد من المحور تبعها Z دائرة نصف قطرها يساوي
+
+394
+00:43:35,640 --> 00:43:41,310
+واحد وحوالين محور Zمن اين الى اين تنتهي كما ترغب
+
+395
+00:43:41,310 --> 00:43:42,330
+ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان
+
+396
+00:43:42,330 --> 00:43:45,430
+ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان
+
+397
+00:43:45,430 --> 00:43:46,930
+ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان
+
+398
+00:43:46,930 --> 00:43:46,990
+ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان
+
+399
+00:43:46,990 --> 00:43:47,050
+ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان
+
+400
+00:43:47,050 --> 00:43:47,670
+ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان ترغب ان
+
+401
+00:43:47,670 --> 00:43:57,350
+ترغب ان ترغب ان ترغب ان ترغب
+
+402
+00:43:57,350 --> 00:44:03,590
+ان ترغب ان
+
+403
+00:44:03,590 --> 00:44:08,290
+تفي تقابل بين الرقصية ومبين الأفقوية بدنا نجيب
+
+404
+00:44:08,290 --> 00:44:13,710
+جداش حجم منطقة التقابل طبعا زي ما تشاهدين كل من
+
+405
+00:44:13,710 --> 00:44:21,450
+الأسطولتين متماثلة بالنسبة لمستويات الإحداثية لذلك
+
+406
+00:44:21,450 --> 00:44:27,450
+هذول الأسطولتين بدون مياقة عامةفي الأسمنة الأربعة
+
+407
+00:44:27,450 --> 00:44:33,090
+والله في الأسمنة الثمانية في الثمانية في الثمانية
+
+408
+00:44:33,090 --> 00:44:39,230
+الأربعة احنا بكثير في ثمن واحد ونعمل في الثمن
+
+409
+00:44:39,230 --> 00:44:45,310
+الأول ونضربه في جدش طيب خلينا نشوف ما هو شكل الرسم
+
+410
+00:44:45,310 --> 00:44:52,750
+على الطبيعة أو جدش الحجم المحصور في الثمن الأول
+
+411
+00:44:53,030 --> 00:44:57,170
+مشان نتصور الوضع ومشان نعرف زيك بدأت اتغير من وين
+
+412
+00:44:57,170 --> 00:45:01,970
+لوين و ال X من وين لوين و ال Y من وين لوين صحيح؟
+
+413
+00:45:01,970 --> 00:45:07,470
+بقولكم كويس تعالوا نرسم مع بعض اللي هو ارسمت كله
+
+414
+00:45:07,470 --> 00:45:12,970
+من الاسطوانتين و بدي ارسم الجزء بس اللي جهة الغرفة
+
+415
+00:45:12,970 --> 00:45:16,990
+اللي جهتنا هذه و الباقي خلاص اللي مضروه في تمامي
+
+416
+00:45:16,990 --> 00:45:21,570
+بقولكم كويس يبقى باجي لمحاول الاحداثيات بهذا الشيء
+
+417
+00:45:25,040 --> 00:45:33,580
+هذا محور X هذا محور Y هذا محور Z يبقى الأسطوان
+
+418
+00:45:33,580 --> 00:45:41,800
+الرأسية يبقى الأسطوان الرأسية موازي لمحور Y ونص
+
+419
+00:45:41,800 --> 00:45:47,180
+وطول النوع يساوي واحد وننزل من هنا رأسي وأرسم
+
+420
+00:45:47,180 --> 00:45:54,110
+موازي لمحور Xبقوله يساوي واحد هو نزل رأسي بهذا
+
+421
+00:45:54,110 --> 00:46:01,130
+الشكل يبقى هذا هيك مجيني جزء من السطح اللي فوق و
+
+422
+00:46:01,130 --> 00:46:06,190
+هذا جزء من السطح اللي تعنى يبقى هذه مين يا بنات؟
+
+423
+00:46:06,190 --> 00:46:13,170
+يمثل ثمن الأسطوانة اللي هي مين؟ الأولى اللي محورها
+
+424
+00:46:13,170 --> 00:46:20,700
+محور الـZبعد ذلك نذهب للتانية للمحور Y و هرسمها
+
+425
+00:46:20,700 --> 00:46:26,680
+باللون الأزرق يبقى بداجي أخد طولي يساوي واحد يمثل
+
+426
+00:46:26,680 --> 00:46:35,360
+نصف القطر و أرسم أفقي هكذا تمام؟ و بداجي هنا نصف
+
+427
+00:46:35,360 --> 00:46:42,340
+يساوي واحد و أرسم أفقي بالشكل اللي عندناهدول اتنين
+
+428
+00:46:42,340 --> 00:46:47,820
+هيجيني جوس طبعا مش هيظهر هذا و هذا فبيكون من ناحية
+
+429
+00:46:47,820 --> 00:46:54,020
+تانية و من هنا هذا كمان مش هيظهر هيجيني بالشكل
+
+430
+00:46:54,020 --> 00:47:01,560
+اللي عندنا هذا و يجيني هذا رأسي هيك و هذا هيك فهي
+
+431
+00:47:01,560 --> 00:47:09,380
+ثمن الأسطوان الأفقي اتقاطعوا اتنين وين النقطة اللي
+
+432
+00:47:09,380 --> 00:47:09,800
+عندنا
+
+433
+00:47:13,310 --> 00:47:20,690
+طيب لما تقاطع في النقطة هذه هذا سطح منحني وهذا نزل
+
+434
+00:47:20,690 --> 00:47:25,770
+رأسي إذا بدي يكون في تقاطع ما بين السطح المنحني
+
+435
+00:47:25,770 --> 00:47:29,550
+اللي عندنا هذا والسطح المنحني اللي عندنا هذا
+
+436
+00:47:29,550 --> 00:47:33,430
+التقاطع هذا بيكون ظاهر لإنه جاي على المنطقة
+
+437
+00:47:33,430 --> 00:47:38,270
+المشتركة ما بين الإتنين يبقى بده يجين التقاطع
+
+438
+00:47:38,270 --> 00:47:39,630
+بالشكل اللي عندنا هذا
+
+439
+00:47:43,580 --> 00:47:49,440
+ها واضحة؟ طيب الآن السؤال هو حدد ان المنطقة بالضغط
+
+440
+00:47:49,440 --> 00:47:56,460
+تبعت التقاطع بس تصبر شوية الخط هذا ماله؟ مش انت
+
+441
+00:47:56,460 --> 00:48:02,640
+عندك منحنة هيه بالشكل هذا أفقي وجايك منحنة رأسي
+
+442
+00:48:02,640 --> 00:48:06,240
+اتنين هيتقاطعوا مع بعض بالخط الأزرق اللي انت شايفه
+
+443
+00:48:07,090 --> 00:48:13,710
+هيوط طلع هنا كويس هذا بنات سطح منحني الشكل لأن هذا
+
+444
+00:48:13,710 --> 00:48:20,450
+وهذا الوفق الأزرق كمان سطح منحني اتنين هتقع في
+
+445
+00:48:20,450 --> 00:48:26,870
+الخط الأزرق المتواصل اللي انتوا شايفينه هذا تمام؟
+
+446
+00:48:26,870 --> 00:48:33,010
+طيب يعني وين صارت منطقة التقاطع بالضبط؟ طلعيني
+
+447
+00:48:33,010 --> 00:48:41,180
+هخليها كل منطقة زرقاء غامقاءهذه هي من هنا وهذا
+
+448
+00:48:41,180 --> 00:48:46,500
+طبعا هذا مش هيظهر لأن هذا بيكون تاني، هذا بيكون في
+
+449
+00:48:46,500 --> 00:48:51,960
+مستوى ال X Y فلين مش هيظهر وهذا كمان يا بناه مش
+
+450
+00:48:51,960 --> 00:48:56,620
+هيظهر لأنه في الناحية التانية وهذا مش هيظهر يبقى
+
+451
+00:48:56,620 --> 00:49:02,090
+صارة المنطقة هذه كالتاليةهنرسم المستوى اللى فوق
+
+452
+00:49:02,090 --> 00:49:06,250
+والمستوى اللى تاعة اللى فوق طبعا مش مستوى حيكون
+
+453
+00:49:06,250 --> 00:49:14,690
+على شكل ميل يبجى هذا اللى فوق هكذا هذه كل المنطقة
+
+454
+00:49:14,690 --> 00:49:18,970
+اللى فوق طب وين المنطقة اللى تاعة المنطقة في
+
+455
+00:49:18,970 --> 00:49:26,930
+المستوى X Y Plain دى المنطقة هذه تمام؟
+
+456
+00:49:27,910 --> 00:49:39,850
+يبقى هذه المنطقة مرة تانية هذا خط
+
+457
+00:49:39,850 --> 00:49:44,170
+اللي فوق هو المستوى العلوي و اللي تحت هذا الأسود
+
+458
+00:49:44,170 --> 00:49:50,450
+هو المستوى السفلي يبقى
+
+459
+00:49:50,450 --> 00:49:55,010
+هذه المنطقة المشتركة بين الأسط والتانيةطبعا مش
+
+460
+00:49:55,010 --> 00:49:59,130
+واضحة الرسمة عندكم بالكتاب، الحلقة تبع أحد مسائل
+
+461
+00:49:59,130 --> 00:50:03,330
+الكتاب مش واضحة الرسمة، فهي وضحنالك للرسمة تماما
+
+462
+00:50:03,330 --> 00:50:08,370
+طيب، بدي أكمل أول حاجة بالنسبة إلى زد يبقى، بدي
+
+463
+00:50:08,370 --> 00:50:13,880
+أشوف زد بدت تتغير منين لوينيبقى بتروح اقوله بدي
+
+464
+00:50:13,880 --> 00:50:19,880
+اخد ال volume V اللي بيقول عنه يبقى تكامل اتنين
+
+465
+00:50:19,880 --> 00:50:27,840
+تلاتة ل DZ DY DX مثلا او DX DY CS يبقى بده يشوف ال
+
+466
+00:50:27,840 --> 00:50:33,500
+Z بدها تتغير من ويه اللويه حرصمه بخط أسود هدوء
+
+467
+00:50:33,500 --> 00:50:37,870
+الكلام لسا معينهأطلع من مستوى الأرض للمستوى الأسود
+
+468
+00:50:37,870 --> 00:50:42,630
+لغاية ما أقابل المستوى الأزرق مش المستوى الميلي
+
+469
+00:50:42,630 --> 00:50:49,010
+اللي جاي من فوق يبقى بدي أبدأ من هنا هه و أجي طالع
+
+470
+00:50:49,010 --> 00:50:53,130
+أرضه لغاية ما أقابل الميلي أقابل السطح اللي جايني
+
+471
+00:50:53,130 --> 00:50:59,750
+من فوق هنا زد يبقى ديني Zero تفاجئت يبقى من عند
+
+472
+00:50:59,750 --> 00:51:07,190
+Zero بدي أجي لهذاهذه يا ترى جاية على السطح الأوفقي
+
+473
+00:51:07,190 --> 00:51:12,970
+ولا على السطح الرأسي؟ أه جاية على السطح الأفقي،
+
+474
+00:51:12,970 --> 00:51:17,710
+منها داخل السطح الرأسي، جوا، مظبوط؟ إذا جاية على
+
+475
+00:51:17,710 --> 00:51:21,990
+وين؟ على السطح الأوفقي، طبعا السطح الأوفقي مين
+
+476
+00:51:21,990 --> 00:51:29,450
+هنا؟أيوة من هذه بتصير Z يساوي الجذر التربيعي لواحد
+
+477
+00:51:29,450 --> 00:51:35,930
+ناقص X تربية إذا هنا Z عند هذه النقطة بدأت ساوي
+
+478
+00:51:35,930 --> 00:51:41,210
+الجذر التربيعي لواحد ناقص X تربية وزي ما تشايفين
+
+479
+00:51:41,210 --> 00:51:46,310
+أخدنا الجذر الموجب وليس السالب لأنها أعلى المستوى
+
+480
+00:51:46,310 --> 00:51:51,070
+XY plane وليست أسفل المستوى XY plane
+
+481
+00:52:10,270 --> 00:52:15,850
+يبقى هذا Y وهذا X وهذا X
+
+482
+00:52:18,390 --> 00:52:26,350
+وهذا الرأس X وهذا جزء من دائرة أو ربعية دائرة يبقى
+
+483
+00:52:26,350 --> 00:52:30,970
+هذه الدائرة اللي عندنا بالشكل هذا انا بدي اكمل
+
+484
+00:52:30,970 --> 00:52:37,190
+بالنسبة الى Y يبقى بدي ارسم خط يوازي محور Y يبقى
+
+485
+00:52:37,190 --> 00:52:42,310
+لو روحت رسمت خط موازي لمحور Y هتيجي النقطة هذه
+
+486
+00:52:42,310 --> 00:52:49,110
+وهذه النقطة التانيةطب هنا Y يبقى كم؟ Zero لأن هنا
+
+487
+00:52:49,110 --> 00:52:56,130
+نقطة الأصل يبقى من عند Y تساوي Zero إلى Y أكثر كم
+
+488
+00:52:56,130 --> 00:53:01,250
+آه هذه الدائرة هي الدائرة الأولى تبعت الأسطوان
+
+489
+00:53:01,250 --> 00:53:05,710
+اللي نزل من فوق X تربية زائد Y تربية يساوي واحد
+
+490
+00:53:05,710 --> 00:53:12,910
+يبقى هنا Y تساوي الجدر يكتر بيه واحد ناقص X تربية
+
+491
+00:53:13,270 --> 00:53:20,950
+يبقى هنا الجذر التربيهي لواحد ناقص X تربيه ضالة
+
+492
+00:53:20,950 --> 00:53:29,170
+هنا مين ال X ستتغير من هنا لغاية هنا مابتدوش
+
+493
+00:53:29,170 --> 00:53:35,030
+النقطة في ال X؟ Zero وهذه الدائرة نصف قطرة يساوي
+
+494
+00:53:35,030 --> 00:53:38,830
+واحد يبقى هذه واحد وكذلك هذه
+
+495
+00:53:44,190 --> 00:53:48,550
+جبل مروحة كامل، حد بتسأل أي سؤال هنا في حدود
+
+496
+00:53:48,550 --> 00:53:57,330
+التكامل أو كيف جبناهم أو .. أو .. إلى آخرين؟
+
+497
+00:53:57,330 --> 00:54:03,990
+حط
+
+498
+00:54:03,990 --> 00:54:07,550
+دفاتك و تعالى أشوف كيف سؤالك بالضبط حط دفاتك و
+
+499
+00:54:07,550 --> 00:54:13,450
+تعالى طيب
+
+500
+00:54:14,440 --> 00:54:18,540
+تحكي عنية مستوى Z لما جيبناها بشي كانت على أفق
+
+501
+00:54:18,540 --> 00:54:22,940
+إيه؟ لأ على أفق إيه هي Z تساوي Zero له مستوى الأرض
+
+502
+00:54:22,940 --> 00:54:27,600
+بس هذا سطح جاي من فوق على الماء يعني أه أه على هي
+
+503
+00:54:27,600 --> 00:54:31,380
+و هي هذا هو الخط اللي هو جاي على سطوة يعني جيبناها
+
+504
+00:54:31,380 --> 00:54:34,760
+من المعادلة تبع السطوانة الأفقية أه بالضبط صحيح لو
+
+505
+00:54:34,760 --> 00:54:37,880
+كانت على ال .. لو كانت نجيبها من المعادلة اللي على
+
+506
+00:54:37,880 --> 00:54:41,780
+السطوانة الرأسية تقدر تجيبيها على السطوانة الرأسية
+
+507
+00:54:41,780 --> 00:54:45,840
+أكثر بقى دلوقتي نفسي واحدةفضل ايه، هي عندك استوانة
+
+508
+00:54:45,840 --> 00:54:51,640
+رأسية، كويس، هي استوانة رأسية وعندك الخط جاي في
+
+509
+00:54:51,640 --> 00:54:56,960
+المص، كيف بدك تجيبيها؟ لا يمكن تقضع الموازي إليها،
+
+510
+00:54:56,960 --> 00:55:05,280
+فيش تقضع أصلا، هذه
+
+511
+00:55:05,280 --> 00:55:11,020
+مانامش هاد هاد نكتب .. نكتب زد بتاع .. وين هي زد؟
+
+512
+00:55:11,020 --> 00:55:16,660
+وين هي زد فيها؟ مش موجودة يبقى صينك من أول مش صحيح
+
+513
+00:55:16,660 --> 00:55:21,980
+لما
+
+514
+00:55:21,980 --> 00:55:25,280
+نحدد .. لما نقول لبنات زد من كده إلى كده أو واي من
+
+515
+00:55:25,280 --> 00:55:29,060
+كده بتكون فيه تفاطة مش تفاطة يبقى مدرش ولا هاد
+
+516
+00:55:29,060 --> 00:55:33,300
+يبقى مدرش ألاك رسمت الخط اللي .. اللي عندي أسود
+
+517
+00:55:33,300 --> 00:55:37,990
+هذابقاطع مع المستوى الأفقي و بقاطع مع الميلت
+
+518
+00:55:37,990 --> 00:55:43,930
+الأسطوان الاجيني من فوق يعني السطح الأسطوان الأفقي
+
+519
+00:55:43,930 --> 00:55:51,400
+حد بتسمع أي سؤال تاني كمان؟ طيبيبقى مضالش فانا إلا
+
+520
+00:55:51,400 --> 00:55:59,240
+كامل يبقى هذه تكاملها بـ0 لـ1 ناقص
+
+521
+00:55:59,240 --> 00:56:05,520
+X تربيع ويتكاملها بـZ بالقيمة اللي فوق فقط لـ1
+
+522
+00:56:05,520 --> 00:56:07,220
+ناقص X تربيع
+
+523
+00:56:21,880 --> 00:56:31,840
+يبقى هذا الكلام
+
+524
+00:56:31,840 --> 00:56:35,180
+تكامل من zero لواحد واحد ناقص X تربيع
+
+525
+00:56:45,730 --> 00:56:51,610
+تكامل من صفر لواحد لواحد نقص X تربيع DX واللي هو
+
+526
+00:56:51,610 --> 00:56:57,450
+بده يساوي X نقص X تكيب على تلاتة كله من Zero لواحد
+
+527
+00:56:57,450 --> 00:57:06,850
+ويساوي واحد نقص طول ويساوي طول تين خلعت
+
+528
+00:57:06,850 --> 00:57:10,070
+نفسي جابت السؤال اللي جابله بس كل واحد شكل مش
+
+529
+00:57:10,070 --> 00:57:11,170
+علاقة بالتالت
+
+530
+00:57:37,260 --> 00:57:47,040
+كذا نسينا التمانية تمانية
+
+531
+00:57:47,040 --> 00:57:51,660
+تمانية تمانية تمانية تمانية تمانية تمانية تمانية
+
+532
+00:57:51,660 --> 00:57:57,060
+تمانية تمانية تمانية تمانية
+
+533
+00:58:07,180 --> 00:58:12,560
+السؤال الخامس بيقول
+
+534
+00:58:12,560 --> 00:58:13,820
+يحسبني التكامل
+
+535
+00:58:21,390 --> 00:58:36,130
+تكامل من 0 ل 1 تكامل من X تربيع لغاية 1 ل 12 X Z E
+
+536
+00:58:36,130 --> 00:58:43,750
+أُس Z Y تربيع DY DX
+
+537
+00:58:54,060 --> 00:58:59,200
+أول حاجة بدي اكمل بالنسبة الى one يبقى هدول كلهم
+
+538
+00:58:59,200 --> 00:59:05,440
+مال همامي ثوابت والزد ثابت يبقى انا بدي اكمل اكس
+
+539
+00:59:05,440 --> 00:59:06,720
+واي تربيع
+
+540
+00:59:15,600 --> 00:59:24,260
+إذا كتبناها على شكل Power Series، سنستطيع أن نضعها
+
+541
+00:59:24,260 --> 00:59:29,380
+هناك لما يقوش هذا المعقد هذا، تمام؟ يبقى في هذه
+
+542
+00:59:29,380 --> 00:59:34,300
+الحالة مصير، ماعناهاش إمكانية لهذه الشغلة، يبقى
+
+543
+00:59:34,300 --> 00:59:39,280
+بناءً عليه إجباري هغير ال order of integrationبدي
+
+544
+00:59:39,280 --> 00:59:44,780
+أغير ترتيب وضع التكامل يبقى بالشكل هذا مش حاجزا
+
+545
+00:59:44,780 --> 00:59:51,060
+طيب لو غيرت وضع التكامل يبقى بدي أخليها دي x dy
+
+546
+00:59:51,060 --> 00:59:55,500
+بصير هذا كله مقدار ثابت و هذا ثابت .. بصير هذه
+
+547
+00:59:55,500 --> 01:00:01,110
+تكامل x فقط لغايةيصبح معناها العملية سهلة جدا إذا
+
+548
+01:00:01,110 --> 01:00:06,430
+باجي بقوله هذا Y يسوي التكامل من الصفر الواحدة
+
+549
+01:00:06,430 --> 01:00:10,930
+اللي بنشلها فيه هذول تكاملين وبنشوف كيف بدهم
+
+550
+01:00:10,930 --> 01:00:22,710
+يصيروا Y اتناشر X Z E وز وY تربية DX DY DZ إذا بدي
+
+551
+01:00:22,710 --> 01:00:28,000
+أغير ال X و اذا بدي أروح أرسم منطقة التكاملمشان
+
+552
+01:00:28,000 --> 01:00:34,620
+أقلب حدود تتكامل يبقى لو جينا هيك و قولنا هذا محور
+
+553
+01:00:34,620 --> 01:00:44,460
+X و هذا محور Y و هذا نقطة الأصل اللي هي Z عيد
+
+554
+01:00:44,460 --> 01:00:51,080
+نوافق من عندك يالا
+
+555
+01:00:51,080 --> 01:00:54,000
+اسمك و رقمك الجامعة و خلي اتف عليهم
+
+556
+01:00:58,720 --> 01:01:05,940
+تمام طيب بدنا نروح نرسم هذه المنطقة جالي Y تساوي X
+
+557
+01:01:05,940 --> 01:01:10,640
+تربيع Y تساوي X تربيع الفرق الأولى المعروفة مشهورة
+
+558
+01:01:10,640 --> 01:01:17,780
+للكل يبقى هذا اللي يقول Y تساوي X تربيع لغاية Y
+
+559
+01:01:17,780 --> 01:01:25,040
+تساوي كم؟ واحد يبقى هذا الخط Y تساوي واحدطيب ال X
+
+560
+01:01:25,040 --> 01:01:29,520
+من وين لو ينجل ال X من عند ال Zero لغاية ال واحد
+
+561
+01:01:29,520 --> 01:01:36,140
+هذا ال X بال Zero هذه تقاطع لاتنين مع بعض بيعطينا
+
+562
+01:01:36,140 --> 01:01:41,540
+مين ال واحد يبقى احنا بس النصف اللي على اليمين
+
+563
+01:01:41,540 --> 01:01:47,570
+اللي عندنايبقى بدل ما كنا بدنا نكامل بالنسبة الى Y
+
+564
+01:01:47,570 --> 01:01:53,110
+في الأول هنكامل بالنسبة الى X يبقى بنروح نقطع نرسم
+
+565
+01:01:53,110 --> 01:02:01,240
+خط يقطع منطقة تكامل وموازن لمخوفاتيبقى هاي خط أفقي
+
+566
+01:02:01,240 --> 01:02:08,780
+من هنا كداش يكون X بقى هنا Zero ومن هنا X بقدر جدر
+
+567
+01:02:08,780 --> 01:02:15,960
+ال Y يبقى هنا X يساوي جدر ال Y الموجب وليس السالب
+
+568
+01:02:15,960 --> 01:02:21,180
+لأن كل X موجب على الشكل اليمين إذا بصير من عندي
+
+569
+01:02:21,180 --> 01:02:29,010
+Zero لمين لغاية جدر Yطالع انتوا فوق إيش كانت X
+
+570
+01:02:29,010 --> 01:02:33,990
+تربية ل واحد اللي صار عندي X من عند Zero لغاية
+
+571
+01:02:33,990 --> 01:02:40,850
+General Y ضلت عندي Y بدأ يتغير من وين ل وين من صفر
+
+572
+01:02:40,850 --> 01:02:46,850
+لغاية واحد يبقى من صفر لغاية واحد بالشكل اللي
+
+573
+01:02:46,850 --> 01:02:51,250
+عندنا هذا إذا بدنا نروح نكمل هذه الدالة أولا
+
+574
+01:02:51,540 --> 01:02:57,440
+بالنسبة ل X يبقى هذه تكامل من Zero ل واحد تكامل من
+
+575
+01:02:57,440 --> 01:03:05,980
+Zero ل واحد لستة X تربيع و ال X هذه ها بدنا نخليها
+
+576
+01:03:05,980 --> 01:03:15,320
+تتغير من Zero لغاية جدر ال Y لمن ل Z E أس Z Y
+
+577
+01:03:15,320 --> 01:03:19,380
+تربيع DYDZ
+
+578
+01:03:28,020 --> 01:03:35,200
+تكامل من صفر لواحد تكامل من صفر لواحد تكامل من صفر
+
+579
+01:03:35,200 --> 01:03:45,800
+لواحد تكامل من صفر لواحد تكامل من صفر لواحد
+
+580
+01:03:49,240 --> 01:03:53,460
+الان بدك تكمل بالنسبة ل Y في الأول و الله بالنسبة
+
+581
+01:03:53,460 --> 01:03:58,700
+ل Z في الأول أي واحدة فيهم تمشي الحال بس إذا بدك
+
+582
+01:03:58,700 --> 01:04:04,180
+تكمل بالنسبة ل Z بلزمك integration by parts لكن
+
+583
+01:04:04,180 --> 01:04:07,820
+إذا بدك تكمل بالنسبة ل Y تكمل بالتعويض عادي جدا
+
+584
+01:04:07,820 --> 01:04:15,980
+إذا بروح بقول حط لي T تساوي Y تربيع يبقى DT بتنير
+
+585
+01:04:15,980 --> 01:04:23,320
+YDYيبقى نص DT بيعطينا Y لكن عندنا ال 6 خلاص مش ده
+
+586
+01:04:23,320 --> 01:04:29,080
+على النص يبقى هذا يا بنات بقدر اخلى اخلى ال 6 ليه
+
+587
+01:04:29,080 --> 01:04:36,200
+3 في 2 يبقى هذا الكلام بده يساوي تلاتة برة تكمل من
+
+588
+01:04:36,200 --> 01:04:45,000
+Zero لواحد تكمل من Zero لواحد لإتنين YZ POZ Y
+
+589
+01:04:45,000 --> 01:04:54,780
+تربيةdy dz هذا الكلام بدرسه الآن اتنين y مع ال dy
+
+590
+01:04:54,780 --> 01:05:00,020
+بدي اشيله مكتب درم جديد دي تي إذا صارت المسألة
+
+591
+01:05:00,020 --> 01:05:11,360
+تلاتة تكامل من zero لواحد و تكامل ل z E أُس zt dt
+
+592
+01:05:11,360 --> 01:05:12,560
+dz
+
+593
+01:05:18,380 --> 01:05:25,100
+لو كانت ال Y بواحد يبقى ال T بواحد تربيته بواحد و
+
+594
+01:05:25,100 --> 01:05:29,140
+لو كانت ب Zero بتعطيك هذه Zero إذا انت بقى حدود
+
+595
+01:05:29,140 --> 01:05:35,110
+التكامل كما هيبدي اكابل بالنسبة E ل T يبقى التلاتة
+
+596
+01:05:35,110 --> 01:05:40,790
+بلاكش دعوة و من Zero ل واحد و ال Z مقدار ثابت و E
+
+597
+01:05:40,790 --> 01:05:51,750
+أس Z T على Z و الحكي هذا من Zero ل واحد دي Zعظم
+
+598
+01:05:51,750 --> 01:05:57,970
+الـ z بتروح مع مين؟ مع الـ z وبالتالي تقول المسألة
+
+599
+01:05:57,970 --> 01:06:04,710
+إلى تلاتة كامر من zero لواحد ل E of z هو واحد بz
+
+600
+01:06:04,710 --> 01:06:15,500
+ناقص E of zero اللي هو واحد بz وبالتاليهذه ستصبح
+
+601
+01:06:15,500 --> 01:06:23,880
+ثلاثة E أز ناقص Z وكل هذا الكلام من Zero لغاية
+
+602
+01:06:23,880 --> 01:06:32,820
+واحد يبقى هذا الكلام دسام ثلاثة في E أس واحد ناقص
+
+603
+01:06:32,820 --> 01:06:40,650
+واحدوهنا ناقص E of Zero اللي هو بواحد وزائد Zero
+
+604
+01:06:40,650 --> 01:06:48,710
+مع السلامة يبقى الجواب يساوي تلاتة في E ناقص اتنين
+
+605
+01:06:48,710 --> 01:06:52,670
+هذه هي الإجابة عن نهائي
+
+606
+01:07:13,380 --> 01:07:20,360
+السؤال السادس يا إخلاص والكلام للساميين يقول ما
+
+607
+01:07:20,360 --> 01:07:26,800
+يأتي find the average value يبقى نشخصنا يا إخلاص
+
+608
+01:07:26,800 --> 01:07:33,740
+بالاسم أن السؤالة على ال average value
+
+609
+01:07:34,550 --> 01:07:38,690
+بالقلب نجاوب على السؤال اللي وعدناها فيه what is
+
+610
+01:07:38,690 --> 01:07:48,610
+the average value of f of x, y وz تساوي x زائد y
+
+611
+01:07:48,610 --> 01:07:54,710
+نقص z over the
+
+612
+01:07:54,710 --> 01:08:01,910
+rectangular solid
+
+613
+01:08:09,490 --> 01:08:18,990
+first octant in the first octant بالثمن الأول
+
+614
+01:08:18,990 --> 01:08:26,370
+bounded by the
+
+615
+01:08:26,370 --> 01:08:34,670
+coordinate planes بمستويات
+
+616
+01:08:34,670 --> 01:08:37,130
+الإحداثيات
+
+617
+01:08:37,680 --> 01:08:46,460
+محدود بمستويات الإحداثيات and the planes and the
+
+618
+01:08:46,460 --> 01:08:54,660
+planes والمستويات X يساوي واحد Y يساوي واحد
+
+619
+01:09:12,500 --> 01:09:16,900
+نمسح الشكل اليمين هذه يا بنات خلاص؟
+
+620
+01:09:43,630 --> 01:09:48,510
+طيب مرة ثانية قال ياتي ال average value للدالة
+
+621
+01:09:48,510 --> 01:09:52,330
+اللى علناها دى على المنطقة المحدودة بمين
+
+622
+01:09:52,330 --> 01:09:57,590
+بالمسئولات X تساوي واحد و Y تساوي واحد و Z تساوي
+
+623
+01:09:57,590 --> 01:10:04,030
+اتنين تقول انا تصورت محور Z و محور X و محور Y X
+
+624
+01:10:04,030 --> 01:10:10,150
+تساوي واحد لمستوى اللى هناك مصبوط و Y تساوي واحد
+
+625
+01:10:10,150 --> 01:10:15,680
+لمستوى اللى هناكو Z يساوي 2 المستوى اللى فوق يبقى
+
+626
+01:10:15,680 --> 01:10:20,160
+المنطقة اللى عندنا مين هي الغرفة اللى احنا فيها صح
+
+627
+01:10:20,160 --> 01:10:26,060
+ولا لأ يعني حجم متوازى مستطيلات يبقى هذا مين هذا
+
+628
+01:10:26,060 --> 01:10:32,360
+يمثل المنطقة D تبع تلك التكامل إذا بروح بقوله D
+
+629
+01:10:32,360 --> 01:10:37,120
+بدي ساوي تكاملين تلاتة تبدأ ب Z
+
+630
+01:10:50,750 --> 01:10:56,190
+يبقى النتيجة هذه تساوي تكمل من صفر لواحد تكمل من
+
+631
+01:10:56,190 --> 01:11:05,090
+صفر لاثنينلمن لز من صفر لغاية اتنين ل dy dx يبقى
+
+632
+01:11:05,090 --> 01:11:11,070
+هذا الكلام بده يسوي تكامل من صفر لواحد وتكامل كذلك
+
+633
+01:11:11,070 --> 01:11:17,690
+من صفر لواحد دالي اتنين dy dx تكامل من صفر لواحد
+
+634
+01:11:17,690 --> 01:11:18,810
+اتنين مالوش دعوة
+
+635
+01:11:36,580 --> 01:11:42,700
+يبقى ال volume تبع المنطقة اللي احنا بنكمل عليها
+
+636
+01:11:42,700 --> 01:11:43,840
+يساوي اتنين
+
+637
+01:11:50,750 --> 01:12:08,610
+V of D V of D V of D V of D V of D V of D V
+
+638
+01:12:08,610 --> 01:12:20,210
+of D V of D V of D V of D V of D V of D V of D
+
+639
+01:12:20,280 --> 01:12:26,660
+أتنين تلاتة من Zero لأتنين من Zero لواحد من Zero
+
+640
+01:12:26,660 --> 01:12:36,120
+لواحد تكمل على D لمن؟ لدلة المعطاعة XY-Z كله
+
+641
+01:12:36,120 --> 01:12:39,700
+DZDYDX
+
+642
+01:12:39,700 --> 01:12:47,210
+هذا الكلام يساوي نص خليك برهوهيتكاملين من Zero ل
+
+643
+01:12:47,210 --> 01:12:53,490
+واحد من Zero ل واحد وبنكمل بالنسبة إلى Z يبقى XZ
+
+644
+01:12:53,490 --> 01:13:03,670
+-YZ-Z تربيع على الاتنين كله من Zero للإتنين ل DY
+
+645
+01:13:03,670 --> 01:13:11,520
+DX Y وشاويبقى نص هيبرة و هيتكاملين من Zero ل واحد
+
+646
+01:13:11,520 --> 01:13:15,760
+من Zero ل واحد و بدنا نعوض بالقيمة اللى فوق نقص
+
+647
+01:13:15,760 --> 01:13:20,580
+القيمة اللى تحت عن كل Z يبقى هنا ايش قصير عندنا يا
+
+648
+01:13:20,580 --> 01:13:30,200
+بنات اتنين X و هنا نقص اتنين زائد اه زائد زائد
+
+649
+01:13:30,200 --> 01:13:36,580
+اتنين Yوهنا بدأ أشيل هذه و أضع ما كانت اتنين بصير
+
+650
+01:13:36,580 --> 01:13:43,480
+أربع على اتنين باتنين يبقى ناقص اتنين فقط لغير الـ
+
+651
+01:13:43,480 --> 01:13:52,000
+dy بإكس بعدين بدروحة كامل بالنسبة لمن؟ بالنسبة إلى
+
+652
+01:13:52,000 --> 01:13:54,240
+y يبقى يساوي
+
+653
+01:14:13,680 --> 01:14:19,840
+يبقى هذا الكلام سوية نص خلّيك برا وهي تكمن من zero
+
+654
+01:14:19,840 --> 01:14:26,120
+إلى واحدبنعوض أشيل كل Y ونحط مكانها 1 يبقى بصير
+
+655
+01:14:26,120 --> 01:14:34,040
+عندنا هنا 2X وهنا زائد واحد وهنا ناقص اتنين
+
+656
+01:14:38,180 --> 01:14:45,540
+كله بالنسبة لمين إلى dx يبقى صارت نص تكامل من zero
+
+657
+01:14:45,540 --> 01:14:54,520
+لواحد لإتنين x ناقص واحد dx يبقى النتيجة تساوي نص
+
+658
+01:14:54,520 --> 01:14:59,520
+وهي تكامل من zero لواحد لمين
+
+659
+01:15:02,450 --> 01:15:09,050
+يبقى انكمل مباشرة يبقى
+
+660
+01:15:09,050 --> 01:15:15,490
+هذا ما تشير جدياش X تربية ناقص X كله من صفر لغاية
+
+661
+01:15:15,490 --> 01:15:22,650
+واحد يبقى نصف واحد ناقص واحد الحمد لله طلعت ب Zero
+
+662
+01:15:22,650 --> 01:15:28,510
+يبقى المتوسط تبع هذه الدالة بده يساوي Zeroولا
+
+663
+01:15:28,510 --> 01:15:33,830
+غرابة في ذلك ممكن يطلع zero ممكن يطلع رقم تاني إلى
+
+664
+01:15:33,830 --> 01:15:39,190
+آخرين لحد هنا stop بقى نتنتهى ال section وإلى يكون
+
+665
+01:15:39,190 --> 01:15:46,690
+أرقام المسائل اللي بنتحلوها حالا عاجلا من هذا ال
+
+666
+01:15:46,690 --> 01:15:49,550
+section من 1D33
+
+667
+01:15:51,820 --> 01:16:00,240
+multiple of three وكذلك من سبعة وتلاتين لغاية
+
+668
+01:16:00,240 --> 01:16:07,280
+اربعة واربعين المسائل الفردية سأغلق الآن لل
+
+669
+01:16:07,280 --> 01:16:09,780
+section اللذي يليه
+
+670
+01:16:33,680 --> 01:16:37,860
+تبقى ال section اللي جديد معلومات جديدة ماكناش
+
+671
+01:16:37,860 --> 01:16:45,180
+بنعرفها قبل هيك section خمستاشر السبعة بقول ما ستة
+
+672
+01:16:45,180 --> 01:16:53,100
+درجة بروحنا سبعة مباشرة بجود triple integrals
+
+673
+01:16:53,100 --> 01:16:59,880
+مكاملات ثلاثية in cylindrical
+
+674
+01:17:06,940 --> 01:17:17,300
+والتواصل الهواردنسي الهواردنسي
+
+675
+01:17:17,300 --> 01:17:20,640
+عنقسمه
+
+676
+01:17:20,640 --> 01:17:23,720
+إلى نقطتين النقطة الأولى
+
+677
+01:17:26,570 --> 01:17:34,610
+التكامل in cylindrical coordinates
+
+678
+01:17:34,610 --> 01:17:38,830
+الأحداثيات
+
+679
+01:17:38,830 --> 01:17:44,950
+الحالي الأوسطوانية نعطي
+
+680
+01:17:44,950 --> 01:17:51,350
+definition بقول ماذي؟ cylindrical
+
+681
+01:18:00,590 --> 01:18:11,990
+of a point P in space الفرق
+
+682
+01:18:11,990 --> 01:18:29,750
+is PR وθ وز in which بحيث أنمقطة الأولى الـR and
+
+683
+01:18:29,750 --> 01:18:40,670
+الـθية are the polar coordinates
+
+684
+01:18:40,670 --> 01:18:50,190
+احداثيات القطبية of the vertical projection of the
+
+685
+01:18:50,190 --> 01:18:52,550
+vertical
+
+686
+01:18:57,340 --> 01:19:10,120
+projection that is a projection of P on the X Y
+
+687
+01:19:10,120 --> 01:19:21,980
+plane النقطة الثانية يحدث Z is the rectangular
+
+688
+01:19:27,010 --> 01:19:33,030
+Rectangular Vertical Coordinate
+
+689
+01:19:33,030 --> 01:19:39,550
+يبقى
+
+690
+01:19:39,550 --> 01:19:48,190
+بناء عليه X بدأت ساوي R Cos θ و Y بدأت ساوي R Cos
+
+691
+01:19:48,190 --> 01:19:56,760
+θو Z زي ما هى او هدول X تربيع زاد Y تربيع تساوي R
+
+692
+01:19:56,760 --> 01:20:04,220
+تربيع and تانى فيتا بتساوي one على X
+
+693
+01:20:30,530 --> 01:20:34,110
+من يوم ما بدأنا ناخد إحداثيات من الإبتدائي
+
+694
+01:20:34,110 --> 01:20:39,530
+والإعدادي والثانوي قضايا لو دخلنا الجامعة و لو
+
+695
+01:20:39,530 --> 01:20:45,330
+دخلنا المستوى الأول الفصلي الثانيو احنا بناخد كله
+
+696
+01:20:45,330 --> 01:20:48,970
+Cartesian coordinates او rectangular coordinates
+
+697
+01:20:48,970 --> 01:20:55,930
+احداثيات كارتيزية او احداثيات مستطيلة طبعا طيب لكن
+
+698
+01:20:55,930 --> 01:21:01,250
+لما جينا في calculus B روحنا اخد من الاحداثيات
+
+699
+01:21:01,250 --> 01:21:05,120
+المستطيلة و نجينا coordinate coordinatesاليوم ان
+
+700
+01:21:05,120 --> 01:21:08,000
+شاء الله بنعطي نوعين طبعا مش حللها إلا نقطة النوع
+
+701
+01:21:08,000 --> 01:21:12,040
+الأول و بعدها نقطة النوع الثاني فيها نوعين أخرين
+
+702
+01:21:12,040 --> 01:21:16,800
+من الإحداثيات اللي هو الإحداثيات المستورانية
+
+703
+01:21:16,800 --> 01:21:21,660
+cylindrical coordinates والإحداثيات الرابعة
+
+704
+01:21:21,660 --> 01:21:27,820
+spherical coordinatesالإحداثيات الكورية أو
+
+705
+01:21:27,820 --> 01:21:33,080
+الكوراوية تمام؟ يبقى هالإحداثيات سيبقونا
+
+706
+01:21:33,080 --> 01:21:35,620
+Missionary Coordinates اليوم وخلينا مع ال
+
+707
+01:21:35,620 --> 01:21:40,040
+cylindrical coordinates الإحداثيات الأسطوانية هي
+
+708
+01:21:40,040 --> 01:21:45,880
+مزيج بين الإحداثيات الخطبية والإحداثيات
+
+709
+01:21:47,970 --> 01:21:53,010
+كيف كتالة قال الـ cylindrical coordinates لنقطة P
+
+710
+01:21:53,010 --> 01:22:01,250
+in space S إحداثياتها ل P,R,θ وZ Z اللي هي الـ
+
+711
+01:22:01,250 --> 01:22:05,410
+Cartesian coordinates الـR وثيتا هي الإحداثيات
+
+712
+01:22:05,410 --> 01:22:10,660
+القطبية بحيث الـR وثيتا هي ال polar coordinatesof
+
+713
+01:22:10,660 --> 01:22:16,540
+the vertical projection of B on the XY plane وزد
+
+714
+01:22:16,540 --> 01:22:20,720
+هي تبعت ال rectangular chord السؤال هو كيف ذلك؟
+
+715
+01:22:20,720 --> 01:22:25,140
+بيقولك اه استني شوية تعالى لو روحت أخدت المحاول
+
+716
+01:22:25,140 --> 01:22:29,660
+الشكل اللي عنها هذا
+
+717
+01:22:29,660 --> 01:22:34,320
+بقيني أقول عليها فانا في ال Cartesian Xوفي ال
+
+718
+01:22:34,320 --> 01:22:41,800
+Polar بقى نقول θ تساوي Zero يبقى θ تساوي Zero هذا
+
+719
+01:22:41,800 --> 01:22:46,680
+في ال Cartesian بقى نقول عليه Y وفي ال Polar بقى
+
+720
+01:22:46,680 --> 01:22:54,740
+نقول θ تساوي Pi على اتنين هذا Z وخلنا Z لإن ال
+
+721
+01:22:54,740 --> 01:23:00,110
+Polar ماعنديش إلا إحدىكويس بدنا نأخد نقطة زي
+
+722
+01:23:00,110 --> 01:23:08,850
+النقطة هذه النقطة P اليحداتي تبعها R و θ و Z بدنا
+
+723
+01:23:08,850 --> 01:23:13,990
+نشوف وين ال R و ال θ و ال Z فبنجب نسقطها على
+
+724
+01:23:13,990 --> 01:23:20,590
+المستوى XY plane يبقى لو نزلتها عمود رأسي على ال
+
+725
+01:23:20,590 --> 01:23:30,470
+XY planeيبقى الرأس هذا هو مين هو Z الموازن لمحور Z
+
+726
+01:23:30,470 --> 01:23:40,130
+طيب اتنين هذا موازن لمحور Y يبقى يؤفق و هذا موازن
+
+727
+01:23:40,130 --> 01:23:44,970
+لمحور X يبقى
+
+728
+01:23:44,970 --> 01:23:51,360
+هذا Y يبقى بده يجينا بالشكل اللي عندها تمامطب إذا
+
+729
+01:23:51,360 --> 01:23:58,340
+وين R و θ دي؟ بنقولك بسيطة الخط المائل اللي عندك
+
+730
+01:23:58,340 --> 01:24:07,940
+هذا R الخط
+
+731
+01:24:07,940 --> 01:24:14,320
+اللي عندنا هذا هذا يمثل R طب وين θ؟ الزاوية اللي
+
+732
+01:24:14,320 --> 01:24:20,550
+صنعهاعلى اتجاه الموجب للـ X-Axis يبقى هاي ثيتا
+
+733
+01:24:20,550 --> 01:24:27,770
+يبقى ثيتا و R تبعات مين؟ الإحداثية القطبية إذا
+
+734
+01:24:27,770 --> 01:24:32,390
+للنقطة هذه الإحداثية تبعها اللي و مين يا بنات؟ R و
+
+735
+01:24:32,390 --> 01:24:38,050
+ثيتا و Zero لأن Z هنا ب Zero النقطة اللي فوق اللي
+
+736
+01:24:38,050 --> 01:24:45,010
+هي R و ثيتا و Zيبقى هذه الإحداثيات القطبية مع
+
+737
+01:24:45,010 --> 01:24:50,450
+الإحداثيات الكارتيزية يبقى أي نقطة اكتبها بدلالة
+
+738
+01:24:50,450 --> 01:24:56,930
+الار والثيتا والز فبالإخاطرة اسأل بعض الأسئلة
+
+739
+01:24:56,930 --> 01:25:04,530
+السؤال الأول لو قلتلك في الإحداثيات الأسطوانية R
+
+740
+01:25:04,530 --> 01:25:17,840
+تساوي 0 تمثل مين؟ بس ال originيعني هنا هذه R محور
+
+741
+01:25:17,840 --> 01:25:22,800
+Z ممتاز فالإجابة اللي أعطتنا سلام هي إجابة دقيقة
+
+742
+01:25:22,800 --> 01:25:27,480
+مائة بالمائة والمصطلح مدام R تساوي Zero بأحنا وين
+
+743
+01:25:27,480 --> 01:25:32,240
+على محور Z إذا في ال cylindrical coordinates R
+
+744
+01:25:32,240 --> 01:25:35,880
+تساوي Zero تمثل مين؟ حكيت بالك بصوص وبره عليه شوية
+
+745
+01:25:36,070 --> 01:25:39,850
+لأن في بعض الأسئلة تانية بدي أسألها طيب لو قلت لك
+
+746
+01:25:39,850 --> 01:25:46,610
+θ تساوي θ node معادلة
+
+747
+01:25:46,610 --> 01:25:52,050
+إيه الشدد؟ في ال polar كانت خط مستقيم ال polar هو
+
+748
+01:25:52,050 --> 01:25:57,950
+الحالبوم زي θ تساوي zero و θ تساوي zero كانت خط
+
+749
+01:25:57,950 --> 01:26:03,660
+مستقيم لكن لو قلت لك θ تساوي θ node في الفراعيعشان
+
+750
+01:26:03,660 --> 01:26:13,780
+نتكلم في مستوى الفرارة ايش يمثل ايه؟ يبقى
+
+751
+01:26:13,780 --> 01:26:18,900
+هذا يمثلي plane بالشكل اللي عندنا اللي هو عمودي
+
+752
+01:26:18,900 --> 01:26:23,960
+على مستوى ال X Y plane كويس هيبقى هذه المعلومات
+
+753
+01:26:23,960 --> 01:26:32,140
+اللي هو بالنسبة ل R تساوي Zero طيب لو قلنا R تساوي
+
+754
+01:26:32,140 --> 01:26:39,590
+Aأرض تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟ أرض
+
+755
+01:26:39,590 --> 01:26:43,550
+تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي
+
+756
+01:26:43,550 --> 01:26:46,450
+إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟
+
+757
+01:26:46,450 --> 01:26:50,430
+أرض تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟ أرض
+
+758
+01:26:50,430 --> 01:26:51,250
+تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي
+
+759
+01:26:51,250 --> 01:26:52,710
+إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟ أرض تساوي إيه؟
+
+760
+01:26:52,710 --> 01:26:57,170
+أرض تساوي إيه؟ أرض تساوي إيه؟ أرض تس
+
+761
+01:27:07,550 --> 01:27:19,510
+is the equation of the z axis المقطة الأولى المقطة
+
+762
+01:27:19,510 --> 01:27:29,910
+الثانية ال a تساوي a is an equation is an equation
+
+763
+01:27:29,910 --> 01:27:42,470
+of a cylinderVision of a cylinder with axis محور
+
+764
+01:27:42,470 --> 01:28:00,050
+تبعها along the z axis على محور z and radius اللي
+
+765
+01:28:00,050 --> 01:28:01,050
+هو a
+
+766
+01:28:06,290 --> 01:28:15,510
+مرة تلاتة ثيتا تساوي ثيتا نوت is an equation of
+
+767
+01:28:15,510 --> 01:28:25,670
+a plane لمستوى contains .. contains
+
+768
+01:28:25,670 --> 01:28:31,210
+the z-axis يجتمع
+
+769
+01:28:31,210 --> 01:28:34,830
+على محور z and makes
+
+770
+01:28:39,000 --> 01:28:43,720
+أن أنجل ثتا
+
+771
+01:28:43,720 --> 01:28:55,140
+نوت مع الـ positive x
+
+772
+01:28:55,140 --> 01:28:55,920
+-axis
+
+773
+01:29:01,410 --> 01:29:07,270
+يعني لو روحنا و رسمنا هناك باختصار و قلنا هذا محور
+
+774
+01:29:07,270 --> 01:29:14,610
+X هذا محور Y هذا محور Z و روحنا و رسمنا هذا ل
+
+775
+01:29:14,610 --> 01:29:28,190
+plane فكانت رسمته على الشكل التاني اعمل
+
+776
+01:29:28,190 --> 01:29:35,680
+زاوية مقدرها في Canonمع مين؟ مع محور X يبقى هذا ال
+
+777
+01:29:35,680 --> 01:29:42,960
+plane الرأس المظلل معادلته θ تساوي ثتا نوت لكن في
+
+778
+01:29:42,960 --> 01:29:47,140
+ال polar كان ثتا تساوي ثتا نوت معادلة خاط مستقيل
+
+779
+01:29:47,140 --> 01:29:53,800
+وفي ال polar كانت R تساوي A معادلة A شهد يا بنات
+
+780
+01:29:53,800 --> 01:29:59,980
+في ال polar coordinates في ال planeدائرة مركزها
+
+781
+01:29:59,980 --> 01:30:04,740
+نقطة الأصفر و نصف قطر هيساوي نساوي a كم يكون واحد
+
+782
+01:30:04,740 --> 01:30:08,960
+ولا غيره بشرط اللي هيكون موجة لو كان سالف باخدله
+
+783
+01:30:08,960 --> 01:30:16,380
+من ال absolute value نعطي مثال فسيط على ذلك يبقى
+
+784
+01:30:16,380 --> 01:30:20,720
+examples أول
+
+785
+01:30:20,720 --> 01:30:30,270
+مثال بيقول لي evaluate أحسبالتكامل الثلاثي التالي
+
+786
+01:30:30,270 --> 01:30:38,910
+لتكامل من zero لتنين تكامل من R ناقص اتنين الى
+
+787
+01:30:38,910 --> 01:30:45,990
+الجدرى التربية الى اربعة ناقص R تربيةتكامل من صفر
+
+788
+01:30:45,990 --> 01:30:56,090
+لإتنين باقي لمن؟ لـR في صين الـθيتا زائد واحد R دي
+
+789
+01:30:56,090 --> 01:31:07,710
+R دي ثيتا دي زيتا يبقى R دي R يبقى
+
+790
+01:31:07,710 --> 01:31:27,480
+يقل لي R دي ثيتاDZ DR كتبهم لهك زي ما هم بدريجي
+
+791
+01:31:27,480 --> 01:31:34,160
+نشوف أول حاجة بدي أكمل بالنسبة إلى مين إلى Dθ
+
+792
+01:31:34,160 --> 01:31:38,600
+المسألة صارت كإنها إيش هي integration
+
+793
+01:31:40,730 --> 01:31:46,190
+من R نقص اتنين للجدر التربية للاربع نقص R تربيع
+
+794
+01:31:46,190 --> 01:31:52,850
+وتكامل من صفر للاتنين ضايق لل R تربيع صيني الزاوية
+
+795
+01:31:52,850 --> 01:32:01,390
+ثيتا زائد R D ثيتا D زاد DR بيقول انه بده كامل
+
+796
+01:32:01,390 --> 01:32:04,790
+بالنسبة ل D ثيتا ايه بهذا التكامل سهل ماعناش فيه
+
+797
+01:32:04,790 --> 01:32:11,420
+مشكلةيبقى هاي تكامل من Zero لإتنين تكامل من R ناقص
+
+798
+01:32:11,420 --> 01:32:19,360
+اتنين للجدرش تربية للاربع ناقص R تربية لمن لسالب R
+
+799
+01:32:19,360 --> 01:32:27,580
+تربية قصين الزاوية ثيتا زائد R ثيتا كل هذا الكلام
+
+800
+01:32:27,580 --> 01:32:33,220
+من Zero لغاية اتنين Pi لD زاد DA
+
+801
+01:32:35,650 --> 01:32:41,470
+هذا بالنسبة تكامل من صفر للاتنين تكامل من R ناقص
+
+802
+01:32:41,470 --> 01:32:47,810
+اتنين للجذر التربيع للاربعة ناقص R تربيع
+
+803
+01:32:50,060 --> 01:32:55,080
+هذا مصحى ربع الربوطاني مش هتبقى يبقى R نقص اتنين
+
+804
+01:32:55,080 --> 01:32:59,980
+بتعوض بالقيم اللي فوق النقص اللي تحت كوصين اتنين
+
+805
+01:32:59,980 --> 01:33:04,540
+باي زي كوصين الصفر يعني بيبقى ادياش يبقى واحد يبقى
+
+806
+01:33:04,540 --> 01:33:12,460
+ببقى لدي جدياش سالب R تربيع وهذه تصير اتنين باي ا
+
+807
+01:33:12,460 --> 01:33:21,390
+يبقى زائد اتنين باي اناقص cosine صفر بواحد ما ناقص
+
+808
+01:33:21,390 --> 01:33:31,070
+بصير الزائد R تربيع ناقص Zero في R اللي هو ب Zero
+
+809
+01:33:59,450 --> 01:34:06,690
+تكامل من صفر للإتنين تكامل من R ناقص إتنين للجذر
+
+810
+01:34:06,690 --> 01:34:12,550
+التربيعي للأربعة ناقص R تربيع هو نجي ناقص R تربيع
+
+811
+01:34:12,550 --> 01:34:19,400
+وزاد R تربيع مع بعض والإتنين by Rيبقى اتنين باي ار
+
+812
+01:34:19,400 --> 01:34:26,620
+دي زد دي اه فهذا الكلام يساوي اتنين باي خليك برا
+
+813
+01:34:26,620 --> 01:34:32,260
+وهي تكامل من صفر لغاية اتنين والار مالهاش علاقة في
+
+814
+01:34:32,260 --> 01:34:39,920
+الموضوع وتكامل الدي زد بزد من ات ار ناقص اتنين الى
+
+815
+01:34:39,920 --> 01:34:49,710
+الجدر التربيه لاربع ناقص ار تربيه لمنلذي R هذا
+
+816
+01:34:49,710 --> 01:34:56,570
+الكلام يسمى نين بايت تكمن من صفر للاتنين لل R
+
+817
+01:34:56,570 --> 01:35:04,510
+الجذري التربية لاربعة ناقص R تربية ناقص اللي هو ال
+
+818
+01:35:04,510 --> 01:35:12,150
+R في ال R ناقص واحد كل هذا الكلام بالنسبة لمين لذي
+
+819
+01:35:12,150 --> 01:35:18,910
+Rهذا يا بنات أعمل لها تعويضة هيك بتجيش عندك هنا R
+
+820
+01:35:18,910 --> 01:35:24,910
+هنا أربع ناقص R تاربية يبقى بإمكاني أحط R يسوى
+
+821
+01:35:24,910 --> 01:35:30,640
+اتنين sin θ زي calculus Bو بإمكاني أشيل الأربعة
+
+822
+01:35:30,640 --> 01:35:34,900
+نقص الأرض اللي فيها كلها مرة واحدة و أحط بدلها أي
+
+823
+01:35:34,900 --> 01:35:39,640
+متغير لإن اللي برا هو مشتقة اللي جوا بس فلسة مجداش
+
+824
+01:35:39,640 --> 01:35:47,400
+إشارة سالف و لإتنينيبدأ بناء عليه بروح للتكافل
+
+825
+01:35:47,400 --> 01:35:55,820
+الأول بتقوله حطلي مثلا w يساوي 4-r ترمية يبقى dw
+
+826
+01:35:55,820 --> 01:35:59,640
+-2rdA
+
+827
+01:36:04,350 --> 01:36:10,430
+ر دي ار اذا صارت هذا يا بنات اللي هي اتنين في
+
+828
+01:36:10,430 --> 01:36:16,270
+التكامل افضل من كده بده يصير عندك الار دي ار هكتف
+
+829
+01:36:16,270 --> 01:36:24,430
+بدالها ناقص نص وهي الدي دابليو وهذه جذري ال دابليو
+
+830
+01:36:24,430 --> 01:36:31,650
+ضالت عند حدود التكامل لما تبقى ار باتنين مصير زيرو
+
+831
+01:36:32,680 --> 01:36:37,820
+عندما تبقى R بزيرو بصير كده؟ أربعة تمام هذا الجزء
+
+832
+01:36:37,820 --> 01:36:44,140
+الأول الجزء الثاني ناقص اتنين by تكامل من زيرو
+
+833
+01:36:44,140 --> 01:36:54,820
+لإتنين لر تربيه ناقص R ب R اتنين by ر تربيه ناقص R
+
+834
+01:36:54,820 --> 01:37:03,790
+ما لك؟ اللي فوق؟يبقى ار ناقص اتنين هذه يا بنات
+
+835
+01:37:03,790 --> 01:37:10,930
+يبقى هذي بصير اتنين ار فقط يبقى هذي ار ناقص اتنين
+
+836
+01:37:14,580 --> 01:37:18,060
+هذه الكبيرة تحت الظروف أجيبها من الشكل و أخضعها من
+
+837
+01:37:18,060 --> 01:37:24,620
+شرط السلف والنص مع البي بيبقى البي تكامل من 0 ل4
+
+838
+01:37:24,620 --> 01:37:36,740
+لW أص نص DW ناقص 2 بي R تكيب على 3 ناقص R تربيع
+
+839
+01:37:36,740 --> 01:37:45,600
+كله من 0 ل2هذه πاي في W أقصد تلاتة على اتنين على
+
+840
+01:37:45,600 --> 01:37:50,600
+تلاتة على اتنين من عند ال zero لغاية الأربعة وهذه
+
+841
+01:37:50,600 --> 01:37:54,160
+ناقصت اتنين باي في تمانية
+
+842
+01:38:08,070 --> 01:38:13,450
+أس تلاتة على اتنين يعني هنا أربعة أس تلاتة على
+
+843
+01:38:13,450 --> 01:38:19,590
+اتنين ناقص Zero وهذه بالنسبة تصير ناقص اتنين by
+
+844
+01:38:19,590 --> 01:38:27,090
+تلاتة في أربعة باطلناش ناقص بتمانية بظل ناقص أربعة
+
+845
+01:38:27,090 --> 01:38:36,030
+على تلاتة ويساوي اتنين by على تلاتة فيه هذاالجدر
+
+846
+01:38:36,030 --> 01:38:41,730
+التربيع لأربعة تكيب يعني اللي هي قداش تمانية يعني
+
+847
+01:38:41,730 --> 01:38:45,490
+اربعة وستين تحت الجدر التربيعي اللي هي التمانية
+
+848
+01:38:45,490 --> 01:38:53,330
+وهنا ناقص فناقصه بزائد تمانية باي على تلاتة وهنا
+
+849
+01:38:53,330 --> 01:39:01,210
+زائد نمف تمانية ستاشر باي على تلاتة زائد تمانية
+
+850
+01:39:01,210 --> 01:39:07,990
+بايع تلاتة ويسوء أربعة وعشرين باى يعني تمانية باى
+
+851
+01:39:07,990 --> 01:39:13,390
+تمانية باى على كل الخط يبقى هذه الإجابة المرة
+
+852
+01:39:13,390 --> 01:39:19,730
+القادمة ان شاء الله بنكمل هذا ال section حد بتحب
+
+853
+01:39:19,730 --> 01:39:24,250
+تسأل أي سؤال هنا يبقى اتوكر على الله
+
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/YDVEQJcaKaA_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/YDVEQJcaKaA_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..86cdb45ca53fa6260f5fda0f2051fa20a72cd150
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/YDVEQJcaKaA_raw.json
@@ -0,0 +1 @@
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414.52, "end": 439.74, "text": "الـ V ممكن يساوي Zero ممكن يساوي Zero اقتناش إذا الزاوية قائمة يبقى هذا الكلام F ثيتا تساوي باي على اتنين وهذا الكلام F and only F ال U and ال V", "tokens": [6027, 39184, 691, 3714, 43020, 7251, 3794, 995, 45865, 17182, 3714, 43020, 7251, 3794, 995, 45865, 17182, 1975, 38149, 1863, 33599, 11933, 15730, 6024, 110, 995, 2407, 10632, 12174, 16373, 46007, 7251, 3555, 4587, 7578, 23758, 2423, 28820, 10943, 479, 38637, 36081, 995, 6055, 3794, 995, 45865, 4724, 47302, 15844, 1975, 2655, 1863, 9957, 37037, 15730, 2423, 28820, 10943, 479, 293, 787, 479, 2423, 624, 293, 2423, 691], "avg_logprob": -0.30321559353151184, "compression_ratio": 1.6180555555555556, "no_speech_prob": 9.5367431640625e-07, "words": [{"start": 414.52, "end": 414.8, "word": "الـ", "probability": 0.390869140625}, {"start": 414.8, "end": 415.14, "word": " V", "probability": 0.418212890625}, {"start": 415.14, "end": 416.22, "word": " ممكن", "probability": 0.90087890625}, {"start": 416.22, "end": 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"word": " F", "probability": 0.79931640625}, {"start": 425.24, "end": 426.48, "word": " ثيتا", "probability": 0.579345703125}, {"start": 426.48, "end": 427.38, "word": " تساوي", "probability": 0.9552001953125}, {"start": 427.38, "end": 427.94, "word": " باي", "probability": 0.3277587890625}, {"start": 427.94, "end": 428.28, "word": " على", "probability": 0.7548828125}, {"start": 428.28, "end": 428.96, "word": " اتنين", "probability": 0.870849609375}, {"start": 428.96, "end": 430.44, "word": " وهذا", "probability": 0.7169189453125}, {"start": 430.44, "end": 431.1, "word": " الكلام", "probability": 0.9427083333333334}, {"start": 431.1, "end": 431.72, "word": " F", "probability": 0.25048828125}, {"start": 431.72, "end": 435.2, "word": " and", "probability": 0.89111328125}, {"start": 435.2, "end": 435.68, "word": " only", "probability": 0.81689453125}, {"start": 435.68, "end": 436.22, "word": " F", "probability": 0.89208984375}, {"start": 436.22, "end": 436.98, "word": " ال", "probability": 0.69873046875}, {"start": 436.98, "end": 437.48, "word": " U", "probability": 0.556640625}, {"start": 437.48, "end": 438.74, "word": " and", "probability": 0.52783203125}, {"start": 438.74, "end": 439.3, "word": " ال", "probability": 0.8583984375}, {"start": 439.3, "end": 439.74, "word": " V", "probability": 0.97216796875}], "temperature": 1.0}, {"id": 18, "seek": 45378, "start": 445.9, "end": 453.78, "text": "يبقى إذا كانوا المتجهات لاتنين متعمدين، يابانات كلمة متعمد معناها perpendicular", "tokens": [1829, 3555, 4587, 7578, 11933, 15730, 25961, 14407, 9673, 2655, 7435, 3224, 9307, 5296, 9307, 1863, 9957, 44650, 25957, 3215, 9957, 12399, 7251, 16758, 7649, 9307, 9122, 19528, 3660, 44650, 25957, 3215, 20449, 8315, 11296, 26734], "avg_logprob": -0.1462204359673165, "compression_ratio": 1.2857142857142858, "no_speech_prob": 0.0, "words": [{"start": 445.9, "end": 446.52, "word": "يبقى", "probability": 0.9429931640625}, {"start": 446.52, "end": 446.78, "word": " إذا", 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أو ال U و ال V are orthogonal", "tokens": [45340, 14851, 4587, 32640, 9957, 44650, 3615, 10943, 3215, 7649, 7251, 3555, 4587, 7578, 2423, 39184, 732, 3876, 366, 26734, 7251, 3555, 4587, 7578, 624, 48812, 3215, 2423, 691, 47525, 3224, 7251, 3794, 2407, 7578, 17182, 11933, 15730, 25961, 2655, 9122, 15730, 6055, 3794, 2407, 7578, 4724, 1829, 15844, 1975, 2655, 1863, 9957, 34051, 2423, 624, 4032, 2423, 691, 366, 41488], "avg_logprob": -0.4848790260091905, "compression_ratio": 1.35625, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 471.07, "end": 471.95, "word": "المستقيمين", "probability": 0.5892578125}, {"start": 471.95, "end": 472.83, "word": " متعامدان", "probability": 0.67900390625}, {"start": 472.83, "end": 473.39, "word": " يبقى", "probability": 0.70660400390625}, {"start": 473.39, "end": 473.55, "word": " الـ", "probability": 0.40673828125}, {"start": 473.55, "end": 473.77, "word": " two", "probability": 0.607421875}, {"start": 473.77, "end": 474.21, "word": " lines", 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{"start": 484.71, "end": 484.87, "word": " كذا", "probability": 0.37322998046875}, {"start": 484.87, "end": 485.43, "word": " تسوى", "probability": 0.890625}, {"start": 485.43, "end": 485.67, "word": " بي", "probability": 0.3465576171875}, {"start": 485.67, "end": 485.91, "word": " على", "probability": 0.81103515625}, {"start": 485.91, "end": 486.51, "word": " اتنين", "probability": 0.930908203125}, {"start": 486.51, "end": 487.29, "word": " أو", "probability": 0.7783203125}, {"start": 487.29, "end": 487.73, "word": " ال", "probability": 0.76416015625}, {"start": 487.73, "end": 487.93, "word": " U", "probability": 0.71875}, {"start": 487.93, "end": 488.15, "word": " و", "probability": 0.87451171875}, {"start": 488.15, "end": 488.19, "word": " ال", "probability": 0.61865234375}, {"start": 488.19, "end": 488.45, "word": " V", "probability": 0.96923828125}, {"start": 488.45, "end": 488.93, "word": " are", "probability": 0.78369140625}, {"start": 488.93, "end": 489.73, "word": " orthogonal", "probability": 0.90185546875}], "temperature": 1.0}, {"id": 20, "seek": 50117, "start": 490.25, "end": 501.17, "text": "النقطة الخامسة لو جيت بناء عليه سألتك السؤال التالي وقلتك لو بدي ال U ضد ال U", "tokens": [6027, 1863, 47432, 3660, 33962, 10943, 3794, 3660, 45164, 10874, 36081, 44945, 16606, 47356, 8608, 10721, 1211, 2655, 4117, 21136, 33604, 6027, 16712, 6027, 1829, 4032, 4587, 1211, 2655, 4117, 45164, 4724, 16254, 2423, 624, 48812, 3215, 2423, 624], "avg_logprob": -0.16738281659781934, "compression_ratio": 1.3877551020408163, "no_speech_prob": 0.0, "words": [{"start": 490.25, "end": 491.31, "word": "النقطة", "probability": 0.94482421875}, {"start": 491.31, "end": 492.55, "word": " الخامسة", "probability": 0.981689453125}, {"start": 492.55, "end": 493.43, "word": " لو", "probability": 0.61328125}, {"start": 493.43, "end": 493.83, "word": " جيت", "probability": 0.927490234375}, {"start": 493.83, "end": 494.35, "word": " بناء", "probability": 0.9365234375}, {"start": 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52312, "start": 503.82, "end": 523.12, "text": "يبقى هذا الكلام يعطينا قداش طول ال U في طول ال U في Cos الزاوية، قداش الزاوية بين المتجة هو نفسه؟ Zero، Cos صفرة في قداش يا بنات؟ واحد، إذا هذا هيعطينا طول ال U تربيع", "tokens": [1829, 3555, 4587, 7578, 23758, 2423, 28820, 10943, 7251, 3615, 9566, 1829, 8315, 12174, 3215, 33599, 23032, 12610, 2423, 624, 8978, 23032, 12610, 2423, 624, 8978, 15855, 6024, 110, 995, 2407, 10632, 12399, 12174, 3215, 33599, 6024, 110, 995, 2407, 10632, 49374, 9673, 2655, 7435, 3660, 31439, 8717, 36178, 3224, 22807, 17182, 12399, 15855, 20328, 5172, 25720, 8978, 12174, 3215, 33599, 35186, 4724, 8315, 2655, 22807, 36764, 24401, 12399, 11933, 15730, 23758, 39896, 3615, 9566, 1829, 8315, 23032, 12610, 2423, 624, 6055, 25513, 40228], "avg_logprob": -0.2511029552010929, "compression_ratio": 1.7108433734939759, "no_speech_prob": 0.0, "words": [{"start": 503.82, "end": 504.34, "word": "يبقى", "probability": 0.8359375}, {"start": 504.34, "end": 504.66, "word": " هذا", 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"word": " يا", "probability": 0.96484375}, {"start": 517.42, "end": 518.0, "word": " بنات؟", "probability": 0.87841796875}, {"start": 518.0, "end": 519.22, "word": " واحد،", "probability": 0.8063151041666666}, {"start": 519.22, "end": 519.44, "word": " إذا", "probability": 0.814697265625}, {"start": 519.44, "end": 519.84, "word": " هذا", "probability": 0.546875}, {"start": 519.84, "end": 520.9, "word": " هيعطينا", "probability": 0.93408203125}, {"start": 520.9, "end": 521.74, "word": " طول", "probability": 0.9970703125}, {"start": 521.74, "end": 522.02, "word": " ال", "probability": 0.97900390625}, {"start": 522.02, "end": 522.24, "word": " U", "probability": 0.9765625}, {"start": 522.24, "end": 523.12, "word": " تربيع", "probability": 0.8111979166666666}], "temperature": 1.0}, {"id": 22, "seek": 53655, "start": 524.02, "end": 536.56, "text": "طب لو بدى اجيب طول ال U بدلالة ال dot إذا باخد ال square root للطرفين يبقى هذا بدى يعطينا ان طول ال U بدى ساوي", "tokens": [9566, 3555, 45164, 47525, 7578, 1975, 7435, 1829, 3555, 23032, 12610, 2423, 624, 47525, 1211, 6027, 3660, 2423, 5893, 11933, 15730, 4724, 47283, 3215, 2423, 3732, 5593, 24976, 9566, 28480, 9957, 7251, 3555, 4587, 7578, 23758, 47525, 7578, 37495, 9566, 1829, 8315, 16472, 23032, 12610, 2423, 624, 47525, 7578, 8608, 995, 45865], "avg_logprob": -0.25707545820272193, "compression_ratio": 1.4173228346456692, "no_speech_prob": 2.282857894897461e-05, "words": [{"start": 524.02, "end": 524.38, "word": "طب", "probability": 0.629638671875}, {"start": 524.38, "end": 524.62, "word": " لو", "probability": 0.94677734375}, {"start": 524.62, "end": 525.04, "word": " بدى", "probability": 0.608642578125}, {"start": 525.04, "end": 525.48, "word": " اجيب", "probability": 0.8387451171875}, {"start": 525.48, "end": 525.98, "word": " طول", "probability": 0.986328125}, {"start": 525.98, "end": 526.2, "word": " ال", "probability": 0.8779296875}, {"start": 526.2, "end": 526.38, "word": " U", "probability": 0.451171875}, {"start": 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بعض", "probability": 0.966796875}, {"start": 663.66, "end": 664.34, "word": " الخواص", "probability": 0.935546875}, {"start": 664.34, "end": 665.56, "word": " الأساسية", "probability": 0.9486083984375}, {"start": 665.56, "end": 665.82, "word": " طب", "probability": 0.76904296875}, {"start": 665.82, "end": 666.08, "word": " بدي", "probability": 0.8212890625}, {"start": 666.08, "end": 666.48, "word": " أطرح", "probability": 0.940673828125}, {"start": 666.48, "end": 666.86, "word": " كمان", "probability": 0.982421875}, {"start": 666.86, "end": 667.66, "word": " تساؤل", "probability": 0.87607421875}], "temperature": 1.0}, {"id": 28, "seek": 69233, "start": 668.59, "end": 692.33, "text": "هل Zero vector Orthogonal to any vector؟ مرة تانية أنا عند Zero vector Zero vector قدر كتبات ومكتبات Zero في اتجاه انا، Zero في اتجاه انا، Zero في اتجاه انا، Zero في اتجاه انا، Zero في اتجاه انا هل Zero vector Orthogonal to any given vector؟", "tokens": [3224, 1211, 17182, 8062, 27554, 664, 21523, 281, 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اتجاه", "probability": 0.9754638671875}, {"start": 684.45, "end": 684.45, "word": " انا،", "probability": 0.6982421875}, {"start": 684.45, "end": 684.45, "word": " Zero", "probability": 0.88134765625}, {"start": 684.45, "end": 684.45, "word": " في", "probability": 0.9814453125}, {"start": 684.45, "end": 684.45, "word": " اتجاه", "probability": 0.973388671875}, {"start": 684.45, "end": 684.87, "word": " انا،", "probability": 0.7638346354166666}, {"start": 684.87, "end": 684.87, "word": " Zero", "probability": 0.8642578125}, {"start": 684.87, "end": 684.87, "word": " في", "probability": 0.97998046875}, {"start": 684.87, "end": 684.87, "word": " اتجاه", "probability": 0.9652099609375}, {"start": 684.87, "end": 684.87, "word": " انا", "probability": 0.88623046875}, {"start": 684.87, "end": 685.61, "word": " هل", "probability": 0.5546875}, {"start": 685.61, "end": 686.15, "word": " Zero", "probability": 0.92578125}, {"start": 686.15, "end": 686.79, "word": " vector", "probability": 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"word": " القيمتين", "probability": 0.91845703125}, {"start": 986.59, "end": 988.97, "word": " المطلوبتين", "probability": 0.905029296875}, {"start": 988.97, "end": 990.67, "word": " لألفة", "probability": 0.678619384765625}], "temperature": 1.0}, {"id": 39, "seek": 104453, "start": 1017.27, "end": 1044.53, "text": "كمان مثال example two بيقول let ال U يساوي تلاتة I ناقص J ناقص اتنين K and ال V تساوي I زائد اتنين J", "tokens": [24793, 7649, 50113, 6027, 1365, 732, 4724, 1829, 39648, 718, 2423, 624, 7251, 3794, 995, 45865, 6055, 1211, 9307, 3660, 286, 8717, 995, 4587, 9381, 508, 8717, 995, 4587, 9381, 1975, 2655, 1863, 9957, 591, 293, 2423, 691, 6055, 3794, 995, 45865, 286, 30767, 16373, 3215, 1975, 2655, 1863, 9957, 508], "avg_logprob": -0.206280042632268, "compression_ratio": 1.2941176470588236, "no_speech_prob": 0.0, "words": [{"start": 1017.27, "end": 1017.69, "word": "كمان", "probability": 0.755126953125}, {"start": 1017.69, "end": 1018.37, "word": " مثال", "probability": 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0.982421875}, {"start": 1036.25, "end": 1037.01, "word": " اتنين", "probability": 0.947998046875}, {"start": 1037.01, "end": 1037.69, "word": " K", "probability": 0.9462890625}, {"start": 1037.69, "end": 1038.61, "word": " and", "probability": 0.55322265625}, {"start": 1038.61, "end": 1039.71, "word": " ال", "probability": 0.75732421875}, {"start": 1039.71, "end": 1040.11, "word": " V", "probability": 0.9697265625}, {"start": 1040.11, "end": 1041.03, "word": " تساوي", "probability": 0.9002685546875}, {"start": 1041.03, "end": 1042.15, "word": " I", "probability": 0.98193359375}, {"start": 1042.15, "end": 1043.23, "word": " زائد", "probability": 0.8444010416666666}, {"start": 1043.23, "end": 1043.99, "word": " اتنين", "probability": 0.9892578125}, {"start": 1043.99, "end": 1044.53, "word": " J", "probability": 0.94580078125}], "temperature": 1.0}, {"id": 40, "seek": 107917, "start": 1049.89, "end": 1079.17, "text": "أو ايش دولنا؟ نمرة A الـU ضد الـV نمرة B the angle between U and الـV أظن انتهينا من المثال الأول يا بنات هذا نمسحه", "tokens": [10721, 2407, 1975, 1829, 8592, 11778, 12610, 8315, 22807, 8717, 2304, 25720, 316, 2423, 39184, 52, 48812, 3215, 2423, 39184, 53, 8717, 2304, 25720, 363, 264, 5802, 1296, 624, 293, 2423, 39184, 53, 5551, 19913, 1863, 16472, 47395, 1829, 8315, 9154, 9673, 12984, 6027, 16247, 12610, 35186, 4724, 8315, 2655, 8032, 8848, 995, 8717, 2304, 3794, 5016, 3224], "avg_logprob": -0.42611228005360746, "compression_ratio": 1.3093525179856116, "no_speech_prob": 0.0, "words": [{"start": 1049.89, "end": 1050.21, "word": "أو", "probability": 0.5230712890625}, {"start": 1050.21, "end": 1050.39, "word": " ايش", "probability": 0.394775390625}, {"start": 1050.39, "end": 1051.39, "word": " دولنا؟", "probability": 0.81207275390625}, {"start": 1051.39, "end": 1051.99, "word": " نمرة", "probability": 0.5906575520833334}, {"start": 1051.99, "end": 1052.47, "word": " A", "probability": 0.6025390625}, {"start": 1052.47, "end": 1053.93, "word": " الـU", 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"probability": 0.794921875}, {"start": 1077.11, "end": 1077.21, "word": " من", "probability": 0.97900390625}, {"start": 1077.21, "end": 1077.57, "word": " المثال", "probability": 0.9454752604166666}, {"start": 1077.57, "end": 1077.89, "word": " الأول", "probability": 0.97412109375}, {"start": 1077.89, "end": 1078.05, "word": " يا", "probability": 0.2373046875}, {"start": 1078.05, "end": 1078.31, "word": " بنات", "probability": 0.8478190104166666}, {"start": 1078.31, "end": 1078.55, "word": " هذا", "probability": 0.4046223958333333}, {"start": 1078.55, "end": 1079.17, "word": " نمسحه", "probability": 0.766357421875}], "temperature": 1.0}, {"id": 41, "seek": 111560, "start": 1097.75, "end": 1115.61, "text": "سؤال مرة تانية، عند ال U عند ال V قال لي هدل ال U ضد ال V فبجي بقوله نمرة A ال U ضد ال V بده يساعد أضرب المركبات المتناضرة في بعضها، تلاتة في واحد كدهاش", "tokens": [3794, 33604, 6027, 3714, 25720, 6055, 7649, 10632, 12399, 43242, 2423, 624, 43242, 2423, 691, 50239, 32239, 8032, 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بقوله كويس طول ال U بده يساوي اللي هو الجدر التربيه لمربع الأول بتسعة مربع التاني واحد مربع اللي بعده اللي هو أربعة يبقى square root لل 14", "tokens": [1829, 2407, 48812, 3215, 2423, 691, 15844, 23032, 12610, 2423, 624, 6156, 9566, 12610, 2423, 691, 4724, 39648, 3224, 9122, 45865, 3794, 23032, 12610, 2423, 624, 47525, 3224, 7251, 3794, 995, 45865, 13672, 1829, 31439, 25724, 3215, 2288, 16712, 2288, 21292, 3224, 5296, 29973, 3555, 3615, 16247, 12610, 39894, 3794, 27884, 3714, 25513, 3615, 16712, 7649, 1829, 36764, 24401, 3714, 25513, 3615, 13672, 1829, 39182, 3224, 13672, 1829, 31439, 5551, 25513, 27884, 7251, 3555, 4587, 7578, 3732, 5593, 24976, 3499], "avg_logprob": -0.336998450903245, "compression_ratio": 1.7469879518072289, "no_speech_prob": 4.76837158203125e-07, "words": [{"start": 1149.95, "end": 1150.47, "word": "يو", "probability": 0.1790771484375}, {"start": 1150.47, "end": 1150.83, "word": " ضد", "probability": 0.5361328125}, {"start": 1150.83, "end": 1151.07, "word": " ال", 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the product خواص حاصل الضرب القياسي فبجي بقول F ال U و ال V and ال W", "tokens": [3555, 1863, 7435, 1829, 16247, 1863, 35186, 4724, 8315, 2655, 5296, 3555, 3615, 11242, 33962, 14407, 9381, 6055, 3555, 3615, 9307, 48812, 3215, 2423, 1674, 7251, 3555, 4587, 7578, 20666, 3215, 6027, 1829, 5296, 2423, 7221, 295, 264, 1674, 16490, 14407, 9381, 11331, 33546, 1211, 6024, 114, 25513, 25062, 25528, 3794, 1829, 6156, 3555, 7435, 1829, 4724, 39648, 479, 2423, 624, 4032, 2423, 691, 293, 2423, 343], "avg_logprob": -0.2741268242106718, "compression_ratio": 1.4871794871794872, "no_speech_prob": 0.0, "words": [{"start": 1279.83, "end": 1280.21, "word": "بنجي", "probability": 0.678955078125}, {"start": 1280.21, "end": 1280.49, "word": " الأن", "probability": 0.64501953125}, {"start": 1280.49, "end": 1280.65, "word": " يا", "probability": 0.96533203125}, {"start": 1280.65, "end": 1280.91, "word": " بنات", "probability": 0.83935546875}, {"start": 1280.91, "end": 1281.47, "word": " لبعض", "probability": 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"probability": 0.7451171875}, {"start": 1306.15, "end": 1306.63, "word": " V", "probability": 0.96875}, {"start": 1306.63, "end": 1307.63, "word": " and", "probability": 0.51953125}, {"start": 1307.63, "end": 1307.89, "word": " ال", "probability": 0.91259765625}, {"start": 1307.89, "end": 1308.45, "word": " W", "probability": 0.9560546875}], "temperature": 1.0}, {"id": 49, "seek": 133838, "start": 1309.18, "end": 1338.38, "text": "are any vectors أي متجهات and الـ C is this color then النقطة الأولى ال U بط ال V تساوي V بط ال U النقطة الثانية", "tokens": [543, 604, 18875, 36632, 44650, 7435, 3224, 9307, 293, 2423, 39184, 383, 307, 341, 2017, 550, 28239, 47432, 3660, 16247, 12610, 7578, 2423, 624, 4724, 9566, 2423, 691, 6055, 3794, 995, 45865, 691, 4724, 9566, 2423, 624, 28239, 47432, 3660, 6024, 104, 7649, 10632], "avg_logprob": -0.2715277883741591, "compression_ratio": 1.314516129032258, "no_speech_prob": 0.0, "words": [{"start": 1309.18, "end": 1309.94, "word": "are", "probability": 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1338.38, "word": " الثانية", "probability": 0.9783935546875}], "temperature": 1.0}, {"id": 50, "seek": 136881, "start": 1340.95, "end": 1368.81, "text": "الـ C U ضد V يسوى U ضد CV يسوى C في U ضد V النقطة التالتة U ضد V زائد W يسوى U ضد V زائد U ضد W", "tokens": [6027, 39184, 383, 624, 48812, 3215, 691, 7251, 3794, 2407, 7578, 624, 48812, 3215, 22995, 7251, 3794, 2407, 7578, 383, 8978, 624, 48812, 3215, 691, 28239, 47432, 3660, 16712, 6027, 2655, 3660, 624, 48812, 3215, 691, 30767, 16373, 3215, 343, 7251, 3794, 2407, 7578, 624, 48812, 3215, 691, 30767, 16373, 3215, 624, 48812, 3215, 343], "avg_logprob": -0.18457031941839627, "compression_ratio": 1.7261904761904763, "no_speech_prob": 0.0, "words": [{"start": 1340.95, "end": 1341.33, "word": "الـ", "probability": 0.7147216796875}, {"start": 1341.33, "end": 1341.83, "word": " C", "probability": 0.485107421875}, {"start": 1341.83, "end": 1343.09, "word": " U", "probability": 0.68798828125}, {"start": 1343.09, "end": 1344.23, "word": " ضد", "probability": 0.575439453125}, {"start": 1344.23, "end": 1344.91, "word": " V", "probability": 0.40234375}, {"start": 1344.91, "end": 1346.43, "word": " يسوى", "probability": 0.55267333984375}, {"start": 1346.43, "end": 1346.85, "word": " U", "probability": 0.88037109375}, {"start": 1346.85, "end": 1347.77, "word": " ضد", "probability": 0.990478515625}, {"start": 1347.77, "end": 1348.83, "word": " CV", "probability": 0.48291015625}, {"start": 1348.83, "end": 1350.01, "word": " يسوى", "probability": 0.89404296875}, {"start": 1350.01, "end": 1350.55, "word": " C", "probability": 0.91845703125}, {"start": 1350.55, "end": 1351.19, "word": " في", "probability": 0.63232421875}, {"start": 1351.19, "end": 1351.85, "word": " U", "probability": 0.90966796875}, {"start": 1351.85, "end": 1352.69, "word": " ضد", "probability": 0.99365234375}, {"start": 1352.69, "end": 1353.21, "word": " V", "probability": 0.98828125}, {"start": 1353.21, "end": 1355.65, "word": " النقطة", "probability": 0.8395182291666666}, {"start": 1355.65, "end": 1356.51, "word": " التالتة", "probability": 0.9466552734375}, {"start": 1356.51, "end": 1358.03, "word": " U", "probability": 0.61962890625}, {"start": 1358.03, "end": 1359.71, "word": " ضد", "probability": 0.9921875}, {"start": 1359.71, "end": 1360.55, "word": " V", "probability": 0.9853515625}, {"start": 1360.55, "end": 1361.75, "word": " زائد", "probability": 0.6741536458333334}, {"start": 1361.75, "end": 1362.47, "word": " W", "probability": 0.96630859375}, {"start": 1362.47, "end": 1363.83, "word": " يسوى", "probability": 0.969482421875}, {"start": 1363.83, "end": 1364.31, "word": " U", "probability": 0.974609375}, {"start": 1364.31, "end": 1365.03, "word": " ضد", "probability": 0.994140625}, {"start": 1365.03, "end": 1365.73, "word": " V", "probability": 0.982421875}, {"start": 1365.73, "end": 1366.87, "word": " زائد", "probability": 0.95458984375}, {"start": 1366.87, "end": 1367.39, "word": " U", "probability": 0.73583984375}, {"start": 1367.39, "end": 1368.21, "word": " ضد", "probability": 0.98388671875}, {"start": 1368.21, "end": 1368.81, "word": " W", "probability": 0.994140625}], "temperature": 1.0}, {"id": 51, "seek": 138042, "start": 1370.06, "end": 1380.42, "text": "النقطة الرابعة والاخيرة الـ zero dot ال U بده يساوي مين؟ بده يساوي ال zero", "tokens": [6027, 1863, 47432, 3660, 34892, 16758, 27884, 16070, 47283, 48923, 2423, 39184, 4018, 5893, 2423, 624, 47525, 3224, 7251, 3794, 995, 45865, 3714, 9957, 22807, 47525, 3224, 7251, 3794, 995, 45865, 2423, 4018], "avg_logprob": -0.33846507615902843, "compression_ratio": 1.3118279569892473, "no_speech_prob": 0.0, "words": [{"start": 1370.06, "end": 1370.86, "word": "النقطة", "probability": 0.79998779296875}, {"start": 1370.86, "end": 1371.38, "word": " الرابعة", "probability": 0.9181315104166666}, {"start": 1371.38, "end": 1372.44, "word": " والاخيرة", "probability": 0.814453125}, {"start": 1372.44, "end": 1373.7, "word": " الـ", "probability": 0.50830078125}, {"start": 1373.7, "end": 1373.96, "word": " zero", "probability": 0.31591796875}, {"start": 1373.96, "end": 1375.12, "word": " dot", "probability": 0.310546875}, {"start": 1375.12, "end": 1375.52, "word": " ال", "probability": 0.83984375}, {"start": 1375.52, "end": 1375.92, "word": " U", "probability": 0.73779296875}, {"start": 1375.92, "end": 1376.7, "word": " بده", "probability": 0.5687255859375}, {"start": 1376.7, "end": 1377.12, "word": " يساوي", "probability": 0.852783203125}, {"start": 1377.12, "end": 1377.92, "word": " مين؟", "probability": 0.5236409505208334}, {"start": 1377.92, "end": 1378.36, "word": " بده", "probability": 0.8740234375}, {"start": 1378.36, "end": 1379.28, "word": " يساوي", "probability": 0.9747314453125}, {"start": 1379.28, "end": 1380.02, "word": " ال", "probability": 0.93505859375}, {"start": 1380.02, "end": 1380.42, "word": " zero", "probability": 0.492431640625}], "temperature": 1.0}, {"id": 52, "seek": 142300, "start": 1398.8, "end": 1423.0, "text": "من هذه الخواصة بقول ال properties of the dot product الخواص حصلت ضرب القياسي لمتجهين لو عندي three vectors u وv وw وعندي c is scalar then ال u ضد ال v تسوي v ضد ال u", "tokens": [27842, 29538, 33962, 2407, 33546, 3660, 4724, 39648, 2423, 7221, 295, 264, 5893, 1674, 33962, 2407, 33546, 11331, 36520, 2655, 48812, 25513, 25062, 25528, 3794, 1829, 32767, 2655, 7435, 3224, 9957, 45164, 18871, 16254, 1045, 18875, 344, 4032, 85, 4032, 86, 4032, 3615, 1863, 16254, 269, 307, 39684, 550, 2423, 344, 48812, 3215, 2423, 371, 6055, 3794, 45865, 371, 48812, 3215, 2423, 344], "avg_logprob": -0.3449707073159516, "compression_ratio": 1.4191616766467066, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 1398.8, "end": 1399.18, "word": "من", "probability": 0.12451171875}, {"start": 1399.18, "end": 1399.84, "word": " هذه", "probability": 0.953125}, {"start": 1399.84, "end": 1401.88, "word": " الخواصة", "probability": 0.7008056640625}, {"start": 1401.88, "end": 1403.54, "word": " بقول", "probability": 0.5538330078125}, {"start": 1403.54, "end": 1403.68, "word": " ال", "probability": 0.51220703125}, {"start": 1403.68, "end": 1404.18, "word": " properties", "probability": 0.1898193359375}, {"start": 1404.18, "end": 1405.3, "word": " of", "probability": 0.96435546875}, {"start": 1405.3, "end": 1405.84, "word": " the", "probability": 0.501953125}, {"start": 1405.84, "end": 1406.1, "word": " dot", "probability": 0.6572265625}, {"start": 1406.1, "end": 1406.82, "word": " product", "probability": 0.96826171875}, {"start": 1406.82, "end": 1408.28, "word": " الخواص", "probability": 0.8313802083333334}, {"start": 1408.28, "end": 1409.0, "word": " حصلت", "probability": 0.7242838541666666}, {"start": 1409.0, "end": 1409.28, "word": " ضرب", "probability": 0.982177734375}, {"start": 1409.28, "end": 1410.0, "word": " القياسي", "probability": 0.870361328125}, {"start": 1410.0, "end": 1410.9, "word": " لمتجهين", "probability": 0.8025390625}, {"start": 1410.9, "end": 1411.6, 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"text": "هل هو vector ولا scalar؟ vector وهذا من هنا عامة الشركية الأولى مطاول والتانى مضورة صغيرة يبقى اللى على اليمين اللى يساوى يا بنات هذا scalar ال zero ال scalar واللى على الشمال هو ال zero vector ومن هم أنا بدي أتميزي بينهم يبقى هذا لإن مافيش حاجة اسمها ضط ما بين scalar و vector", "tokens": [3224, 1211, 31439, 8062, 49429, 39684, 22807, 8062, 37037, 15730, 9154, 34105, 6225, 10943, 3660, 25124, 31747, 10632, 16247, 12610, 7578, 3714, 9566, 995, 12610, 4032, 6027, 2655, 7649, 7578, 3714, 11242, 13063, 3660, 20328, 17082, 48923, 7251, 3555, 4587, 7578, 13672, 7578, 15844, 2423, 32640, 9957, 13672, 7578, 7251, 3794, 995, 2407, 7578, 35186, 4724, 8315, 2655, 23758, 39684, 2423, 4018, 2423, 39684, 4032, 6027, 23942, 15844, 25124, 2304, 6027, 31439, 2423, 4018, 8062, 4032, 27842, 8032, 2304, 41850, 4724, 16254, 5551, 39237, 1829, 11622, 1829, 49374, 16095, 7251, 3555, 4587, 7578, 23758, 5296, 28814, 1863, 19446, 41185, 8592, 11331, 26108, 3660, 24525, 2304, 11296, 48812, 9566, 19446, 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في الـ Cos الزاوية واتجاه", "tokens": [9566, 12610, 2423, 39184, 624, 8978, 2423, 39184, 15855, 6024, 110, 995, 2407, 10632, 4032, 9307, 7435, 40294], "avg_logprob": -0.6476151315789473, "compression_ratio": 1.0350877192982457, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 2754.23, "end": 2755.29, "word": "طول", "probability": 0.59417724609375}, {"start": 2755.29, "end": 2755.53, "word": " الـ", "probability": 0.3714599609375}, {"start": 2755.53, "end": 2755.75, "word": " U", "probability": 0.3828125}, {"start": 2755.75, "end": 2757.93, "word": " في", "probability": 0.68701171875}, {"start": 2757.93, "end": 2758.21, "word": " الـ", "probability": 0.5611572265625}, {"start": 2758.21, "end": 2758.39, "word": " Cos", "probability": 0.46728515625}, {"start": 2758.39, "end": 2759.17, "word": " الزاوية", "probability": 0.7939697265625}, {"start": 2759.17, "end": 2760.49, "word": " واتجاه", "probability": 0.6964111328125}], "temperature": 1.0}, {"id": 99, "seek": 278625, "start": 2763.01, "end": 2786.25, "text": "تجاه ال V هذا الأول سنة من التانية هاروح للتانية يبقى هو طول ال U في قصين الزاوية تيتها هذا طول ال projection لكن اتجاهه هو اتجاه ال V يعني في اتجاه V على طول ال V اللي هو متجه الوحدة في اتجاه من V", "tokens": [2655, 7435, 40294, 2423, 691, 23758, 2423, 10721, 12610, 8608, 1863, 3660, 9154, 16712, 7649, 10632, 8032, 9640, 2407, 5016, 24976, 2655, 7649, 10632, 7251, 3555, 4587, 7578, 31439, 23032, 12610, 2423, 624, 8978, 12174, 9381, 9957, 6024, 110, 995, 2407, 10632, 6055, 36081, 11296, 23758, 23032, 12610, 2423, 22743, 44381, 1975, 2655, 7435, 40294, 3224, 31439, 1975, 2655, 7435, 40294, 2423, 691, 37495, 22653, 8978, 1975, 2655, 7435, 40294, 691, 15844, 23032, 12610, 2423, 691, 13672, 1829, 31439, 44650, 7435, 3224, 2423, 2407, 24401, 3660, 8978, 1975, 2655, 7435, 40294, 9154, 691], "avg_logprob": -0.3248005464990088, "compression_ratio": 1.8764044943820224, "no_speech_prob": 2.86102294921875e-06, "words": [{"start": 2763.01, "end": 2763.85, "word": "تجاه", "probability": 0.6011250813802084}, {"start": 2763.85, "end": 2764.09, "word": " ال", "probability": 0.335205078125}, {"start": 2764.09, "end": 2764.45, "word": " V", "probability": 0.52294921875}, {"start": 2764.45, "end": 2764.81, "word": " هذا", "probability": 0.2822265625}, {"start": 2764.81, "end": 2765.49, "word": " الأول", "probability": 0.5926920572916666}, {"start": 2765.49, "end": 2765.99, "word": " سنة", "probability": 0.4810384114583333}, {"start": 2765.99, "end": 2766.13, "word": " من", "probability": 0.380615234375}, {"start": 2766.13, "end": 2766.43, "word": " التانية", "probability": 0.8038736979166666}, {"start": 2766.43, "end": 2766.71, "word": " هاروح", "probability": 0.569732666015625}, {"start": 2766.71, "end": 2767.19, "word": " للتانية", "probability": 0.81500244140625}, {"start": 2767.19, "end": 2768.05, "word": " يبقى", "probability": 0.90576171875}, {"start": 2768.05, "end": 2771.37, "word": " هو", "probability": 0.1790771484375}, {"start": 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2775.73, "end": 2776.95, "word": " اتجاهه", "probability": 0.9244140625}, {"start": 2776.95, "end": 2777.51, "word": " هو", "probability": 0.94677734375}, {"start": 2777.51, "end": 2778.21, "word": " اتجاه", "probability": 0.956298828125}, {"start": 2778.21, "end": 2778.45, "word": " ال", "probability": 0.81396484375}, {"start": 2778.45, "end": 2778.65, "word": " V", "probability": 0.98583984375}, {"start": 2778.65, "end": 2779.21, "word": " يعني", "probability": 0.8935546875}, {"start": 2779.21, "end": 2779.37, "word": " في", "probability": 0.88232421875}, {"start": 2779.37, "end": 2780.25, "word": " اتجاه", "probability": 0.9832763671875}, {"start": 2780.25, "end": 2780.69, "word": " V", "probability": 0.94580078125}, {"start": 2780.69, "end": 2781.17, "word": " على", "probability": 0.92578125}, {"start": 2781.17, "end": 2781.73, "word": " طول", "probability": 0.995849609375}, {"start": 2781.73, "end": 2781.95, "word": " ال", "probability": 0.89892578125}, {"start": 2781.95, "end": 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"word": " V", "probability": 0.85107421875}, {"start": 2790.53, "end": 2790.87, "word": " هو", "probability": 0.79638671875}, {"start": 2790.87, "end": 2791.77, "word": " متجه", "probability": 0.9661458333333334}, {"start": 2791.77, "end": 2792.59, "word": " جديد", "probability": 0.9822591145833334}, {"start": 2792.59, "end": 2792.81, "word": " في", "probability": 0.865234375}, {"start": 2792.81, "end": 2793.75, "word": " اتجاه", "probability": 0.9754638671875}, {"start": 2793.75, "end": 2794.81, "word": " المتجه", "probability": 0.928466796875}, {"start": 2794.81, "end": 2795.39, "word": " V", "probability": 0.9423828125}], "temperature": 1.0}, {"id": 101, "seek": 281726, "start": 2813.08, "end": 2817.26, "text": "هذا U إذا هذا طول المتجه U", "tokens": [3224, 15730, 624, 11933, 15730, 23758, 23032, 12610, 9673, 2655, 7435, 3224, 624], "avg_logprob": -0.3046875, "compression_ratio": 0.9361702127659575, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 2813.08, "end": 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" تبع", "probability": 0.8587239583333334}, {"start": 2971.79, "end": 2972.37, "word": " الـU", "probability": 0.647216796875}, {"start": 2972.37, "end": 2973.09, "word": " على", "probability": 0.70849609375}, {"start": 2973.09, "end": 2973.81, "word": " V", "probability": 0.6552734375}, {"start": 2973.81, "end": 2975.11, "word": " has", "probability": 0.56494140625}, {"start": 2975.11, "end": 2975.93, "word": " length", "probability": 0.7607421875}, {"start": 2975.93, "end": 2977.13, "word": " has", "probability": 0.2144775390625}, {"start": 2977.13, "end": 2978.73, "word": " length", "probability": 0.8564453125}, {"start": 2978.73, "end": 2979.99, "word": " اللي", "probability": 0.900146484375}, {"start": 2979.99, "end": 2980.17, "word": " هو", "probability": 0.99365234375}, {"start": 2980.17, "end": 2980.69, "word": " طول", "probability": 0.99755859375}, {"start": 2980.69, "end": 2981.29, "word": " الـU", "probability": 0.8894856770833334}, {"start": 2981.29, "end": 2981.79, "word": 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ضد ال V V V V يعني ال U ظهر بس مرة واحدة", "tokens": [10721, 29399, 4724, 9381, 1829, 17082, 3660, 16070, 43761, 48127, 1863, 4117, 7251, 3555, 4587, 7578, 34105, 45164, 47525, 10721, 2655, 5551, 9778, 3215, 2423, 22743, 6055, 3555, 3615, 2423, 691, 8978, 1975, 2655, 7435, 40294, 2423, 624, 47525, 10721, 2655, 6055, 29399, 7435, 4032, 5296, 5016, 6027, 1829, 8032, 3224, 47525, 11536, 13412, 17082, 1211, 4032, 47525, 11536, 28242, 10943, 4724, 3794, 14739, 1829, 5551, 3215, 4587, 4587, 28239, 19913, 2288, 8978, 28239, 31371, 7435, 3660, 13672, 1829, 43242, 8315, 23758, 23032, 1211, 3615, 14407, 35186, 4724, 8315, 2655, 2423, 22743, 6055, 3555, 3615, 2423, 624, 15844, 691, 624, 48812, 3215, 2423, 691, 691, 691, 691, 37495, 22653, 2423, 624, 1357, 116, 3224, 2288, 4724, 3794, 3714, 25720, 36764, 24401, 3660], "avg_logprob": -0.28683941781036254, "compression_ratio": 1.7672413793103448, "no_speech_prob": 5.960464477539062e-07, "words": [{"start": 3435.61, "end": 3435.69, "word": "أنت", 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1.0}, {"id": 123, "seek": 349387, "start": 3465.25, "end": 3493.87, "text": "يبقى انا بدي اخد ال projection تبع ال V على U يبقى انا بدي اخد ال projection تبع ال V على U يبقى انا بدي اخد ال projection تبع ال V على U يبقى انا بدي اخد ال projection تبع ال V على U يبقى انا بدي اخد ال projection تبع ال V على U يبقى انا بدي اخد ال projection تبع ال V على U", "tokens": [1829, 3555, 4587, 7578, 1975, 8315, 4724, 16254, 1975, 9778, 3215, 2423, 22743, 6055, 3555, 3615, 2423, 691, 15844, 624, 7251, 3555, 4587, 7578, 1975, 8315, 4724, 16254, 1975, 9778, 3215, 2423, 22743, 6055, 3555, 3615, 2423, 691, 15844, 624, 7251, 3555, 4587, 7578, 1975, 8315, 4724, 16254, 1975, 9778, 3215, 2423, 22743, 6055, 3555, 3615, 2423, 691, 15844, 624, 7251, 3555, 4587, 7578, 1975, 8315, 4724, 16254, 1975, 9778, 3215, 2423, 22743, 6055, 3555, 3615, 2423, 691, 15844, 624, 7251, 3555, 4587, 7578, 1975, 8315, 4724, 16254, 1975, 9778, 3215, 2423, 22743, 6055, 3555, 3615, 2423, 691, 15844, 624, 7251, 3555, 4587, 7578, 1975, 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{"start": 3485.31, "end": 3485.57, "word": " بدي", "probability": 0.9912109375}, {"start": 3485.57, "end": 3485.57, "word": " اخد", "probability": 0.9527994791666666}, {"start": 3485.57, "end": 3488.01, "word": " ال", "probability": 0.97119140625}, {"start": 3488.01, "end": 3488.29, "word": " projection", "probability": 0.94189453125}, {"start": 3488.29, "end": 3488.93, "word": " تبع", "probability": 0.99462890625}, {"start": 3488.93, "end": 3489.33, "word": " ال", "probability": 0.986328125}, {"start": 3489.33, "end": 3489.53, "word": " V", "probability": 0.9140625}, {"start": 3489.53, "end": 3489.85, "word": " على", "probability": 0.943359375}, {"start": 3489.85, "end": 3490.29, "word": " U", "probability": 0.98876953125}, {"start": 3490.29, "end": 3490.75, "word": " يبقى", "probability": 0.8668212890625}, {"start": 3490.75, "end": 3490.81, "word": " انا", "probability": 0.96240234375}, {"start": 3490.81, "end": 3491.21, "word": " بدي", "probability": 0.993896484375}, {"start": 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"probability": 0.9482421875}, {"start": 3551.77, "end": 3552.69, "word": " this", "probability": 0.2337646484375}, {"start": 3552.69, "end": 3553.23, "word": " scalar", "probability": 0.97607421875}, {"start": 3553.23, "end": 3556.67, "word": " component", "probability": 0.96533203125}, {"start": 3556.67, "end": 3558.59, "word": " المركبة", "probability": 0.7763671875}, {"start": 3558.59, "end": 3559.03, "word": " القيمة", "probability": 0.7864583333333334}], "temperature": 1.0}, {"id": 126, "seek": 359519, "start": 3580.11, "end": 3595.19, "text": "مرة ثانية نقرأ السؤال و نفهم ما هو المطلوب من هذا السؤال بقول لو كان ال U و ال V بالشكل اللي قدامنا هذا طلب ل projection تبع ال U على V إذا أنا لو كتبت له هنا نمرة A", "tokens": [2304, 25720, 38637, 7649, 10632, 8717, 4587, 2288, 10721, 21136, 33604, 6027, 4032, 8717, 5172, 16095, 19446, 31439, 9673, 9566, 1211, 37746, 9154, 23758, 21136, 33604, 6027, 4724, 39648, 45164, 25961, 2423, 624, 4032, 2423, 691, 20666, 8592, 28820, 13672, 1829, 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0.83828125}, {"start": 3770.47, "end": 3771.11, "word": " تيتا", "probability": 0.544677734375}, {"start": 3771.11, "end": 3771.87, "word": " أو", "probability": 0.71484375}, {"start": 3771.87, "end": 3772.99, "word": " U", "probability": 0.7578125}, {"start": 3772.99, "end": 3773.85, "word": " dot", "probability": 0.55419921875}], "temperature": 1.0}, {"id": 134, "seek": 378924, "start": 3780.12, "end": 3789.24, "text": "يضط ال V هيو جدام الخطوة الأولى لو سالب عشرة يبقى سالب عشرة على طول ال V", "tokens": [1829, 11242, 9566, 2423, 691, 39896, 2407, 10874, 3215, 10943, 33962, 9566, 2407, 3660, 16247, 12610, 7578, 45164, 8608, 6027, 3555, 6225, 8592, 25720, 7251, 3555, 4587, 7578, 8608, 6027, 3555, 6225, 8592, 25720, 15844, 23032, 12610, 2423, 691], "avg_logprob": -0.288671862334013, "compression_ratio": 1.4, "no_speech_prob": 4.172325134277344e-07, "words": [{"start": 3780.12, "end": 3780.94, "word": "يضط", "probability": 0.71044921875}, {"start": 3780.94, "end": 3781.16, "word": " ال", 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"word": " على", "probability": 0.90966796875}, {"start": 3788.1, "end": 3788.68, "word": " طول", "probability": 0.99658203125}, {"start": 3788.68, "end": 3788.94, "word": " ال", "probability": 0.8720703125}, {"start": 3788.94, "end": 3789.24, "word": " V", "probability": 0.97509765625}], "temperature": 1.0}, {"id": 135, "seek": 381124, "start": 3791.64, "end": 3811.24, "text": "طبعا احنا هنا الجدر التربية اللي V ضد V V ضد V يبقى سلب عشرة V ضد V اللي هو جدار بخمسين تحت الجدر يبقى سلب عشرة على خمسين لير", "tokens": [9566, 3555, 3615, 995, 1975, 5016, 8315, 34105, 25724, 3215, 2288, 16712, 25513, 10632, 13672, 1829, 691, 48812, 3215, 691, 691, 48812, 3215, 691, 7251, 3555, 4587, 7578, 8608, 46152, 6225, 8592, 25720, 691, 48812, 3215, 691, 13672, 1829, 31439, 10874, 3215, 9640, 4724, 9778, 2304, 3794, 9957, 6055, 33753, 25724, 3215, 2288, 7251, 3555, 4587, 7578, 8608, 46152, 6225, 8592, 25720, 15844, 16490, 2304, 3794, 9957, 5296, 13546], "avg_logprob": -0.1905133896640369, "compression_ratio": 1.7916666666666667, "no_speech_prob": 1.2516975402832031e-06, "words": [{"start": 3791.64, "end": 3792.04, "word": "طبعا", "probability": 0.85400390625}, {"start": 3792.04, "end": 3792.32, "word": " احنا", "probability": 0.8053385416666666}, {"start": 3792.32, "end": 3792.74, "word": " هنا", "probability": 0.94873046875}, {"start": 3792.74, "end": 3794.08, "word": " الجدر", "probability": 0.828125}, {"start": 3794.08, "end": 3794.66, "word": " التربية", "probability": 0.8264973958333334}, {"start": 3794.66, "end": 3794.9, "word": " اللي", "probability": 0.4815673828125}, {"start": 3794.9, "end": 3795.34, "word": " V", "probability": 0.75732421875}, {"start": 3795.34, "end": 3795.9, "word": " ضد", "probability": 0.814453125}, {"start": 3795.9, "end": 3796.44, "word": " V", "probability": 0.498046875}, {"start": 3796.44, "end": 3797.82, "word": " V", "probability": 0.54541015625}, {"start": 3797.82, "end": 3798.72, "word": " ضد", "probability": 0.945556640625}, {"start": 3798.72, "end": 3799.3, "word": " V", "probability": 0.98095703125}, {"start": 3799.3, "end": 3800.32, "word": " يبقى", "probability": 0.9300537109375}, {"start": 3800.32, "end": 3800.7, "word": " سلب", "probability": 0.421142578125}, {"start": 3800.7, "end": 3801.32, "word": " عشرة", "probability": 0.7727864583333334}, {"start": 3801.32, "end": 3801.96, "word": " V", "probability": 0.80029296875}, {"start": 3801.96, "end": 3802.38, "word": " ضد", "probability": 0.96337890625}, {"start": 3802.38, "end": 3802.64, "word": " V", "probability": 0.98583984375}, {"start": 3802.64, "end": 3802.78, "word": " اللي", "probability": 0.831787109375}, {"start": 3802.78, "end": 3802.92, "word": " هو", "probability": 0.88916015625}, {"start": 3802.92, "end": 3803.6, "word": " جدار", "probability": 0.8404947916666666}, {"start": 3803.6, "end": 3805.28, "word": " بخمسين", "probability": 0.826806640625}, {"start": 3805.28, "end": 3806.1, "word": " تحت", "probability": 0.984130859375}, {"start": 3806.1, "end": 3806.86, "word": " الجدر", "probability": 0.97705078125}, {"start": 3806.86, "end": 3807.72, "word": " يبقى", "probability": 0.968017578125}, {"start": 3807.72, "end": 3808.16, "word": " سلب", "probability": 0.96142578125}, {"start": 3808.16, "end": 3808.92, "word": " عشرة", "probability": 0.93701171875}, {"start": 3808.92, "end": 3809.58, "word": " على", "probability": 0.75537109375}, {"start": 3809.58, "end": 3810.52, "word": " خمسين", "probability": 0.9891357421875}, {"start": 3810.52, "end": 3811.24, "word": " لير", "probability": 0.6728515625}], "temperature": 1.0}, {"id": 136, "seek": 384757, "start": 3819.49, "end": 3847.57, "text": "إذا مش عاجبك جدر اتنين في المقام بنقدر نوديه في الـ bus عن طريق ضرب في جدر اتنين على جدر اتنين يعني كده ضرب في كده شبنة في واحد صحية يبقى هذا بيطلع كده سالب جدر اتنين ل scalar component تبع ال U في اتجاه L بقيت عندنا في هذا ال section نقطة", "tokens": [28814, 15730, 37893, 6225, 26108, 3555, 4117, 10874, 3215, 2288, 1975, 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3819.97, "end": 3820.41, "word": " عاجبك", "probability": 0.9417724609375}, {"start": 3820.41, "end": 3820.75, "word": " جدر", "probability": 0.8885091145833334}, {"start": 3820.75, "end": 3821.15, "word": " اتنين", "probability": 0.8277587890625}, {"start": 3821.15, "end": 3821.33, "word": " في", "probability": 0.7822265625}, {"start": 3821.33, "end": 3822.05, "word": " المقام", "probability": 0.9757486979166666}, {"start": 3822.05, "end": 3823.09, "word": " بنقدر", "probability": 0.6934407552083334}, {"start": 3823.09, "end": 3823.85, "word": " نوديه", "probability": 0.78118896484375}, {"start": 3823.85, "end": 3823.95, "word": " في", "probability": 0.83203125}, {"start": 3823.95, "end": 3824.21, "word": " الـ", "probability": 0.5643310546875}, {"start": 3824.21, "end": 3824.43, "word": " bus", "probability": 0.296142578125}, {"start": 3824.43, "end": 3825.25, "word": " عن", "probability": 0.92578125}, {"start": 3825.25, "end": 3825.83, "word": " طريق", "probability": 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"probability": 0.8092447916666666}, {"start": 3830.47, "end": 3831.01, "word": " شبنة", "probability": 0.53875732421875}, {"start": 3831.01, "end": 3831.85, "word": " في", "probability": 0.37890625}, {"start": 3831.85, "end": 3832.21, "word": " واحد", "probability": 0.983642578125}, {"start": 3832.21, "end": 3832.87, "word": " صحية", "probability": 0.8045247395833334}, {"start": 3832.87, "end": 3833.65, "word": " يبقى", "probability": 0.69879150390625}, {"start": 3833.65, "end": 3833.97, "word": " هذا", "probability": 0.91748046875}, {"start": 3833.97, "end": 3834.43, "word": " بيطلع", "probability": 0.7720703125}, {"start": 3834.43, "end": 3834.97, "word": " كده", "probability": 0.7989095052083334}, {"start": 3834.97, "end": 3836.03, "word": " سالب", "probability": 0.8040364583333334}, {"start": 3836.03, "end": 3836.55, "word": " جدر", "probability": 0.9816080729166666}, {"start": 3836.55, "end": 3837.17, "word": " اتنين", "probability": 0.9876708984375}, {"start": 3837.17, "end": 3837.67, "word": " ل", "probability": 0.279541015625}, {"start": 3837.67, "end": 3838.07, "word": " scalar", "probability": 0.328857421875}, {"start": 3838.07, "end": 3839.09, "word": " component", "probability": 0.95849609375}, {"start": 3839.09, "end": 3841.79, "word": " تبع", "probability": 0.8095703125}, {"start": 3841.79, "end": 3841.93, "word": " ال", "probability": 0.83154296875}, {"start": 3841.93, "end": 3842.13, "word": " U", "probability": 0.333984375}, {"start": 3842.13, "end": 3842.33, "word": " في", "probability": 0.5849609375}, {"start": 3842.33, "end": 3843.03, "word": " اتجاه", "probability": 0.9547119140625}, {"start": 3843.03, "end": 3843.61, "word": " L", "probability": 0.455322265625}, {"start": 3843.61, "end": 3844.95, "word": " بقيت", "probability": 0.8880208333333334}, {"start": 3844.95, "end": 3845.47, "word": " عندنا", "probability": 0.99658203125}, {"start": 3845.47, "end": 3845.67, "word": " في", "probability": 0.97314453125}, {"start": 3845.67, "end": 3845.99, "word": " هذا", "probability": 0.87646484375}, {"start": 3845.99, "end": 3846.13, "word": " ال", "probability": 0.3876953125}, {"start": 3846.13, "end": 3846.59, "word": " section", "probability": 0.76220703125}, {"start": 3846.59, "end": 3847.57, "word": " نقطة", "probability": 0.7646484375}], "temperature": 1.0}, {"id": 137, "seek": 387253, "start": 3849.95, "end": 3872.53, "text": "على صورة الـ remark أث تانية يبقى writing vector كتابة متجة as a sum of orthogonal vectors", "tokens": [3615, 23942, 20328, 13063, 3660, 2423, 39184, 7942, 5551, 12984, 6055, 7649, 10632, 7251, 3555, 4587, 7578, 3579, 8062, 9122, 2655, 16758, 3660, 44650, 7435, 3660, 382, 257, 2408, 295, 41488, 18875], "avg_logprob": -0.2930871212121212, "compression_ratio": 1.0619469026548674, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 3849.95, "end": 3850.83, "word": "على", "probability": 0.40289306640625}, {"start": 3850.83, "end": 3851.49, "word": " صورة", "probability": 0.7616373697916666}, {"start": 3851.49, "end": 3851.73, "word": " الـ", "probability": 0.70947265625}, {"start": 3851.73, "end": 3852.45, "word": " remark", "probability": 0.78564453125}, {"start": 3852.45, "end": 3853.15, "word": " أث", "probability": 0.3414306640625}, {"start": 3853.15, "end": 3853.83, "word": " تانية", "probability": 0.697509765625}, {"start": 3853.83, "end": 3855.43, "word": " يبقى", "probability": 0.9356689453125}, {"start": 3855.43, "end": 3856.15, "word": " writing", "probability": 0.82958984375}, {"start": 3856.15, "end": 3859.33, "word": " vector", "probability": 0.78662109375}, {"start": 3859.33, "end": 3860.77, "word": " كتابة", "probability": 0.988525390625}, {"start": 3860.77, "end": 3861.93, "word": " متجة", "probability": 0.9153645833333334}, {"start": 3861.93, "end": 3863.07, "word": " as", "probability": 0.87939453125}, {"start": 3863.07, "end": 3863.47, "word": " a", "probability": 0.96484375}, {"start": 3863.47, "end": 3864.19, "word": " sum", "probability": 0.9541015625}, {"start": 3864.19, "end": 3868.03, "word": " of", "probability": 0.7802734375}, {"start": 3868.03, "end": 3870.15, "word": " orthogonal", "probability": 0.9111328125}, {"start": 3870.15, "end": 3872.53, "word": " vectors", "probability": 0.970703125}], "temperature": 1.0}, {"id": 138, "seek": 390758, "start": 3878.36, "end": 3907.58, "text": "كتابة من اتجارات اتجارات اتجارات اتجارات اتجارات اتجارات اتجارات اتجارات", "tokens": [4117, 2655, 16758, 3660, 9154, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307, 1975, 2655, 7435, 9640, 9307], "avg_logprob": -0.5173233669737111, "compression_ratio": 3.6486486486486487, "no_speech_prob": 0.0, "words": [{"start": 3878.36, "end": 3879.28, "word": "كتابة", "probability": 0.39642333984375}, {"start": 3879.28, "end": 3879.5, "word": " من", "probability": 0.278564453125}, {"start": 3879.5, "end": 3880.92, "word": " اتجارات", "probability": 0.447900390625}, {"start": 3880.92, "end": 3881.54, "word": " اتجارات", "probability": 0.587353515625}, {"start": 3881.54, "end": 3882.22, "word": " اتجارات", "probability": 0.76103515625}, {"start": 3882.22, "end": 3882.36, "word": " اتجارات", "probability": 0.826318359375}, {"start": 3882.36, "end": 3882.36, "word": " اتجارات", "probability": 0.8560546875}, {"start": 3882.36, "end": 3882.36, "word": " اتجارات", "probability": 0.9044921875}, {"start": 3882.36, "end": 3883.14, "word": " اتجارات", "probability": 0.94580078125}, {"start": 3883.14, "end": 3907.58, "word": " اتجارات", "probability": 0.9625}], "temperature": 1.0}, {"id": 139, "seek": 393722, "start": 3908.1, "end": 3937.22, "text": "or two orthogonal vectors vectors as follows اتل ال U يساوي ال projection تبع ال U اتجاه ال V زائد", "tokens": [284, 732, 41488, 18875, 18875, 382, 10002, 1975, 2655, 1211, 2423, 624, 7251, 3794, 995, 45865, 2423, 22743, 6055, 3555, 3615, 2423, 624, 1975, 2655, 7435, 40294, 2423, 691, 30767, 16373, 3215], "avg_logprob": -0.4010416666666667, "compression_ratio": 1.2, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 3908.1, "end": 3908.76, "word": "or", "probability": 0.054901123046875}, {"start": 3908.76, "end": 3909.94, "word": " two", "probability": 0.5869140625}, {"start": 3909.94, "end": 3912.08, "word": " orthogonal", "probability": 0.8740234375}, {"start": 3912.08, "end": 3917.12, "word": " vectors", "probability": 0.92529296875}, {"start": 3917.12, "end": 3920.26, "word": " vectors", "probability": 0.474609375}, {"start": 3920.26, "end": 3921.6, "word": " as", "probability": 0.95751953125}, {"start": 3921.6, "end": 3922.16, "word": " follows", "probability": 0.4091796875}, {"start": 3922.16, "end": 3927.06, "word": " اتل", "probability": 0.609130859375}, {"start": 3927.06, "end": 3928.88, "word": " ال", "probability": 0.646484375}, {"start": 3928.88, "end": 3929.36, "word": " U", "probability": 0.599609375}, {"start": 3929.36, "end": 3930.68, "word": " يساوي", "probability": 0.715087890625}, {"start": 3930.68, "end": 3931.38, "word": " ال", "probability": 0.361328125}, {"start": 3931.38, "end": 3932.12, "word": " projection", "probability": 0.86474609375}, {"start": 3932.12, "end": 3933.38, "word": " تبع", "probability": 0.8111979166666666}, {"start": 3933.38, "end": 3933.62, "word": " ال", "probability": 0.78466796875}, {"start": 3933.62, "end": 3933.92, "word": " U", "probability": 0.89306640625}, {"start": 3933.92, "end": 3935.14, "word": " اتجاه", "probability": 0.9097900390625}, {"start": 3935.14, "end": 3935.38, "word": " ال", "probability": 0.8369140625}, {"start": 3935.38, "end": 3935.74, "word": " V", "probability": 0.84716796875}, {"start": 3935.74, "end": 3937.22, "word": " زائد", "probability": 0.84814453125}], "temperature": 1.0}, {"id": 140, "seek": 397214, "start": 3942.5, "end": 3972.14, "text": "في اتجاه الـ V طبعا سؤال كيف تم ذلك؟ مش هيك؟ لاجب أقوله كويس لو أنا بنات قلت هذا المتجه U و روحت قلت هذا المتجه V و جينا من هنا نزلنا عمون", "tokens": [41185, 1975, 2655, 7435, 40294, 2423, 39184, 691, 23032, 3555, 3615, 995, 8608, 33604, 6027, 9122, 33911, 46811, 29910, 23275, 22807, 37893, 39896, 4117, 22807, 5296, 26108, 3555, 5551, 39648, 3224, 9122, 45865, 3794, 45164, 41850, 4724, 8315, 2655, 12174, 1211, 2655, 23758, 9673, 2655, 7435, 3224, 624, 4032, 12602, 2407, 33753, 12174, 1211, 2655, 23758, 9673, 2655, 7435, 3224, 691, 4032, 10874, 1829, 8315, 9154, 34105, 8717, 11622, 1211, 8315, 6225, 2304, 11536], "avg_logprob": -0.28333332618077595, "compression_ratio": 1.6506849315068493, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 3942.5, "end": 3942.6, "word": "في", "probability": 0.26416015625}, {"start": 3942.6, "end": 3943.66, "word": " اتجاه", "probability": 0.8770751953125}, {"start": 3943.66, "end": 3944.68, "word": " الـ", "probability": 0.663330078125}, {"start": 3944.68, "end": 3944.72, "word": " V", "probability": 0.2374267578125}, {"start": 3944.72, "end": 3954.62, "word": " طبعا", "probability": 0.7724456787109375}, {"start": 3954.62, "end": 3955.28, "word": " سؤال", "probability": 0.740234375}, {"start": 3955.28, "end": 3955.96, "word": " كيف", "probability": 0.814208984375}, {"start": 3955.96, "end": 3956.38, "word": " تم", "probability": 0.9892578125}, {"start": 3956.38, "end": 3957.8, "word": " ذلك؟", "probability": 0.8321940104166666}, {"start": 3957.8, "end": 3958.0, "word": " مش", "probability": 0.486083984375}, {"start": 3958.0, "end": 3959.6, "word": " هيك؟", "probability": 0.7041015625}, {"start": 3959.6, "end": 3960.06, "word": " لاجب", "probability": 0.6273600260416666}, {"start": 3960.06, "end": 3960.48, "word": " أقوله", "probability": 0.7587076822916666}, {"start": 3960.48, "end": 3960.96, "word": " كويس", "probability": 0.9934895833333334}, {"start": 3960.96, "end": 3962.32, "word": " لو", "probability": 0.5546875}, {"start": 3962.32, "end": 3962.64, "word": " أنا", "probability": 0.87548828125}, {"start": 3962.64, "end": 3963.12, "word": " بنات", "probability": 0.7955729166666666}, {"start": 3963.12, "end": 3963.42, "word": " قلت", "probability": 0.8927408854166666}, {"start": 3963.42, "end": 3963.68, "word": " هذا", "probability": 0.9638671875}, {"start": 3963.68, "end": 3964.5, "word": " المتجه", "probability": 0.902099609375}, {"start": 3964.5, "end": 3964.82, "word": " U", "probability": 0.2939453125}, {"start": 3964.82, "end": 3966.42, "word": " و", "probability": 0.935546875}, {"start": 3966.42, "end": 3966.72, "word": " روحت", "probability": 0.6642252604166666}, {"start": 3966.72, "end": 3967.12, "word": " قلت", "probability": 0.9129231770833334}, {"start": 3967.12, "end": 3967.44, "word": " هذا", "probability": 0.98095703125}, {"start": 3967.44, "end": 3968.36, "word": " المتجه", "probability": 0.9921875}, {"start": 3968.36, "end": 3968.8, "word": " V", "probability": 0.7763671875}, {"start": 3968.8, "end": 3970.12, "word": " و", "probability": 0.455810546875}, {"start": 3970.12, "end": 3970.42, "word": " جينا", "probability": 0.962890625}, {"start": 3970.42, "end": 3970.6, "word": " من", "probability": 0.98876953125}, {"start": 3970.6, "end": 3970.84, "word": " هنا", "probability": 0.99658203125}, {"start": 3970.84, "end": 3971.58, "word": " نزلنا", "probability": 0.8829345703125}, {"start": 3971.58, "end": 3972.14, "word": " عمون", "probability": 0.7894694010416666}], "temperature": 1.0}, {"id": 141, "seek": 401600, "start": 3990.02, "end": 4016.0, "text": "البداية أخد جمع المتجهات هندسيا يبقى بقى اللي بقول لو جت فترت هنا متجه يبقى بصية ال projection وهذا المتجه في اتجاه دوري واحد يبقى الجامع الاتنين بعطين المتجه الذي يقفل المثلث في الاتجاه الدوري المضاد", "tokens": [6027, 3555, 28259, 10632, 5551, 9778, 3215, 10874, 2304, 3615, 9673, 2655, 7435, 3224, 9307, 8032, 41260, 3794, 25528, 7251, 3555, 4587, 7578, 4724, 4587, 7578, 13672, 1829, 4724, 39648, 45164, 10874, 2655, 6156, 2655, 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"end": 3997.14, "word": " يبقى", "probability": 0.87255859375}, {"start": 3997.14, "end": 3997.34, "word": " بقى", "probability": 0.6443684895833334}, {"start": 3997.34, "end": 3997.44, "word": " اللي", "probability": 0.57952880859375}, {"start": 3997.44, "end": 3997.8, "word": " بقول", "probability": 0.895751953125}, {"start": 3997.8, "end": 3997.96, "word": " لو", "probability": 0.6357421875}, {"start": 3997.96, "end": 3998.22, "word": " جت", "probability": 0.7137451171875}, {"start": 3998.22, "end": 3998.86, "word": " فترت", "probability": 0.5074869791666666}, {"start": 3998.86, "end": 3999.34, "word": " هنا", "probability": 0.869140625}, {"start": 3999.34, "end": 4000.42, "word": " متجه", "probability": 0.9083658854166666}, {"start": 4000.42, "end": 4002.06, "word": " يبقى", "probability": 0.918212890625}, {"start": 4002.06, "end": 4002.7, "word": " بصية", "probability": 0.8611653645833334}, {"start": 4002.7, "end": 4003.72, "word": " ال", "probability": 0.33984375}, {"start": 4003.72, "end": 4004.4, "word": " projection", "probability": 0.580078125}, {"start": 4004.4, "end": 4005.38, "word": " وهذا", "probability": 0.7059326171875}, {"start": 4005.38, "end": 4006.0, "word": " المتجه", "probability": 0.986083984375}, {"start": 4006.0, "end": 4006.18, "word": " في", "probability": 0.96435546875}, {"start": 4006.18, "end": 4006.96, "word": " اتجاه", "probability": 0.9793701171875}, {"start": 4006.96, "end": 4007.62, "word": " دوري", "probability": 0.95068359375}, {"start": 4007.62, "end": 4008.18, "word": " واحد", "probability": 0.96826171875}, {"start": 4008.18, "end": 4009.16, "word": " يبقى", "probability": 0.97998046875}, {"start": 4009.16, "end": 4009.64, "word": " الجامع", "probability": 0.8645833333333334}, {"start": 4009.64, "end": 4010.12, "word": " الاتنين", "probability": 0.7877197265625}, {"start": 4010.12, "end": 4010.56, "word": " بعطين", "probability": 0.595947265625}, {"start": 4010.56, "end": 4011.24, "word": " المتجه", "probability": 0.9912109375}, {"start": 4011.24, "end": 4011.52, "word": " الذي", "probability": 0.630859375}, {"start": 4011.52, "end": 4012.06, "word": " يقفل", "probability": 0.986572265625}, {"start": 4012.06, "end": 4012.66, "word": " المثلث", "probability": 0.9566650390625}, {"start": 4012.66, "end": 4012.78, "word": " في", "probability": 0.9033203125}, {"start": 4012.78, "end": 4013.28, "word": " الاتجاه", "probability": 0.8717041015625}, {"start": 4013.28, "end": 4014.0, "word": " الدوري", "probability": 0.9773763020833334}, {"start": 4014.0, "end": 4016.0, "word": " المضاد", "probability": 0.9444986979166666}], "temperature": 1.0}, {"id": 142, "seek": 405754, "start": 4029.68, "end": 4057.54, "text": "المتجه التاني اللي عندنا هذا اللي الله أعلم منه بده ساوي من؟ بده ساوي الـU إذا هذا المتجه اللي أنا مش عارفه بده أعرف منه هو عبارة عن الـU ناقص ال projection يبقى هذا المتجه عبارة عن الـU ناقص ال projection تبع الـU", "tokens": [45340, 2655, 7435, 3224, 16712, 7649, 1829, 13672, 1829, 43242, 8315, 23758, 13672, 1829, 21984, 5551, 3615, 19528, 9154, 3224, 47525, 3224, 8608, 995, 45865, 9154, 22807, 47525, 3224, 8608, 995, 45865, 2423, 39184, 52, 11933, 15730, 23758, 9673, 2655, 7435, 3224, 13672, 1829, 41850, 37893, 6225, 9640, 5172, 3224, 47525, 3224, 5551, 3615, 28480, 9154, 3224, 31439, 6225, 3555, 9640, 3660, 18871, 2423, 39184, 52, 8717, 995, 4587, 9381, 2423, 22743, 7251, 3555, 4587, 7578, 23758, 9673, 2655, 7435, 3224, 6225, 3555, 9640, 3660, 18871, 2423, 39184, 52, 8717, 995, 4587, 9381, 2423, 22743, 6055, 3555, 3615, 2423, 39184, 52], "avg_logprob": -0.18719362146129795, "compression_ratio": 2.1169590643274856, "no_speech_prob": 2.5033950805664062e-06, "words": [{"start": 4029.6800000000003, "end": 4030.8, "word": "المتجه", "probability": 0.6168212890625}, {"start": 4030.8, "end": 4031.34, "word": " التاني", "probability": 0.7955729166666666}, {"start": 4031.34, "end": 4031.52, "word": " اللي", "probability": 0.757568359375}, {"start": 4031.52, "end": 4031.96, "word": " عندنا", "probability": 0.667236328125}, {"start": 4031.96, "end": 4032.38, "word": " هذا", "probability": 0.93017578125}, {"start": 4032.38, "end": 4033.06, "word": " اللي", "probability": 0.87890625}, {"start": 4033.06, "end": 4033.38, "word": " الله", "probability": 0.61376953125}, {"start": 4033.38, "end": 4033.92, "word": " أعلم", "probability": 0.9222005208333334}, {"start": 4033.92, "end": 4034.7, "word": " منه", "probability": 0.962158203125}, {"start": 4034.7, "end": 4036.44, "word": " بده", "probability": 0.5423583984375}, {"start": 4036.44, "end": 4036.84, "word": " ساوي", "probability": 0.7755533854166666}, {"start": 4036.84, "end": 4037.44, "word": " من؟", "probability": 0.414306640625}, {"start": 4037.44, "end": 4037.96, "word": " بده", "probability": 0.940673828125}, {"start": 4037.96, "end": 4038.8, "word": " ساوي", "probability": 0.951171875}, {"start": 4038.8, "end": 4039.28, "word": " الـU", "probability": 0.5764973958333334}, {"start": 4039.28, "end": 4040.56, "word": " إذا", "probability": 0.71240234375}, {"start": 4040.56, "end": 4041.0, "word": " هذا", "probability": 0.8212890625}, {"start": 4041.0, "end": 4042.08, "word": " المتجه", "probability": 0.984130859375}, {"start": 4042.08, "end": 4042.64, "word": " اللي", "probability": 0.958984375}, {"start": 4042.64, "end": 4043.02, "word": " أنا", "probability": 0.87353515625}, {"start": 4043.02, "end": 4043.32, "word": " مش", "probability": 0.98095703125}, {"start": 4043.32, "end": 4044.08, "word": " عارفه", "probability": 0.989990234375}, {"start": 4044.08, "end": 4044.74, "word": " بده", "probability": 0.626708984375}, {"start": 4044.74, "end": 4045.04, "word": " أعرف", "probability": 0.91845703125}, {"start": 4045.04, "end": 4045.64, "word": " منه", "probability": 0.9853515625}, {"start": 4045.64, "end": 4046.54, "word": " هو", "probability": 0.7802734375}, {"start": 4046.54, "end": 4047.1, "word": " عبارة", "probability": 0.986572265625}, {"start": 4047.1, "end": 4047.54, "word": " عن", "probability": 0.9970703125}, {"start": 4047.54, "end": 4048.38, "word": " الـU", "probability": 0.9230143229166666}, {"start": 4048.38, "end": 4049.26, "word": " ناقص", "probability": 0.80755615234375}, {"start": 4049.26, "end": 4049.4, "word": " ال", "probability": 0.78857421875}, {"start": 4049.4, "end": 4050.0, "word": " projection", "probability": 0.56689453125}, {"start": 4050.0, "end": 4051.04, "word": " يبقى", "probability": 0.9293212890625}, {"start": 4051.04, "end": 4051.34, "word": " هذا", "probability": 0.96728515625}, {"start": 4051.34, "end": 4052.32, "word": " المتجه", "probability": 0.99267578125}, {"start": 4052.32, "end": 4053.24, "word": " عبارة", "probability": 0.88623046875}, {"start": 4053.24, "end": 4053.48, "word": " عن", "probability": 0.99560546875}, {"start": 4053.48, "end": 4053.98, "word": " الـU", "probability": 0.8831380208333334}, {"start": 4053.98, "end": 4055.06, "word": " ناقص", "probability": 0.9888916015625}, {"start": 4055.06, "end": 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"probability": 0.93310546875}, {"start": 4986.26, "end": 4987.1, "word": " أو", "probability": 0.62646484375}, {"start": 4987.1, "end": 4987.42, "word": " ال", "probability": 0.8056640625}, {"start": 4987.42, "end": 4988.2, "word": " vector", "probability": 0.93994140625}, {"start": 4988.2, "end": 4989.34, "word": " a", "probability": 0.70361328125}, {"start": 4989.34, "end": 4990.9, "word": " product", "probability": 0.9638671875}, {"start": 4990.9, "end": 4994.34, "word": " of", "probability": 0.96044921875}, {"start": 4994.34, "end": 4994.72, "word": " two", "probability": 0.927734375}, {"start": 4994.72, "end": 4995.56, "word": " vectors", "probability": 0.96142578125}, {"start": 4995.56, "end": 4996.58, "word": " of", "probability": 0.86865234375}, {"start": 4996.58, "end": 4997.9, "word": " two", "probability": 0.92919921875}], "temperature": 1.0}, {"id": 172, "seek": 502809, "start": 5004.65, "end": 5028.09, "text": "الـ V is defined by العرفة التالية U cross ال V في درجة ساوية قول ال U في طول ال V في صين الزاوية تيتا في اتجاه متجه الوحدة L", "tokens": [6027, 39184, 691, 307, 7642, 538, 2423, 3615, 28480, 3660, 16712, 6027, 10632, 624, 3278, 2423, 691, 8978, 11778, 47341, 3660, 8608, 995, 2407, 10632, 12174, 12610, 2423, 624, 8978, 23032, 12610, 2423, 691, 8978, 20328, 9957, 6024, 110, 995, 2407, 10632, 6055, 36081, 995, 8978, 1975, 2655, 7435, 40294, 44650, 7435, 3224, 2423, 2407, 24401, 3660, 441], "avg_logprob": -0.31779661218998795, "compression_ratio": 1.4420289855072463, "no_speech_prob": 2.682209014892578e-06, "words": [{"start": 5004.65, "end": 5004.93, "word": "الـ", "probability": 0.4542236328125}, {"start": 5004.93, "end": 5005.29, "word": " V", "probability": 0.62841796875}, {"start": 5005.29, "end": 5006.83, "word": " is", "probability": 0.6826171875}, {"start": 5006.83, "end": 5009.25, "word": " defined", "probability": 0.89892578125}, {"start": 5009.25, "end": 5011.31, "word": " by", "probability": 0.921875}, {"start": 5011.31, "end": 5012.69, 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"text": "خلّينا نطرح الشوية للتالت، هل يمكن للـ cross product لـ two vectors يطلع zero؟ ممكن، طيب الـ zero هذا هو zero vector ولا zero شكلها؟ Zero vector", "tokens": [9778, 1211, 11703, 9957, 995, 8717, 9566, 2288, 5016, 25124, 2407, 10632, 24976, 2655, 6027, 2655, 12399, 8032, 1211, 7251, 43020, 24976, 39184, 3278, 1674, 5296, 39184, 732, 18875, 7251, 9566, 1211, 3615, 4018, 22807, 3714, 43020, 12399, 23032, 1829, 3555, 2423, 39184, 4018, 23758, 31439, 4018, 8062, 49429, 4018, 13412, 28820, 11296, 22807, 17182, 8062], "avg_logprob": -0.3889802506095485, "compression_ratio": 1.3774834437086092, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 5069.33, "end": 5069.83, "word": "خلّينا", "probability": 0.662841796875}, {"start": 5069.83, "end": 5070.19, "word": " نطرح", "probability": 0.9586181640625}, {"start": 5070.19, "end": 5070.61, "word": " الشوية", "probability": 0.5728352864583334}, {"start": 5070.61, "end": 5072.53, "word": " للتالت،", "probability": 0.69296875}, 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5096.05, "end": 5109.05, "text": "بدي أضع هذا في صيغة الملاحظة التالية لو جيها تقولش لك if ال U cross ال V بده يسوى ال zero vector", "tokens": [3555, 16254, 5551, 11242, 3615, 23758, 8978, 20328, 1829, 17082, 3660, 9673, 15040, 5016, 19913, 3660, 16712, 6027, 10632, 45164, 10874, 1829, 11296, 6055, 39648, 8592, 5296, 4117, 498, 2423, 624, 3278, 2423, 691, 47525, 3224, 7251, 3794, 2407, 7578, 2423, 4018, 8062], "avg_logprob": -0.5159801339561289, "compression_ratio": 1.2063492063492063, "no_speech_prob": 0.0, "words": [{"start": 5096.05, "end": 5096.41, "word": "بدي", "probability": 0.13238525390625}, {"start": 5096.41, "end": 5096.81, "word": " أضع", "probability": 0.6144205729166666}, {"start": 5096.81, "end": 5097.19, "word": " هذا", "probability": 0.79296875}, {"start": 5097.19, "end": 5097.41, "word": " في", "probability": 0.75341796875}, {"start": 5097.41, "end": 5097.97, "word": " صيغة", "probability": 0.8160400390625}, {"start": 5097.97, "end": 5098.93, "word": " الملاحظة", 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بيقول هاي اي فيه بروح نشطة بالصف اللى موجود فيه اي و اللى عاوز بيبقى هنا جداش مكس تين ا الرئيسي هاي يبقى عندك المحدد الصغير هذا يبقى حاسب ده اربع ناس القطة الرئيسية", "tokens": [1829, 3555, 4587, 7578, 3714, 26108, 1829, 4724, 1829, 39648, 8032, 47302, 1975, 1829, 8978, 3224, 4724, 32887, 5016, 8717, 8592, 9566, 3660, 20666, 9381, 5172, 13672, 7578, 3714, 29245, 23328, 8978, 3224, 1975, 1829, 4032, 13672, 7578, 6225, 995, 2407, 11622, 4724, 1829, 3555, 4587, 7578, 34105, 10874, 3215, 33599, 3714, 4117, 3794, 6055, 9957, 1975, 34892, 19986, 1829, 3794, 1829, 8032, 47302, 7251, 3555, 4587, 7578, 43242, 4117, 9673, 24401, 3215, 31767, 17082, 13546, 23758, 7251, 3555, 4587, 7578, 11331, 32277, 3555, 11778, 3224, 1975, 25513, 3615, 8717, 32277, 25062, 9566, 3660, 34892, 19986, 1829, 3794, 10632], "avg_logprob": -0.3809375005960465, "compression_ratio": 1.819767441860465, "no_speech_prob": 1.1920928955078125e-06, "words": [{"start": 5530.56, "end": 5531.52, "word": "يبقى", "probability": 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"seek": 557115, "start": 5561.27, "end": 5571.15, "text": "في اشطر بصفه وكذلك عامل من اتنين في اتنين باربع ناقص اربع في واحد", "tokens": [41185, 1975, 8592, 9566, 2288, 4724, 9381, 5172, 3224, 4032, 4117, 8848, 23275, 6225, 10943, 1211, 9154, 1975, 2655, 1863, 9957, 8978, 1975, 2655, 1863, 9957, 4724, 9640, 3555, 3615, 8717, 995, 4587, 9381, 1975, 25513, 3615, 8978, 36764, 24401], "avg_logprob": -0.36108993902439024, "compression_ratio": 1.3604651162790697, "no_speech_prob": 0.00042819976806640625, "words": [{"start": 5561.27, "end": 5562.03, "word": "في", "probability": 0.06292724609375}, {"start": 5562.03, "end": 5563.47, "word": " اشطر", "probability": 0.587127685546875}, {"start": 5563.47, "end": 5564.41, "word": " بصفه", "probability": 0.898193359375}, {"start": 5564.41, "end": 5565.33, "word": " وكذلك", "probability": 0.78472900390625}, {"start": 5565.33, "end": 5565.73, "word": " عامل", "probability": 0.6394449869791666}, {"start": 5565.73, "end": 5565.87, "word": " من", 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5659.99, "end": 5660.81, "word": " بيه", "probability": 0.7265625}, {"start": 5660.81, "end": 5661.79, "word": " قال", "probability": 0.85498046875}, {"start": 5661.79, "end": 5662.05, "word": " لي", "probability": 0.591796875}, {"start": 5662.05, "end": 5663.07, "word": " هاتي", "probability": 0.5847981770833334}, {"start": 5663.07, "end": 5663.45, "word": " unit", "probability": 0.896484375}, {"start": 5663.45, "end": 5664.33, "word": " vector", "probability": 0.77685546875}, {"start": 5664.33, "end": 5664.51, "word": " في", "probability": 0.7197265625}, {"start": 5664.51, "end": 5664.87, "word": " الهدايا،", "probability": 0.47265625}, {"start": 5664.87, "end": 5665.03, "word": " يقول", "probability": 0.613525390625}, {"start": 5665.03, "end": 5665.15, "word": " إيش", "probability": 0.6149088541666666}, {"start": 5665.15, "end": 5666.39, "word": " بدالي؟", "probability": 0.654205322265625}, {"start": 5666.39, "end": 5666.71, "word": " بدي", "probability": 0.779541015625}, {"start": 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diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/cjA4GBt8ijs_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/cjA4GBt8ijs_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..af6b0a783a13a6607c4d004b2a8483d438695a76
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/cjA4GBt8ijs_raw.json
@@ -0,0 +1 @@
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دي ثيتا ناقص zero بتروح مع السلام يبقى آلة المسألة", "tokens": [1829, 3555, 4587, 7578, 23758, 13412, 2407, 4724, 1829, 9381, 13546, 8608, 4117, 5551, 10859, 3794, 5551, 25513, 27884, 7251, 3555, 4587, 7578, 8608, 4117, 5551, 10859, 3794, 5551, 25513, 27884, 8978, 4032, 34105, 9122, 2407, 9381, 9957, 27188, 1829, 9122, 2407, 9381, 9957, 27188, 1829, 4032, 11778, 1829, 8978, 11778, 1829, 38637, 36081, 995, 8717, 995, 4587, 9381, 4018, 39894, 32887, 5016, 20449, 21136, 37440, 7251, 3555, 4587, 7578, 19753, 37977, 9673, 3794, 10721, 37977], "avg_logprob": -0.3232548577444894, "compression_ratio": 1.6805555555555556, "no_speech_prob": 0.0, "words": [{"start": 3289.81, "end": 3290.21, "word": "يبقى", "probability": 0.869873046875}, {"start": 3290.21, "end": 3290.43, "word": " هذا", "probability": 0.6494140625}, {"start": 3290.43, "end": 3290.59, "word": " شو", "probability": 0.46435546875}, {"start": 3290.59, "end": 3291.17, "word": " بيصير", "probability": 0.8387451171875}, {"start": 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/dSJIcUHEpZw_postprocess.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/dSJIcUHEpZw_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..e4ff6446ea5f6732498eb5e818103a582149e5cc
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/dSJIcUHEpZw_postprocess.srt
@@ -0,0 +1,3192 @@
+1
+00:00:00,000 --> 00:00:02,680
+موسيقى
+
+2
+00:00:25,330 --> 00:00:30,110
+الان بالمعاصلة اللى هو شبكة 13 المرة الماضية اخدنا
+
+3
+00:00:30,110 --> 00:00:33,910
+اول section و اليوم بناخد تانية section المرة اللى
+
+4
+00:00:33,910 --> 00:00:37,190
+فات كان vector valued function limit لهذا ال
+
+5
+00:00:37,190 --> 00:00:40,170
+vector ال derivative لهذا ال vector ال continuity
+
+6
+00:00:40,170 --> 00:00:45,030
+لهذا ال vector وما يتعلق بها اللى دلوقت بدنا نروح
+
+7
+00:00:45,030 --> 00:00:49,650
+لل integrals لهذه ال vector valued functions فبجي
+
+8
+00:00:49,650 --> 00:00:55,520
+بقول integrals of vector functionsتكامل اللي هي
+
+9
+00:00:55,520 --> 00:01:02,340
+الدوال الاتجاهية هنقسم ال section هذا إلى نقطتين
+
+10
+00:01:02,340 --> 00:01:06,920
+النقطة الأولى بنتحدث عن ال indefinite integrals
+
+11
+00:01:06,920 --> 00:01:12,300
+يعني التكاملات غير المحدودة ثم نذهب بعد ذلك إلى ال
+
+12
+00:01:12,300 --> 00:01:18,090
+definite integralsالتي هي التكاملات المحدودة سنعطي
+
+13
+00:01:18,090 --> 00:01:22,890
+تعريف لكل واحدة منهم ثم بعد ذلك ناخد بعض الأمثلة
+
+14
+00:01:22,890 --> 00:01:27,990
+على التعريفات اللي سنعطيها يبقى أول definition في
+
+15
+00:01:27,990 --> 00:01:33,590
+هذا الموضوع definition اللي
+
+16
+00:01:33,590 --> 00:01:36,290
+هو تبع ال indefinite integral
+
+17
+00:01:46,900 --> 00:01:57,520
+بنعرف فعلاً F R of T بيتساوى F of T في اتجاه I زي
+
+18
+00:01:57,520 --> 00:02:02,440
+الـ G of T في اتجاه الـ J زي الـ H of T في اتجاه
+
+19
+00:02:02,440 --> 00:02:12,800
+الـ K where حيث الـ F و الـ G و الـ H are
+
+20
+00:02:12,800 --> 00:02:14,460
+integrable functions
+
+21
+00:02:20,130 --> 00:02:27,690
+دول قابلة للتكامل of T قابلة للتكامل في المتغير T
+
+22
+00:02:27,690 --> 00:02:31,730
+then تكامل
+
+23
+00:02:31,730 --> 00:02:41,430
+لل R of T DT بتساوي تكامل لل F of T DT كله في
+
+24
+00:02:41,430 --> 00:02:49,940
+اتجاه I زائد تكامل لل G of T DT كله في اتجاه Jزائد
+
+25
+00:02:49,940 --> 00:02:59,780
+تكامل لل H of T DT كله في اتجاه الـ K كنا كاملنا
+
+26
+00:02:59,780 --> 00:03:09,200
+بنضيف زائد constant C where C is a constant vector
+
+27
+00:03:18,680 --> 00:03:24,100
+نمر اتنين، باعتبر هذا نمر واحد ونمر اتنين اللي هو
+
+28
+00:03:24,100 --> 00:03:28,780
+definite integrals
+
+29
+00:03:28,780 --> 00:03:37,220
+التكاملات المحزوظة التكاملات
+
+30
+00:03:37,220 --> 00:03:45,880
+المحزوظة زي ايه؟ زي التكامل من A إلى B لـR of T
+
+31
+00:03:48,640 --> 00:03:57,220
+بتساوي تكامل من A إلى B لل F of T DT كله في اتجاه
+
+32
+00:03:57,220 --> 00:04:05,360
+I زائد تكامل من A إلى B لل G of T DT كله في اتجاه
+
+33
+00:04:05,360 --> 00:04:09,480
+J زائد تكامل من A إلى B
+
+34
+00:04:26,150 --> 00:04:30,270
+نرجع للكلام اللي كتبته على اللوح لأنه بدنا نبدأ
+
+35
+00:04:30,270 --> 00:04:35,070
+تطبيقات عليه قبل أن نبدأ هذه التطبيقات نحاول نفهم
+
+36
+00:04:35,070 --> 00:04:40,690
+كل نقطة موجودة عندنا هنا ننجي للتعريف الأول اللي
+
+37
+00:04:40,690 --> 00:04:44,670
+هو تعريف ال independent integral لل vector valued
+
+38
+00:04:44,670 --> 00:04:50,940
+function يتجاه تكملات غير المحدودةفبجب اقول لو كان
+
+39
+00:04:50,940 --> 00:04:54,960
+ال R of T يسوى F of T في اتجاه I زي G و في اتجاه G
+
+40
+00:04:54,960 --> 00:05:00,880
+زي H و في اتجاه K حيث ال F والG والH هم انتجرابل
+
+41
+00:05:00,880 --> 00:05:06,920
+فانكشنبنرجع الى Calculus A بنقول ممكن الدالة تكون
+
+42
+00:05:06,920 --> 00:05:11,800
+قابلة للاشتقاء و ممكن ما تكونش و ممكن تكون قابلة
+
+43
+00:05:11,800 --> 00:05:18,120
+للتكامل و ممكن ما تكونش السؤال هو متى تكون الدالة
+
+44
+00:05:18,120 --> 00:05:22,200
+قابلة للتكامل؟ حد من الذكرة condition واحد فقط
+
+45
+00:05:22,200 --> 00:05:27,720
+نغشت انها تبقى متصلة ممتازة جدا، إذالو كانت الدالة
+
+46
+00:05:27,720 --> 00:05:34,940
+دالة متصلة إذا هذه الدالة قابلة للتكامل اتنين معنى
+
+47
+00:05:34,940 --> 00:05:40,660
+التكامل المحدود هو المساحة بين المنحلة ومحور X
+
+48
+00:05:40,660 --> 00:05:46,340
+مقدار هذه المساحة يسوى عمليا قيمة من قيمة التكامل
+
+49
+00:05:47,100 --> 00:05:51,100
+لازم تكون الدالة F وG وH هذول التلاتة are
+
+50
+00:05:51,100 --> 00:05:55,960
+integrable functions ان حد ذلك يبقى بروح بعضه في
+
+51
+00:05:55,960 --> 00:06:01,300
+التكامل المحدود على انه تكامل لكل مركبة من هذه
+
+52
+00:06:01,300 --> 00:06:05,480
+المركبات بدل ما اقول هنا زائد constant one هنا
+
+53
+00:06:05,480 --> 00:06:09,600
+زائد constant two هنا constant three بقول لهم
+
+54
+00:06:09,600 --> 00:06:13,440
+اجمعهم كلهم constant واحد اللي هو هسميه main ال C
+
+55
+00:06:13,440 --> 00:06:21,570
+السؤال هوهل ال constant هذا scalar ولا vector؟أنا
+
+56
+00:06:21,570 --> 00:06:24,710
+سؤال احنا ال function العادية اللي بيكون كاملة
+
+57
+00:06:24,710 --> 00:06:29,370
+ليست function اتجاهية بيبقى نقول ذات كونستانت و
+
+58
+00:06:29,370 --> 00:06:33,590
+اسكالر اثنين، تلاتة، زيرو، اربع، الاخرين، مضبوط؟
+
+59
+00:06:33,590 --> 00:06:38,630
+طب هل ال C هذا constant vector ولا constant
+
+60
+00:06:38,630 --> 00:06:43,850
+scalar؟ constant vector لحد لو كان .. لو كان
+
+61
+00:06:43,850 --> 00:06:47,630
+scalar كيف بدي أجمع مع ال vectors هذه؟ مش ممكنية،
+
+62
+00:06:47,630 --> 00:06:50,950
+إذا لازم يكون هذا ال C هو عبارة
+
+63
+00:07:15,110 --> 00:07:18,330
+بتكون رقم في اتجاه الـ I رقم في اتجاه الـ J رقم في
+
+64
+00:07:18,330 --> 00:07:22,910
+اتجاه الـ Kاللي هاللي لو جينا لإنتى في light
+
+65
+00:07:22,910 --> 00:07:28,230
+integrals التكاملات المحدودة فالتكامل على ال R of
+
+66
+00:07:28,230 --> 00:07:32,310
+T DT من ايه؟ اللي بيبدو يسمى التكامل على كل مركبة
+
+67
+00:07:32,310 --> 00:07:37,590
+من؟هذه المُركّبات وفي هذه الحالة بقولش زائد
+
+68
+00:07:37,590 --> 00:07:41,690
+constant تماما كما دُرس فيه Calculus التكامل
+
+69
+00:07:41,690 --> 00:07:46,330
+المحدود بنحطلش constant و بنطلع القيمة بتبعته بعوض
+
+70
+00:07:46,330 --> 00:07:49,830
+بالقيمة اللى فوق نقص القيمة اللى تحت بعد ما نكامل
+
+71
+00:07:49,830 --> 00:07:54,590
+بطلع القيمة الحقيقية لمهم للتكامل الان بدأ ناخد
+
+72
+00:07:54,590 --> 00:08:00,010
+أمثلة على كل من ال two definitions الاتنين هدول
+
+73
+00:08:00,010 --> 00:08:01,510
+يبقى examples
+
+74
+00:08:07,150 --> 00:08:12,130
+أول مثال أول مثال يبقى ندله سؤال عشرة من الكتاب
+
+75
+00:08:12,130 --> 00:08:19,350
+بيقول لي evaluate the
+
+76
+00:08:19,350 --> 00:08:28,630
+following integral احسبلي
+
+77
+00:08:28,630 --> 00:08:35,770
+التكامل التالي integration من zero لغاية five
+
+78
+00:09:04,120 --> 00:09:09,530
+يبقى بنا نحسبتكامل ال vector valued function من
+
+79
+00:09:09,530 --> 00:09:14,870
+النقطة zero لغاية النقطة باي بقول هذا التكامل
+
+80
+00:09:14,870 --> 00:09:22,030
+يساوي هكمل four you never know هايه يساوي اظن 60
+
+81
+00:09:22,030 --> 00:09:29,110
+سهل تكاملهالكن تان تربيع ماشي
+
+82
+00:09:29,110 --> 00:09:34,970
+بنحولها بدلالة المتطابقات المثلثية إلى دالة يمكن
+
+83
+00:09:34,970 --> 00:09:40,470
+تكاملها إذا هذا الكلام بده يساوي تكامل من zero إلى
+
+84
+00:09:40,470 --> 00:09:48,510
+باي لsec T اتجاه ال I زي تان تربيع عملات اللي هي
+
+85
+00:09:48,510 --> 00:09:55,800
+sec تربية T ناقص واحدكله في اتجاه ال J ناقص اللي
+
+86
+00:09:55,800 --> 00:10:01,640
+هو T في ال sign T في اتجاه مين في اتجاه ال K
+
+87
+00:10:01,640 --> 00:10:07,840
+بالنسبة الى D هذا الكلام يساوي نكمل السكة في قداش
+
+88
+00:10:07,840 --> 00:10:18,840
+من Calculus B قداش؟ ايوة علي صوت قليل اسمعلن
+
+89
+00:10:18,840 --> 00:10:25,240
+absolute value ل 6T زائد تان T يبقى هذا لن
+
+90
+00:10:25,240 --> 00:10:33,200
+absolute value ل 6T زائد تان T كل هذا الكلام من
+
+91
+00:10:33,200 --> 00:10:37,870
+zero لغاية باي في اتجاه ال I زائدطبعا مذكرة
+
+92
+00:10:37,870 --> 00:10:43,290
+الكريمانات سك تي ماقدرش اكملها مباشرة فبروح بضربها
+
+93
+00:10:43,290 --> 00:10:47,490
+في مقدار و بقسم عليه شو المقدار هذا بضرب في سك
+
+94
+00:10:47,490 --> 00:10:52,170
+زائد تان و بقسم على سك زائد تان بصير البسط و تفاضل
+
+95
+00:10:52,170 --> 00:10:56,670
+المقام يبقى الجواب لم absolute value لمن؟ للمقام
+
+96
+00:10:56,670 --> 00:11:03,570
+اللي بعده زائد اه مقدش تفاضل التان تفاضل التان
+
+97
+00:11:05,040 --> 00:11:13,440
+سكتربيع إذا تكاول السكتربيع هو تان يبقى تان ت ناقص
+
+98
+00:11:13,440 --> 00:11:19,460
+ت كل هذا الكلام من وين لوين من zero لغاية باي في
+
+99
+00:11:19,460 --> 00:11:25,600
+اتجاه ال J ناقص اه استنى شوية هذه مالاش اللي ايش
+
+100
+00:11:26,980 --> 00:11:30,840
+الكسور الجزئية ولا لا؟ مش الكسور الجزئية
+
+101
+00:11:30,840 --> 00:11:35,500
+integration by parts تكامل بالتجزيه يبقى بدى اخد
+
+102
+00:11:35,500 --> 00:11:36,840
+جزء ال derivatives
+
+103
+00:12:00,880 --> 00:12:09,620
+هو لوحدهطبعا لو كان ال N هو عدد صحيح موجد إذا بقول
+
+104
+00:12:09,620 --> 00:12:17,140
+تكامل X أُس N في Cos X أو X أُس N في Sin X أو X
+
+105
+00:12:17,140 --> 00:12:23,840
+أُس N في Sin X أو X أُس N في Cos X أوالـ X أُس N
+
+106
+00:12:23,840 --> 00:12:28,580
+في E أُس A X أو الـ X أُس N في A to the power X
+
+107
+00:12:28,580 --> 00:12:32,920
+يبقى الست حالتها من حد أشوفهم بروح بعملهم الجدول
+
+108
+00:12:32,920 --> 00:12:38,560
+مباشرة مشتقة الـ T بواحد تكمل الـ Sine بسالب
+
+109
+00:12:38,560 --> 00:12:43,840
+Cosine الـ T مشتقة الواحد بزيرو تكمل هذا بناقص
+
+110
+00:12:43,840 --> 00:12:48,870
+Sine Tو بروح بتخدم قاعدة الإشارات ببدأ بزائد ناقص
+
+111
+00:12:48,870 --> 00:12:52,970
+زائد ناقص لغاية ما تنتهي المسألة اللي عندي هذه
+
+112
+00:12:52,970 --> 00:13:04,610
+بصير ناقص و عندك هنا ناقص T Cos T و هنا زائد Sin T
+
+113
+00:13:04,610 --> 00:13:11,980
+كل هذا الكلام من Zero لغاية Pi في اتجاه الـKهذا
+
+114
+00:13:11,980 --> 00:13:15,460
+الكلام يسافر فالدعوة من القيمة اللى فوق ناقص
+
+115
+00:13:15,460 --> 00:13:21,720
+القيمة اللى تحت يبقى هذا ال in absolute value بدأى
+
+116
+00:13:21,720 --> 00:13:26,700
+اجي ل 16 إذا نسيها بقول ال سك هي مقلوب من ال
+
+117
+00:13:26,700 --> 00:13:32,960
+cosine 180 سالب واحد واحد على سالب واحد اللى هو
+
+118
+00:13:32,960 --> 00:13:39,670
+سالب واحد تمام اللى بدى assign ال byيبقى جيب
+
+119
+00:13:39,670 --> 00:13:45,850
+الـ180 عفواً ضل الـ180 يبقى جيب الـ180 على جيت
+
+120
+00:13:45,850 --> 00:13:51,070
+الـ180 جيب الـ180 بزيرو وجيت الـ180 بسلب واحد يبقى
+
+121
+00:13:51,070 --> 00:14:01,540
+بزيرو يبقى ناقص واحد ناقص زيرو على فوق ناقص لن0 1
+
+122
+00:14:01,540 --> 00:14:06,820
+و tan 0 اللي هو بزيرو هاي خلصنا ال term الأول هذا
+
+123
+00:14:06,820 --> 00:14:14,580
+كله في اتجاه مين؟ في اتجاه ال I زاد ها tan باي
+
+124
+00:14:14,580 --> 00:14:23,540
+اللي هو قداش بزيرو ناقص باي ناقص زيرو زائد زيرو في
+
+125
+00:14:23,540 --> 00:14:30,860
+اتجاه ال G tan باي بزيرو سالف باي هاينقص تان زيرو
+
+126
+00:14:30,860 --> 00:14:35,600
+بزيرو و تي بزيرو مع السلامة اللي بعضه نقص نقص بصير
+
+127
+00:14:35,600 --> 00:14:42,260
+جملات زائد ه قصارى مية تمانين بسالب واحد مع سالب
+
+128
+00:14:42,260 --> 00:14:46,040
+بصير مؤاشرة نقص
+
+129
+00:14:49,580 --> 00:14:53,720
+الشرط النقص بدي أدخله زائد و بدي أدخله سالب جوا
+
+130
+00:14:53,720 --> 00:15:00,560
+بصير عندك كلاميا موجة باي و كسايمية و تمانين بسالب
+
+131
+00:15:00,560 --> 00:15:09,480
+واحد زائد زيرو ناقص زيرو ناقص زيرو كله بزيرو في
+
+132
+00:15:09,480 --> 00:15:13,500
+اتجاه الكيك
+
+133
+00:15:13,500 --> 00:15:18,160
+طبعا ناقص يصير هذا زائد زيرو ما عليك يبقى هذه بدها
+
+134
+00:15:18,160 --> 00:15:25,740
+تساويلن absolute value لسالب واحد اللي هو واحد لإن
+
+135
+00:15:25,740 --> 00:15:30,520
+الواحد ب zero و لإن الواحد ب zero في أيطار مع
+
+136
+00:15:30,520 --> 00:15:35,680
+السلامة يبقى هاي ال zero نجي لبعض، همضلش عندي، هذي
+
+137
+00:15:35,680 --> 00:15:40,160
+هنا بلد في اتجاه ال J يبقى
+
+138
+00:15:40,160 --> 00:15:46,800
+ناقص باي في اتجاه ال J و لبعدها ناقص باي في اتجاه
+
+139
+00:15:46,800 --> 00:15:55,040
+ال Kأو نتيجة التكامل هو ناقص by J زائد K يبقى هذه
+
+140
+00:15:55,040 --> 00:16:04,140
+نتيجة التكامل لهذه المثل ناخد كمان سؤال سؤال اتنين
+
+141
+00:16:04,140 --> 00:16:14,120
+اللي هو سؤال ستاشر من الكتاب يقول لي Fالـ RW' of T
+
+142
+00:16:14,120 --> 00:16:21,960
+بيكون ناقص I زائد J زائد K ناقص مضلوب في الكل والـ
+
+143
+00:16:21,960 --> 00:16:28,040
+R عند الـ Zero والـ R عند الـ Zero بيكون عشرة I
+
+144
+00:16:28,040 --> 00:16:38,600
+زائد عشرة J زائد عشرة K و الـ DR على DT
+
+145
+00:16:47,820 --> 00:16:53,080
+أو جدلنا الـ R of G
+
+146
+00:17:23,110 --> 00:17:27,410
+يبقى السؤال يقول، لو كانت المشتقة الثانية لR of T
+
+147
+00:17:27,410 --> 00:17:32,690
+يسوى نقص I زائد G زائد K وكانت R عند الـ Zero هو
+
+148
+00:17:32,690 --> 00:17:38,590
+المتجه الثابت عشرة I زائد عشرة G زائد عشرة K وكانت
+
+149
+00:17:38,590 --> 00:17:44,010
+المشتقة لR بالنسبة إلى DT عند T تساوي Zero تساوي
+
+150
+00:17:44,010 --> 00:17:47,730
+Zero السؤال هو، هل الـ Zero هذا مختلف عن الـ Zero
+
+151
+00:17:47,730 --> 00:17:52,500
+هذا من أين؟طبعاً بيختلف اختلافاً كليا هذا P is
+
+152
+00:17:52,500 --> 00:17:56,520
+scalar لكن هذا main vector لأن R of T في الأصل هو
+
+153
+00:17:56,520 --> 00:18:00,200
+vector valued function فمشتقته هي vector كذلك إذا
+
+154
+00:18:00,200 --> 00:18:04,800
+هذا هو ال zero vector ومن هنا عملته لك على شكل
+
+155
+00:18:04,800 --> 00:18:10,580
+اللي هو مطاول شوية بحيث يختلف عالمين عن هذاقال لي
+
+156
+00:18:10,580 --> 00:18:15,360
+هزل ال R of T يبقى ملعقين ال R double prime of T
+
+157
+00:18:15,360 --> 00:18:21,400
+وطلب من يعني أيه؟ مارتين
+
+158
+00:18:21,400 --> 00:18:27,460
+كل مرة يطلع لثابت لتكامل لأن هذا ما هو اش تكامل
+
+159
+00:18:27,460 --> 00:18:31,920
+محدود زي السؤال اللي قبله تمام؟ إذا المثال الأول
+
+160
+00:18:31,920 --> 00:18:35,680
+كان على الحالة الثانية والمثال الثاني على مين؟ على
+
+161
+00:18:35,680 --> 00:18:40,770
+الحالة الأولىيبقى احنا عندنا هذا بده روح اكامله
+
+162
+00:18:40,770 --> 00:18:48,510
+يبقى بده اخد تكامل لل R' of T DT بده يساوي تكامل
+
+163
+00:18:48,510 --> 00:18:58,190
+لـ I J K كله بالنسبة الى DT طيب
+
+164
+00:19:01,200 --> 00:19:05,920
+هذا اشتقاق مرتين بدا كامل مرة نخلص من المشتقة
+
+165
+00:19:05,920 --> 00:19:09,940
+الأولى هبقى اللي عندنا مين ال R prime of D اللي
+
+166
+00:19:09,940 --> 00:19:17,260
+همين D R على D T هدوي سوا بدا كامل هذه يبقى ناقص T
+
+167
+00:19:17,260 --> 00:19:22,360
+في اتجاه ال I ناقص T في اتجاه ال J ناقص T في اتجاه
+
+168
+00:19:22,360 --> 00:19:31,270
+ال K زائد كونسالـ C1 هذا ثابت و لا vectorيعني
+
+169
+00:19:31,270 --> 00:19:35,210
+scalar ولا vector؟ vector طبعاً بدنا نعرف مين هو
+
+170
+00:19:35,210 --> 00:19:40,310
+ال vector اللي عندنا هنا بقول اه ارجع شوية ميعطيني
+
+171
+00:19:40,310 --> 00:19:45,410
+معلومة هذه المعلومة بده أحاول أستفيد منها جالي لما
+
+172
+00:19:45,410 --> 00:19:49,790
+T تساوي Zero بده تبقى المشتقة الأولى ل R of T بده
+
+173
+00:19:49,790 --> 00:19:54,950
+ساوي مين؟ Zero إذا هشيل كل T و أحط مكانها؟ Zero
+
+174
+00:19:54,950 --> 00:20:02,330
+يبقى بناء عليه هذا بده يعطيناإن دي R على دي T عند
+
+175
+00:20:02,330 --> 00:20:06,990
+الـ T بدها تساوي زيرو بده يساوي هاي المستقبل إذا
+
+176
+00:20:06,990 --> 00:20:12,710
+هشيل كل T و أحط مكانها زيرو يبقى و يساوي زيرو في
+
+177
+00:20:12,710 --> 00:20:17,110
+اتجاه ال I زائد زيرو في اتجاه ال J زائد زيرو في
+
+178
+00:20:17,110 --> 00:20:18,930
+اتجاه ال K زائد C
+
+179
+00:20:25,920 --> 00:20:31,660
+يبقى هذا كله بده يساوي الـ zero vector بناء عليه
+
+180
+00:20:31,660 --> 00:20:35,820
+الـ C1 بده يساوي كده ال zero
+
+181
+00:20:54,520 --> 00:21:00,440
+طيب اللي بد ال R of T يبقى كامل الطرفين يبقى بناء
+
+182
+00:21:00,440 --> 00:21:07,560
+عليه R of T سوى نقص نص T تربيه في اتجاه I نقص نص T
+
+183
+00:21:07,560 --> 00:21:14,040
+تربيه في اتجاه J نقص نص T تربيه في اتجاه K زائد
+
+184
+00:21:14,040 --> 00:21:21,420
+constant من C2عند الـ T تساوي 0 قداش بده يساوي لإن
+
+185
+00:21:21,420 --> 00:21:28,340
+هو ماتين ال R of 0 يعني عند T تساوي 0 فباجي بقوله
+
+186
+00:21:28,340 --> 00:21:34,600
+ال R of 0 بده يساوي، بدي أشيل كل T و أحط مكانها
+
+187
+00:21:34,600 --> 00:21:41,580
+Zero يبقى هذا Zero Zero Zero يبقى Zero زائد C2طب
+
+188
+00:21:41,580 --> 00:21:47,200
+ال R of Zero قال لي هي عشرة I زائد عشرة J زائد
+
+189
+00:21:47,200 --> 00:21:53,220
+عشرة K معناه هذا الكلام انه C2 يسوى عشرة I زائد
+
+190
+00:21:53,220 --> 00:21:58,380
+عشرة J زائد عشرة K فالان علينا ال vector valid
+
+191
+00:21:58,380 --> 00:22:03,080
+function اللي بده إياها ليه R of T نقص نص
+
+192
+00:22:11,370 --> 00:22:21,450
+زائد له C2 له بعشرة I زائد عشرة J زائد عشرة K بدي
+
+193
+00:22:21,450 --> 00:22:27,710
+أجمع المراكبات المتناضرة يبقى عشرة ناقص نص T تربيع
+
+194
+00:22:27,710 --> 00:22:33,530
+في اتجاه ال I زائد عشرة ناقص نص T تربيع في اتجاه
+
+195
+00:22:33,530 --> 00:22:40,910
+ال Jزائد عشرة نقص نص T تربية في اتجاه main في
+
+196
+00:22:40,910 --> 00:22:49,730
+اتجاه ال K هذه كلها اليمين R of T اللي طلع لحد
+
+197
+00:22:49,730 --> 00:22:54,210
+هنا بكفينا النقطة هذه من هذا ال section وبتروح
+
+198
+00:22:54,210 --> 00:23:00,990
+اتحلول المسائل مناللي هو تلات و عشر اتنين المسائل
+
+199
+00:23:00,990 --> 00:23:09,830
+من واحد الى ستاش الأدء المسائل الفردية كافي الباقي
+
+200
+00:23:09,830 --> 00:23:11,030
+كلهم مش لزمني
+
+201
+00:23:44,590 --> 00:23:49,610
+ننتقل الان الى ال section اللذي يليه اللي هو
+
+202
+00:23:49,610 --> 00:23:54,150
+تلتاشر تلاتة اللي بتكلم عن ال arc linked in space
+
+203
+00:23:54,150 --> 00:24:00,570
+يبقى بالداخل ال section تلتاشر تلاتة اللي هو ال
+
+204
+00:24:00,570 --> 00:24:07,450
+arc linked in space
+
+205
+00:24:34,960 --> 00:24:39,950
+لما نقول arc length يا بنات in spaceيبقى احنا
+
+206
+00:24:39,950 --> 00:24:45,850
+عندنا منحنى فى الفرق و بدنا نعرف كده شطول جزء من
+
+207
+00:24:45,850 --> 00:24:50,390
+المنحنى على فترة ما فانا بسمى arc length يعني طول
+
+208
+00:24:50,390 --> 00:24:56,300
+القوس فى الفرق in space فى الفرقسأقسم إلى ثلاث
+
+209
+00:24:56,300 --> 00:24:59,920
+نقاط أول نقطة سأحسب الـ arc length النقطة التانية
+
+210
+00:24:59,920 --> 00:25:04,160
+هي speed اللي هي مقدار صدر الجسم يسيره في الفرار
+
+211
+00:25:04,160 --> 00:25:09,080
+النقطة التالتة ال unit tangent vector للمنحنة
+
+212
+00:25:09,080 --> 00:25:13,600
+عندها نقطة يبقى أنا عند المنحنة في الفرار سأحسب ال
+
+213
+00:25:13,600 --> 00:25:17,460
+tangent إلى أين عندها نقطة خلّيني مع النقطة الأولى
+
+214
+00:25:17,460 --> 00:25:23,400
+سأعطيها تعريف ونشوف كيف سنستخدم هذا التعريف يبقى
+
+215
+00:25:23,400 --> 00:25:23,980
+definition
+
+216
+00:25:32,150 --> 00:25:40,130
+of a small curve R
+
+217
+00:25:40,130 --> 00:25:47,910
+of T بده يساوي X of T في اتجاه I Y of T في اتجاه J
+
+218
+00:25:47,910 --> 00:25:57,190
+زائد Z of T في اتجاه K والـ A أقل من أو يساوي T
+
+219
+00:25:57,190 --> 00:26:03,160
+أقل من أو يساوي B يعني T محصورةما بين ال A و ال B
+
+220
+00:26:03,160 --> 00:26:08,080
+as T
+
+221
+00:26:08,080 --> 00:26:11,200
+increases
+
+222
+00:26:11,200 --> 00:26:18,120
+from
+
+223
+00:26:18,120 --> 00:26:21,200
+T
+
+224
+00:26:21,200 --> 00:26:32,790
+تساوي A to T تساوي B as يتقلل البنسوي تكامل من A
+
+225
+00:26:32,790 --> 00:26:42,470
+إلى B للجدر التربيعي لمن؟ لـ dx على dt لكل تربيع،
+
+226
+00:26:42,470 --> 00:26:51,950
+dy على dt لكل تربيع، dz على dt لكل تربيع، والتكامل
+
+227
+00:26:51,950 --> 00:26:58,390
+هذا كله بالنسبة لمن؟ بالنسبة إلى dtطبعاً هذا بده
+
+228
+00:26:58,390 --> 00:27:06,630
+يسوي تكامل من a إلى b هذا مين يا بنات المرة اللي
+
+229
+00:27:06,630 --> 00:27:16,170
+فاتت طول ال a طول
+
+230
+00:27:16,170 --> 00:27:19,910
+ال a ممتاز جدا يعني هذا مقدار السرعة
+
+231
+00:27:22,860 --> 00:27:32,340
+هو ال vector P بالنسبة الى DT مرة تانية باجي بقول
+
+232
+00:27:32,340 --> 00:27:38,350
+طول smooth curve المقطع بالعلاقة اللى عندنا هذهمن
+
+233
+00:27:38,350 --> 00:27:43,250
+النقطة A الى B حيث T انكريز من النقطة A الى نقطة B
+
+234
+00:27:43,250 --> 00:27:48,390
+بعرفه كتالة L يسوى integration من A الى B للجدر
+
+235
+00:27:48,390 --> 00:27:52,090
+التربية لDX على DT لكل تربية زي ال DIY على DT لكل
+
+236
+00:27:52,090 --> 00:27:56,390
+تربية زي ال DZ على DT لكل تربية يبقى X وY وZ هنا
+
+237
+00:27:56,390 --> 00:28:02,510
+أجت مكان اللي جاب ال F والG ولدش هي هي فانكشن في
+
+238
+00:28:02,510 --> 00:28:11,160
+100 في Tهذا المقدار هو طول متجه السرعة
+
+239
+00:28:28,030 --> 00:28:34,990
+السؤال هو احنا على المحاور الكارتيزية بدأنا نبدأ
+
+240
+00:28:34,990 --> 00:28:37,890
+من نقطة الأصل و نتحرك عليه و نقول واحد اتنين تلاتة
+
+241
+00:28:37,890 --> 00:28:41,330
+أربعة و اشيجر تانية سالب واحد سالب اتنين و ايه كده
+
+242
+00:28:41,330 --> 00:28:45,230
+بالنسبالي محور وايه طب المنحلة اللي في الفراغ هذا
+
+243
+00:28:45,230 --> 00:28:50,770
+كيف بنسوي فيه بقوله بسيطة جدا تختار نقطة بتسميها
+
+244
+00:28:50,770 --> 00:28:51,290
+ال base
+
+245
+00:29:08,380 --> 00:29:18,700
+يبقى ده smooth curve المنحنة الاملة is scaled
+
+246
+00:29:24,330 --> 00:29:35,370
+is a scale الرقم يعني like number like
+
+247
+00:29:35,370 --> 00:29:46,290
+number line مثل خط الأعداد تماما as shown in the
+
+248
+00:29:46,290 --> 00:29:49,570
+figure كما هو بيتبرسل
+
+249
+00:30:16,860 --> 00:30:25,040
+عند نقطة PRT نقطة PRT نقطة PRT نقطة PRT نقطة PRT
+
+250
+00:30:25,040 --> 00:30:31,910
+نقطة PRT نقطة PRT نقطة PRT نقطةهذا اتنين، هذا
+
+251
+00:30:31,910 --> 00:30:38,470
+تلاتة، هذا اربع، خمسة، ستة، وهكذا، هذا مشيت وين
+
+252
+00:30:38,470 --> 00:30:43,490
+عالي منه؟ مشيت ع الشمال، بدأ يقول هنا سالب واحد،
+
+253
+00:30:43,490 --> 00:30:49,270
+سالب اتنين، وهكذا، يبقى برقم المنحنى في الفراغ زي
+
+254
+00:30:49,270 --> 00:30:55,040
+ترقيم خط الاعداد تماما بالضعفطيب في انا كمان تعريف
+
+255
+00:30:55,040 --> 00:31:00,300
+اخر بيقول طبعا انتوا شايفين ان انا قادم هنا S of T
+
+256
+00:31:00,300 --> 00:31:04,240
+لكن ايش S of T انتوا لسه مش عارفين يبقى الان بدي
+
+257
+00:31:04,240 --> 00:31:11,140
+اعطي تعريف لل S of T يبقى ال definition the
+
+258
+00:31:11,140 --> 00:31:20,760
+directed distance المسافة
+
+259
+00:31:20,760 --> 00:31:21,740
+المباشرة
+
+260
+00:31:24,400 --> 00:31:36,360
+along a smooth curve from the
+
+261
+00:31:36,360 --> 00:31:43,800
+base point
+
+262
+00:31:43,800 --> 00:31:57,560
+من النقطة البداية ال S of Tبدو يساوي تكامل من T
+
+263
+00:31:57,560 --> 00:32:09,000
+naught إلى T لقول ال V of Tau D Tau و لو بدو يساوي
+
+264
+00:32:09,000 --> 00:32:17,540
+تكامل من T naught إلى T للجذر الترابيعي ل X prime
+
+265
+00:32:17,540 --> 00:32:27,150
+of Tau كل ترابيعزائد y prime of tau لكل
+
+266
+00:32:27,150 --> 00:32:38,050
+تربيع زائد z prime of tau لكل تربيع كله d tau
+
+267
+00:32:59,370 --> 00:33:07,830
+هذه التسمية إلى اسم آخر يبقى also وكذلك اللي هو S
+
+268
+00:33:07,830 --> 00:33:14,270
+of T is called the arc length parameter
+
+269
+00:33:38,770 --> 00:33:54,710
+والذي يكون هو تزايدا in the direction of
+
+270
+00:33:54,710 --> 00:33:56,050
+increasing T
+
+271
+00:33:58,730 --> 00:34:03,110
+increasing T جادة زايد
+
+272
+00:34:39,960 --> 00:34:45,320
+بنرجع للتعريف اللي احنا كاتبينه مرة ثانية التعريف
+
+273
+00:34:45,320 --> 00:34:49,540
+بيقول الـ directed distance along a smooth curve C
+
+274
+00:34:49,540 --> 00:34:53,740
+يبقى الملحنة هذا بيسميه الملحنة C هذا يا بنات كأنه
+
+275
+00:34:53,740 --> 00:34:58,500
+الملحنة الأزرق اللي احنا رسمينه هنا تماما مانو
+
+276
+00:34:58,500 --> 00:35:05,660
+from the base point T0 من عند النقطة T0 is كتالي
+
+277
+00:35:05,660 --> 00:35:14,080
+بقول S of T هو تكمل من T0لغاية T لل V of TAU D TAU
+
+278
+00:35:14,080 --> 00:35:18,780
+طبعا السؤال اللي يحط على بعضك شو TAU هذا؟ مش هيك؟
+
+279
+00:35:18,780 --> 00:35:24,420
+بيقولك أبدا مش احنا بنكمل بالنسبة إلى T إذا لو خلت
+
+280
+00:35:24,420 --> 00:35:30,260
+من T نقطة إلى T وكانت هذه الدالة بدلالة T
+
+281
+00:35:40,910 --> 00:35:45,750
+بعد كامل بعوض بحدود اللي فوق نقص لتحت بصير عندي
+
+282
+00:35:45,750 --> 00:35:51,330
+دالة في Tيبقى هذا تاو اي رمز بدك يعني كتبته تاو
+
+283
+00:35:51,330 --> 00:35:56,030
+انت و كتبيه epsilon واحد يكتب ليه xi و واحد يقول
+
+284
+00:35:56,030 --> 00:36:00,690
+ليه xi و كده حق الرمز اللي يعجبك مع أنه مشكلة لكن
+
+285
+00:36:00,690 --> 00:36:04,830
+اصطلح عليه ان ارمزله بالرمز تاو اي رمز بدنا يعني
+
+286
+00:36:05,300 --> 00:36:10,240
+طيب يبقى من هنا لطول ال view of tau و تشيل x prime
+
+287
+00:36:10,240 --> 00:36:13,540
+of tau تربيه و y prime of tau تربيه و z prime of
+
+288
+00:36:13,540 --> 00:36:17,020
+tau تربيه كل التكوين يسبل ال d tau و بعد ما كامل
+
+289
+00:36:17,020 --> 00:36:21,580
+بعض و حدود التكوين تطلع دالة في main في T أبقى
+
+290
+00:36:21,580 --> 00:36:27,920
+بستنى شوية بستنى شو الفرق بين التعريف الأول و
+
+291
+00:36:27,920 --> 00:36:33,600
+التعريف التاني لأن أنا شايفهم زي بعض ولا لا طلع
+
+292
+00:36:33,600 --> 00:36:38,070
+هنا كويسانا قايل هنا ال length ال تكامل من a لب ا
+
+293
+00:36:38,070 --> 00:36:44,130
+لب رقمين عددين تمام هذا المشتق الأولى والمشتق
+
+294
+00:36:44,130 --> 00:36:47,590
+الأولى والمشتق الأولى للمركبة ورقم ربعها هذا
+
+295
+00:36:47,590 --> 00:36:52,310
+المشتق الأولى والمشتق الأولى للمركبة ورقم ربعهاطيب
+
+296
+00:36:52,310 --> 00:36:56,530
+الفرق بينهم بس هذا تكون من الرقمين هذا تكون من
+
+297
+00:36:56,530 --> 00:37:03,090
+الرقم إلى متغير T ليس إلا إذا اللي فوق هو اللي تحت
+
+298
+00:37:03,090 --> 00:37:10,710
+شكله طيب في فارق بينهما؟ في فارق ما بين ال two
+
+299
+00:37:10,710 --> 00:37:17,210
+definitions؟ طلعوا فيهم كويس واضح يعني كلامك حد
+
+300
+00:37:17,210 --> 00:37:20,050
+تقدر تجيب ليه شو الفرق ما بين الاتنين؟
+
+301
+00:37:25,390 --> 00:37:27,370
+ماما؟ بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة
+
+302
+00:37:27,370 --> 00:37:28,230
+بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة
+
+303
+00:37:28,230 --> 00:37:30,630
+بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة
+
+304
+00:37:30,630 --> 00:37:31,210
+بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة
+
+305
+00:37:31,210 --> 00:37:31,530
+بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة
+
+306
+00:37:31,530 --> 00:37:34,610
+بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة بصراحة
+
+307
+00:37:34,610 --> 00:37:40,230
+بصراحة بصراحة بصراحةالأول من ضعيف رقم قيمة محددة
+
+308
+00:37:40,230 --> 00:37:45,510
+يبقى أنا يا بنات في الحالة الأولى بجيب رقم الوطول
+
+309
+00:37:45,510 --> 00:37:50,510
+القوس اللى عندنا على فترة محددة هذا التعريف الأول
+
+310
+00:37:50,510 --> 00:37:59,070
+النتيجة رقمالنتيجة الثانية دالة في T لأنها بتقول
+
+311
+00:37:59,070 --> 00:38:05,350
+من T نضله رقم إلى T التاني بتطلع لي T وهو المسافة
+
+312
+00:38:05,350 --> 00:38:10,870
+عند أي لحظة يعني هو طول عند أي لحظة اختار اللحظة
+
+313
+00:38:10,870 --> 00:38:14,810
+اللي بدك إياها يعني كأنه قصير التعريف الأول هو
+
+314
+00:38:14,810 --> 00:38:19,430
+حالة خاصة من مين من التعريف الثاني صحيح ولا لأ
+
+315
+00:38:19,430 --> 00:38:23,850
+يبقى الحالة الأولة هو طول محدد على فترة محددةهذا
+
+316
+00:38:23,850 --> 00:38:31,230
+طول المدحانة عند اي لحظة بدك يجيب عليها
+
+317
+00:38:31,550 --> 00:38:35,630
+هذا لو جيت كامده هيطلع بدلالة T ولمّا أعوض بحدود
+
+318
+00:38:35,630 --> 00:38:40,650
+التكامل بصير بدلالة T ومن هنا سمنها ال S of T مين
+
+319
+00:38:40,650 --> 00:38:45,250
+ال S of T الى ال direct distance along this small
+
+320
+00:38:45,250 --> 00:38:50,690
+curve المسافة المباشرة على مين؟ على اللي هو
+
+321
+00:38:50,690 --> 00:38:54,670
+المنحنى اللي عندنا لحظة كتبتولك هنا S of T وقلنا
+
+322
+00:38:54,670 --> 00:38:58,010
+لك شو S of T وقلنا مش عارفين فروحنا عرفنا لك S of
+
+323
+00:38:58,010 --> 00:39:03,440
+TS of T يا بسميه Direct Distance على كل المنحنة يا
+
+324
+00:39:03,440 --> 00:39:09,180
+بسميه Arc Length Parameter للمنحنة SDC يعني ايش
+
+325
+00:39:09,180 --> 00:39:13,180
+معناه Parameter يا بنت بالعربي Parameter
+
+326
+00:39:14,420 --> 00:39:19,780
+هذا البرامتر ليس تلجة معروفية تلجة معروفية هو وسيط
+
+327
+00:39:19,780 --> 00:39:23,720
+يعني واحد يدخل بين اتنين لماذا؟ لأن المنحنة نكتب
+
+328
+00:39:23,720 --> 00:39:28,520
+دلالة X وY دائما وابدا إذا دخلت T في المصي فتكون T
+
+329
+00:39:28,520 --> 00:39:33,080
+دخلتها وسيط وقلت X function في T وY function في T
+
+330
+00:39:33,080 --> 00:39:38,220
+اللي بسمي وسيط أو parameter إذا ال S of T يا بسمي
+
+331
+00:39:38,220 --> 00:39:41,960
+ال direct distance يا بسمي ال arc length parameter
+
+332
+00:39:41,960 --> 00:39:49,320
+للمنحنة Tاركلينج بارامتر هذا يتزايد في اتجاه تزايد
+
+333
+00:39:49,320 --> 00:39:53,240
+تزايد
+
+334
+00:39:53,240 --> 00:39:54,800
+تزايد تزايد تزايد تزايد تزايد تزايد تزايد تزايد
+
+335
+00:39:54,800 --> 00:39:55,620
+تزايد تزايد تزايد تزايد تزايد تزايد تزايد تزايد
+
+336
+00:39:55,620 --> 00:39:56,660
+تزايد تزايد تزايد تزايد تزايد تزايد تزايد تزايد
+
+337
+00:39:56,660 --> 00:40:01,120
+تزايد تزايد تزايد تزايد تزايد تزايد تزايد تزايد
+
+338
+00:40:01,120 --> 00:40:05,000
+تزايد تزايد تزايد تزايد تزايد تزايد تزايد تزايد
+
+339
+00:40:05,000 --> 00:40:11,700
+تزا
+
+340
+00:40:16,650 --> 00:40:20,070
+طبعا مش هيبيلك ع الرسل الكلام اللي احنا كتبهله قبل
+
+341
+00:40:20,070 --> 00:40:24,810
+المثال لو جيت قلت يا بنات هذه النقطة هي ال base
+
+342
+00:40:24,810 --> 00:40:31,870
+point ال base point النقطة ل P of T node يعني عندي
+
+343
+00:40:31,870 --> 00:40:37,750
+ال T node كانت النقطة هذه تمام؟ وروحنا أخدنا نقطة
+
+344
+00:40:37,750 --> 00:40:43,590
+تانية زي النقطة هذه اللي عند أي لحظة يبقى هذه ال P
+
+345
+00:40:43,590 --> 00:40:49,370
+of Tكان عندنا هذا ال vector الأساسي وهذا صار ال
+
+346
+00:40:49,370 --> 00:40:55,310
+vector الجديد اللي هو R of T لكن هذا ال vector
+
+347
+00:40:55,310 --> 00:41:02,410
+اللي هو R of T هذا ال vector اللي هو R of T0 طب
+
+348
+00:41:02,410 --> 00:41:07,390
+وين ال directed distance S of T؟ باجي بقول خط
+
+349
+00:41:07,390 --> 00:41:14,230
+الغامق اللي عندنا هذا خط الأسود هذا كلههذا بنات
+
+350
+00:41:14,230 --> 00:41:18,950
+اللي هو ال S of T اللي هي المسافة المباشرة من
+
+351
+00:41:18,950 --> 00:41:23,410
+النقطة لأن ال base point إلى أي نقطة تقع على
+
+352
+00:41:23,410 --> 00:41:28,830
+المنحنة عرفنا وين ال S of T؟ طيب إذا النقطة هذه
+
+353
+00:41:28,830 --> 00:41:33,710
+معروفة عدديًا والنقطة هذه معروفة عدديًا صار اللي
+
+354
+00:41:33,710 --> 00:41:40,530
+هو الوطول المنحنة طب ناصر مثال توضيح على ذلك بيقول
+
+355
+00:42:15,820 --> 00:42:25,420
+Find the length of the givenFind the length of the
+
+356
+00:42:25,420 --> 00:42:29,960
+given portion
+
+357
+00:42:29,960 --> 00:42:37,600
+of
+
+358
+00:42:37,600 --> 00:42:38,280
+the curb
+
+359
+00:42:45,710 --> 00:42:52,950
+find the arglym parameter find the arglym
+
+360
+00:42:52,950 --> 00:42:59,350
+parameter parameter
+
+361
+00:42:59,350 --> 00:43:08,290
+اللي هو S of T F T naught بدت ساوي كده بدت ساوي
+
+362
+00:43:08,290 --> 00:43:13,030
+ساوي solution
+
+363
+00:43:20,890 --> 00:43:27,710
+المقول الأول جالي هدى طول الجزر اللى هو من المنحنى
+
+364
+00:43:27,710 --> 00:43:33,230
+على الفترة اللى احنا حددناها من المنحنى هى R of T
+
+365
+00:43:33,230 --> 00:43:37,930
+في جامعاتنا التجاهية بدي اعرف قداش طول الجزر على
+
+366
+00:43:37,930 --> 00:43:43,190
+الفترة اللى بدها تتغير فيها D من سالب للاربعة
+
+367
+00:43:43,190 --> 00:43:49,730
+لغاية ال zero بدي اعرف قداش طول المنحنى في هذه
+
+368
+00:43:49,730 --> 00:43:56,370
+الفترةمش هنجيب طول المنحنى بقى شو بدي أعمل؟ بدي
+
+369
+00:43:56,370 --> 00:44:03,290
+أجيب المستقل أولى لمعادلة المنحنى طب كويس، الآن لو
+
+370
+00:44:03,290 --> 00:44:10,740
+جيت بدي أحسب الـDX على DDيبقى بدى مشتق التاني مش
+
+371
+00:44:10,740 --> 00:44:15,920
+هاد X و هاد Y و هاد Z تمام و احنا كتبنا DX على DT
+
+372
+00:44:15,920 --> 00:44:20,160
+لكل تربيع زي ال DY على DT لكل تربيع زي ال DZ على
+
+373
+00:44:20,160 --> 00:44:25,060
+DT لكل تربيع كله تحت من تحت الجذر اذا انا بدي
+
+374
+00:44:25,060 --> 00:44:33,580
+اجيبله DX على DT يعني D على DT لمن؟ من X
+
+375
+00:44:39,850 --> 00:44:47,270
+إذا أنا مشتقت كده؟ حاصل ضرب دلتين مشتقت الدالة
+
+376
+00:44:47,270 --> 00:44:53,470
+الأولى في الدالة الثانية زائد الدالة الأولى
+
+377
+00:44:56,740 --> 00:45:02,580
+مشتركة ال cos بسالب sin او اذا كنت تاخد E أس T
+
+378
+00:45:02,580 --> 00:45:10,680
+عامل مشترك بيبقى ال cos T ناقص sin T بشكل يعني
+
+379
+00:45:10,680 --> 00:45:16,260
+بلزم تربيعها خلينا نطبعها بالمرة يبقى يا بنات لو
+
+380
+00:45:16,260 --> 00:45:24,280
+جيتك واخدت DX على DT لكل تربيع يبقى E أس اتنين T
+
+381
+00:45:24,280 --> 00:45:33,630
+فيهكوصين تربيع T نقص اتنين كوصين T كوصين T زائد
+
+382
+00:45:33,630 --> 00:45:41,530
+كوصين تربيع T ويبقى ساوي E باس اتنين T فيه كوصين
+
+383
+00:45:41,530 --> 00:45:47,130
+تربيع زائد كوصين تربيع يبقى واحد يبقى واحد نقص
+
+384
+00:45:47,130 --> 00:45:53,030
+اتنين كوصين T كوصين T كيف؟
+
+385
+00:45:54,470 --> 00:45:59,410
+ماشي بنفع اقول sin 2t بنفع صحيح طيب بناروح نجيب
+
+386
+00:45:59,410 --> 00:46:07,150
+اللي هو ال dy على dt يساوي وإذا ال y هاجر بنفس
+
+387
+00:46:07,150 --> 00:46:14,150
+الطريقة بدي اشتقها مشتقة الأول في sin t زائد a أس
+
+388
+00:46:14,150 --> 00:46:20,590
+t في مين في تفاضل ال sin لكو sin t اللي هو بده
+
+389
+00:46:20,590 --> 00:46:30,460
+يساوي a أس 2tفي sine of T زائد cosine of T الربع
+
+390
+00:46:30,460 --> 00:46:37,880
+يبقى هذا بده يعطيكي ان dy على dt كل تربيع بده
+
+391
+00:46:37,880 --> 00:46:45,100
+يساوي E أس اتنين T مربع دي بنفس الطريقة sine تربيع
+
+392
+00:46:45,100 --> 00:46:54,920
+Tزي ايدي اتنين Sine T Cos T زائد Cos تربيه T الو E
+
+393
+00:46:54,920 --> 00:47:04,040
+أس اتنين T في واحد زي ايدي اتنين Sine T Cos T اظن
+
+394
+00:47:04,040 --> 00:47:08,900
+انت مشتقتها هي نفسها و تربيها سهل E أس اتنين T
+
+395
+00:47:08,900 --> 00:47:13,420
+يبقى سهل يبقى بده اقول له ال length L
+
+396
+00:47:22,050 --> 00:47:25,850
+مربع الأولى E أس اتنين T مربع الأولى E أس اتنين T
+
+397
+00:47:25,850 --> 00:47:33,210
+مربع الأولى E أس اتنين T مربع الأولى E أس اتنين T
+
+398
+00:47:33,210 --> 00:47:40,040
+مربع الأولى E أس اتنين Tنقص اتنين Sine T Cos T
+
+399
+00:47:40,040 --> 00:47:50,480
+زائد واحد زائد اتنين Sine T Cos T زائد مربع
+
+400
+00:47:50,480 --> 00:47:57,440
+المشتقة الأخيرة اللي هو E قصة اتنين T كل هذا
+
+401
+00:47:57,440 --> 00:48:04,780
+الكلام تحت الجدر تكمل بالنسبة إلى T يبقى يساوي
+
+402
+00:48:05,080 --> 00:48:09,400
+Integration من سالب لن أربعة لغاية الـ zero لل
+
+403
+00:48:09,400 --> 00:48:16,420
+square root لل E أس اتنين T فيه هذا ال term بروح
+
+404
+00:48:16,420 --> 00:48:20,860
+مع ال term هذا يظل واحد زائد واحد يساوي كده اتنين
+
+405
+00:48:20,860 --> 00:48:28,140
+زائد E أس اتنين T DT اللي هو يطلع كدهتلاتة E أُس
+
+406
+00:48:28,140 --> 00:48:38,360
+اتنين T يعني جدر تلاتة تكامل E أُس T DT من سالب لم
+
+407
+00:48:38,360 --> 00:48:45,220
+أربعة لغاية زيارة اتنين زائد واحد يبقى تلاتة
+
+408
+00:48:45,220 --> 00:48:49,740
+المقدار تحت الجدر يبقى جدر تلاتة وضع الجدر E أُس
+
+409
+00:48:49,740 --> 00:48:57,010
+اتنين E أُس Tبديها كامل يبقى ويساوي جدر تلاتة في
+
+410
+00:48:57,010 --> 00:49:03,850
+تكامل EOST بالـ EOSTSL من ناقص لن أربعة لغاية زيرو
+
+411
+00:49:03,850 --> 00:49:10,550
+يبقى يساوي جدر تلاتة فيه فتعود بالقيمة اللي فوق
+
+412
+00:49:10,550 --> 00:49:15,790
+ناقص القيمة اللي تحتها EOSTL من ناقص
+
+413
+00:49:15,790 --> 00:49:23,580
+EOS ناقص لن أربعة جدر تلاتة في واحد نافعحط الناقص
+
+414
+00:49:23,580 --> 00:49:29,060
+فوق بصير أربع عوص قداش ناقص واحد يعني قداش ربع
+
+415
+00:49:29,060 --> 00:49:35,460
+والإي واللن مع السلامة يبقى ناقص ربع واحد ناقص ربع
+
+416
+00:49:35,460 --> 00:49:41,800
+مضل قداش تلت تربع في جدر تلاتة يبقى بتلاتة جدر
+
+417
+00:49:41,800 --> 00:49:48,060
+تلاتة على أربع هذا طول مين طول الجزء من القوس على
+
+418
+00:49:48,060 --> 00:49:59,990
+الفترة المعطاةهذا لسه كله مين مطلوب الأول ايه عندك
+
+419
+00:49:59,990 --> 00:50:07,850
+اخر سطر يعني اخر سطر Eost زي دي لا Eost هدف Eost
+
+420
+00:50:07,850 --> 00:50:17,370
+صحيح وهذه ربعناها ومشت صح تمام 100% تمامطيب يبقى
+
+421
+00:50:17,370 --> 00:50:23,670
+تجيبنا طول اللي هو المنحنة L المطلوب التاني قلي هت
+
+422
+00:50:23,670 --> 00:50:28,390
+ال arc length parameter عند T not تساومين تزاوي
+
+423
+00:50:28,390 --> 00:50:35,590
+Zero او قلي هت ال direct distance بقوله A نمر بيد
+
+424
+00:50:35,590 --> 00:50:41,990
+ال S of T اللي هو عبارة عن تكامل من Zero إلى T
+
+425
+00:50:41,990 --> 00:50:52,680
+ليش؟ لأنه قلي عند T not تساوي Zeroلمن؟ لطول
+
+426
+00:50:52,680 --> 00:51:02,300
+ال V of T DT صحيح؟ طيب ال V of T مش هي اللي احسب
+
+427
+00:51:02,300 --> 00:51:10,700
+احسب حسبناها لغاية ما وصلنا هنا لجدر تلاتة E of T
+
+428
+00:51:10,700 --> 00:51:17,600
+صح؟ يبقى هذه يساوي تكاملطبعا هنا بشان اقول كلام
+
+429
+00:51:17,600 --> 00:51:26,680
+دقيقة بقول V of TAU D TAU لان هنا التكامل هنا نسبة
+
+430
+00:51:26,680 --> 00:51:36,060
+الارتي يبقى بناتها جذر تلاتة E أس TAU D TAU و
+
+431
+00:51:36,060 --> 00:51:43,440
+الكلام من Zero لغاية ال T جذر تلاتة خليك برا و
+
+432
+00:51:43,440 --> 00:51:44,940
+تكامل E أس TAU
+
+433
+00:51:51,710 --> 00:52:01,430
+يبقى هذا جدر تلاتة في E Os T ناقص E Os Zero يبقى
+
+434
+00:52:01,430 --> 00:52:09,450
+الجواب جدر تلاتة في E Os T ناقص واحد هذا ال direct
+
+435
+00:52:09,450 --> 00:52:12,490
+line distance at any point
+
+436
+00:52:26,170 --> 00:52:33,030
+طيب هذا هو المثال الأول، الأن نعطيكي مثال ثاني لكن
+
+437
+00:52:33,030 --> 00:52:35,010
+بفكرة جديدة
+
+438
+00:52:57,730 --> 00:53:03,630
+مثال رقم اتنين اللي
+
+439
+00:53:03,630 --> 00:53:08,150
+هو السؤال التسعة من الكتاب بقول find a port on the
+
+440
+00:53:08,150 --> 00:53:08,530
+care
+
+441
+00:53:17,360 --> 00:53:26,220
+curve هات النقطة اللي على المنحنى a cot t ببر ساوي
+
+442
+00:53:26,220 --> 00:53:34,880
+خمسة sine t في اتجاه ال I زائد خمسة cosine t في
+
+443
+00:53:34,880 --> 00:53:42,340
+اتجاه ال J زائد اتناشر t في اتجاه ال K at a
+
+444
+00:53:42,340 --> 00:53:43,180
+distance
+
+445
+00:53:50,010 --> 00:54:03,970
+26 units by units along the curve from
+
+446
+00:54:03,970 --> 00:54:13,890
+the point من النقطة 0 و 5 و 0
+
+447
+00:54:18,580 --> 00:54:31,940
+direction and direction of increasing arc
+
+448
+00:54:31,940 --> 00:54:32,360
+length
+
+449
+00:55:01,460 --> 00:55:07,660
+نرجع لسؤالنا مرة ثانية بقول هاتلي النقطة التي تقع
+
+450
+00:55:07,660 --> 00:55:14,780
+على المنحدة اللي قدامنا والتي تكون على بعد 26π من
+
+451
+00:55:14,780 --> 00:55:18,920
+وحدات الطول units along the curve يعني من وحدات
+
+452
+00:55:18,920 --> 00:55:25,460
+طول تبعات المنحدة من عند النقطة 0 5 0 في اتجاه
+
+453
+00:55:25,460 --> 00:55:32,080
+تزايد من تزايد المنحدة يعني لو جينا افترضناان انا
+
+454
+00:55:32,080 --> 00:55:37,360
+عندى منحرة بالشكل اللى عندنا هذا و جيت اخدت النقطة
+
+455
+00:55:37,360 --> 00:55:42,160
+اللى عندنا هذه اللى كانت base point الاحداثى تبع
+
+456
+00:55:42,160 --> 00:55:48,520
+هذه النقطة اللى هو zero وخمسة و zero يعني x و y و
+
+457
+00:55:48,520 --> 00:55:55,760
+z تساوي zero ووصلنا الى هذه النقطة وفي اتجاه تزايد
+
+458
+00:55:55,760 --> 00:56:01,360
+من اللى هو ال arc lengthفي اتجاهاتها زي ال R كله
+
+459
+00:56:01,360 --> 00:56:06,420
+يعني في اتجاهاتها زي ال S of T فكان هذا main هو ال
+
+460
+00:56:06,420 --> 00:56:14,200
+S of T المسافة هذه حسبتها عمليا لجلها ستة و عشرين
+
+461
+00:56:14,200 --> 00:56:19,600
+بايت يبقى الطول يا بنات على المنحنة هذا من عند
+
+462
+00:56:19,600 --> 00:56:25,100
+النقطة اللي عندنا هذه لغاية النقطة هذه الخط الأزرق
+
+463
+00:56:25,100 --> 00:56:34,490
+هذا لخط بنكبونمين مان كيمون؟ مين؟ السكرتير العام
+
+464
+00:56:34,490 --> 00:56:39,270
+للأمم المتحدة، طب مين اللي كان جابله؟ كوفي عنان،
+
+465
+00:56:39,270 --> 00:56:42,890
+هم تعينوا الخط الأذرك اللي جال بيحط نخش و بيعملوله
+
+466
+00:56:42,890 --> 00:56:47,670
+خط على حدود لبنان و فلسطين و بيشتغلوا على كيفهم
+
+467
+00:56:47,960 --> 00:56:52,440
+تمام؟ يبقى احنا الخط الأزرق تبعنا هذا طوله ستة
+
+468
+00:56:52,440 --> 00:56:57,580
+وعشرين بايت بدأ من النقطة زيرو خمسة وزيرو وانتهى
+
+469
+00:56:57,580 --> 00:57:02,380
+في النقطة اللى عندنا هذه ايش سؤالنا؟ سؤالنا بيقولى
+
+470
+00:57:02,380 --> 00:57:08,560
+هدل النقطة اللى عندك هذى بدك تعرفى قداش احداثيات
+
+471
+00:57:08,560 --> 00:57:13,710
+النقطة هذى والله كويس النقطة هذى معلومةوالطول
+
+472
+00:57:13,710 --> 00:57:17,950
+معلوم، إذا نضل عليه، بس إحداثية النقطة دي بتبقى
+
+473
+00:57:17,950 --> 00:57:23,730
+قصتنا سادة، مظبوط؟ أيوة، يبقى بدنا نيجي نعرف قداش
+
+474
+00:57:23,730 --> 00:57:28,830
+إحداثيات النقطة اللي موجودة عندنا بدنا نشوف يا
+
+475
+00:57:28,830 --> 00:57:32,990
+بنات ال directed distance من النقطة هذه لغاية
+
+476
+00:57:32,990 --> 00:57:37,050
+النقطة هذهمشان تعرفلي كده الدرجة اللى بدنا نعرف
+
+477
+00:57:37,050 --> 00:57:42,690
+كده T نقطة ده و بدي أعرف كده T عند النقطة التانية
+
+478
+00:57:42,690 --> 00:57:47,790
+و إذا عرفت التنتين بصير أحداثيات النقطة هذا X وهذا
+
+479
+00:57:47,790 --> 00:57:55,510
+Y وهذا Z بصير قصتنا سهلةمظبوط طيب اذا بدي اعرف كده
+
+480
+00:57:55,510 --> 00:57:59,950
+احداث النقطة اللى عندنا هذه الاحداثيات موجودة
+
+481
+00:57:59,950 --> 00:58:04,430
+ككارتيزن X Y و Z لكن انا بدي جيبه ال parameter T
+
+482
+00:58:04,430 --> 00:58:08,770
+عند هذه النقطة كده بده يساوي تمام شوفوا كيف بدنا
+
+483
+00:58:08,770 --> 00:58:12,910
+نحسب كده T نوت عشان بعدك وين ما تقابلك تعرفي
+
+484
+00:58:12,910 --> 00:58:19,190
+تعزبيا طلع يا بنتك الحين انا عندي مين عندي اللي هو
+
+485
+00:58:19,860 --> 00:58:28,620
+الـ X ده تساوي كده؟ خمسة صين T الإحداث الأولة اللي
+
+486
+00:58:28,620 --> 00:58:34,980
+بيجموها ده X صح ولا لأ؟ إذا هذا بيساوي كده؟ بيساوي
+
+487
+00:58:34,980 --> 00:58:38,420
+Zero مين
+
+488
+00:58:38,420 --> 00:58:43,880
+الزاوية اللي جيبها بيساوي Zero؟ يا Zero يا باي يا
+
+489
+00:58:43,880 --> 00:58:49,340
+اتنين باي هي ده مشكلة يبقى هنا هذا بدي يعطيني انه
+
+490
+00:58:49,340 --> 00:58:54,580
+Tياما zero ياما باى ياما اتنين باى وبعدها تبدأ
+
+491
+00:58:54,580 --> 00:59:01,980
+دورة جديدة هم نمسك التانية التانية Y تسوى خمسة cos
+
+492
+00:59:01,980 --> 00:59:10,200
+T وخمسة cos T تسوى كم؟ خمسة هذا معناته ان cos T
+
+493
+00:59:10,200 --> 00:59:15,700
+تسوى كم؟ واحد هذا معناته ان T تسوى كم؟ مين الزاوية
+
+494
+00:59:15,700 --> 00:59:21,720
+اللي جيبت مابا يسوى واحد؟يبقى ياما صفر ياما اتنين
+
+495
+00:59:21,720 --> 00:59:26,560
+باى باى لأ لإن انتصارنا بيسالب واحد يبقى واحدة من
+
+496
+00:59:26,560 --> 00:59:34,300
+هدول بداخل ز ز يساوي قداش اتناشر T ويساوي Zero هنا
+
+497
+00:59:34,300 --> 00:59:40,880
+مافيش عندي الا T تساوي قداش الآن صار عندي تلات
+
+498
+00:59:40,880 --> 00:59:46,300
+نقاط و أين القيمة المشتركة بين التلات نقاط مش عندي
+
+499
+00:59:46,300 --> 00:59:52,800
+الا Zero Zero Zeroيبقى هذا معناته ان T تساوي Zero
+
+500
+00:59:52,800 --> 00:59:58,880
+إذا عندي نقطة Zero وخمسة و Zero كانت T تساوي جداش
+
+501
+00:59:58,880 --> 01:00:04,020
+Zero اللي هي T نوت يبقى T نوت اللي عندنا هذا بدها
+
+502
+01:00:04,020 --> 01:00:09,940
+تساوي مين؟ بدها تساوي Zero Why؟ طب ماعطيني جداش
+
+503
+01:00:09,940 --> 01:00:15,140
+طول ال Direct Distance بده أشوف T عند نهاية
+
+504
+01:00:15,140 --> 01:00:19,630
+المسافة اللي عندنا هناكده إش كانة إذا عرفت بتبقى
+
+505
+01:00:19,630 --> 01:00:24,030
+انحلت مشكلتي بدي أجيبها من وين؟ بدي أجيبها من ال S
+
+506
+01:00:24,030 --> 01:00:28,550
+of T طب ال S of T بدي أجيبها من وين؟ من الدلة اللي
+
+507
+01:00:28,550 --> 01:00:32,070
+عندك بديك تروح تشتقها و تربع المركبة تحت الجدر
+
+508
+01:00:32,070 --> 01:00:38,790
+مظبوط ولا لا؟ إذا بناء عليه بدي أروح أجيب من؟ أجيب
+
+509
+01:00:38,790 --> 01:00:42,970
+قول ال V و الله بلاش نجيب V في الأول
+
+510
+01:00:47,190 --> 01:00:53,150
+يبقى بنا نجيب ال V بالأول يبقى ال V of T بديه ساوي
+
+511
+01:00:53,150 --> 01:01:01,130
+DR على DT اللي هو مين؟ خمسة Cos T في اتجاه I ناقص
+
+512
+01:01:01,130 --> 01:01:08,910
+خمسة Sin T في اتجاه الجهة زائد اتماع شركي بدي طول
+
+513
+01:01:08,910 --> 01:01:15,370
+ال V يبقى طول ال V بديه ساوي الجذري التربيعي لمربع
+
+514
+01:01:15,370 --> 01:01:22,720
+المركباتخمسة وعشرين وصين تربية T خمسة وعشرين وصين
+
+515
+01:01:22,720 --> 01:01:32,200
+تربية T زائد مية واربعة واربعين يساوي ال square
+
+516
+01:01:32,200 --> 01:01:38,060
+root لو أخدت خمسة وعشرين عامل مشتركة بنات بضل كده؟
+
+517
+01:01:38,060 --> 01:01:43,580
+صين تربية زاد كصين تربية له واحد، صحيح زائد مية
+
+518
+01:01:43,580 --> 01:01:50,670
+واربعة واربعين، كدهش بتلعب؟مية وتسعة وستين تحت
+
+519
+01:01:50,670 --> 01:01:56,850
+الجدر في جدار تلاتة عشر بعدين بقولك كويس يبقى ال S
+
+520
+01:01:56,850 --> 01:02:05,470
+of T يساوي تكامل من T naught اللي هي ب Zero لعند
+
+521
+01:02:05,470 --> 01:02:10,670
+ال T اللي أنا مش عارفها لمن؟ ل ال absolute value
+
+522
+01:02:10,670 --> 01:02:14,610
+اللي هي V of Tau D Tau
+
+523
+01:02:20,770 --> 01:02:28,670
+لتلتاشر D TAU يبقى تلتاشر TAU من Zero إلى T ويسمى
+
+524
+01:02:28,670 --> 01:02:36,430
+كده تلتاشر T طيب تمام تلتاشر T عامليا كده شو سوى
+
+525
+01:02:36,430 --> 01:02:38,950
+بنات؟ ستة واشرين بايت
+
+526
+01:02:51,430 --> 01:02:58,390
+يبقى عند هذه النقطة
+
+527
+01:02:58,390 --> 01:03:00,410
+يبقى T يساوي 26 باي
+
+528
+01:03:04,160 --> 01:03:11,400
+يبقى تكمن من 0 إلى T ل V of Tau D Tau يبقى تكمن من
+
+529
+01:03:11,400 --> 01:03:20,640
+0 إلى T لـ 13 D Tau يبقى تكمن من 0 إلى T لـ V of
+
+530
+01:03:20,640 --> 01:03:25,120
+Tau D Tau يبقى تكمن من 0 إلى T لـ 13 D Tauأو الـ
+
+531
+01:03:25,120 --> 01:03:30,360
+arc lens parameter يبقى التلتاشر T هو معتهالي أصلا
+
+532
+01:03:30,360 --> 01:03:38,040
+بقداش ب 26 باي ومنها T بقداش ب 2 باي، إذا عند
+
+533
+01:03:38,040 --> 01:03:43,790
+النقطة الأخيرة هذههه اذا تعرف T بقدر ايه؟ بتنين
+
+534
+01:03:43,790 --> 01:03:48,050
+باى اذا عرف T بتنين باى اذا ما بقدر اعرف النقطة
+
+535
+01:03:48,050 --> 01:03:52,030
+اللي هو ايه اللي بدوياها لو طلب النقطة اللي عندها
+
+536
+01:03:52,030 --> 01:03:57,950
+بيكون قطعنا على ال arc lens مسافة مقدرها ستة
+
+537
+01:03:57,950 --> 01:04:04,130
+وعشرين باى بقوله اه النقطة اللي بدوياها يبقى Z
+
+538
+01:04:04,130 --> 01:04:04,850
+point
+
+539
+01:04:10,150 --> 01:04:14,890
+كداش ال X أصلا عندها مناد خمسة صين T و ال T بقدرش
+
+540
+01:04:14,890 --> 01:04:22,430
+اتنين باى يبقى خمسة صين اتنين باى و التانية خمسة
+
+541
+01:04:22,430 --> 01:04:30,490
+كوصين اتنين باى و التالتة اتناشر في اتنين باى
+
+542
+01:04:30,490 --> 01:04:34,310
+بالشكل اللي عندنا هذا و اللي هي بدها تساوي صين
+
+543
+01:04:34,310 --> 01:04:38,150
+اتنين باى بقدرش Zero cosine اتنين باى
+
+544
+01:04:58,740 --> 01:05:05,660
+مثال رقم 2 من الكتاب وفي كمان سؤال زيه في الكتاب
+
+545
+01:05:11,050 --> 01:05:14,210
+بتاع الرقم 3 بيقولنا find the length of the curve
+
+546
+01:05:14,210 --> 01:05:25,610
+find the length of the curve قداش طول المنحنة من
+
+547
+01:05:25,610 --> 01:05:32,590
+المنحنة R of T بده يساوي T تربيع في اتجاه ال I
+
+548
+01:05:32,590 --> 01:05:41,260
+زائد 2T في اتجاه ال J زائد Ln T في اتجاه ال Kfrom
+
+549
+01:05:41,260 --> 01:05:44,720
+the
+
+550
+01:05:44,720 --> 01:05:53,180
+point من النقطة اللي هي واحد و اتنين و zero to
+
+551
+01:05:53,180 --> 01:06:03,980
+للنقطة E تربيع و اتنين E و واحد where حيث T أكبر
+
+552
+01:06:03,980 --> 01:06:04,560
+من الzero
+
+553
+01:06:13,910 --> 01:06:20,310
+مرة تانية قال لي هاتلي قداش طول المنحنى المُعطى
+
+554
+01:06:20,310 --> 01:06:23,870
+اللى عندنا هذا من النقطة اللى عندنا هذه لغاية
+
+555
+01:06:23,870 --> 01:06:29,430
+النقطة هذه حيث T أكبر من من الزرع بقوله كويس احنا
+
+556
+01:06:29,430 --> 01:06:35,230
+مش هنجيب طول المنحنى بدي قيمتين عدديتين بدي T
+
+557
+01:06:35,230 --> 01:06:40,170
+تساوي كده وT تساوي كده مش ميعطيني احداثيات نقطة
+
+558
+01:06:43,050 --> 01:06:49,270
+ايوة بس ايش بالمجلوك اينا كيف اه انت عندك هنا دول
+
+559
+01:06:49,270 --> 01:06:56,150
+احدثية نقطة دول X و Y و Z و انت عندك هاي X و هاي Y
+
+560
+01:06:56,150 --> 01:07:01,750
+و هاي Z مظبوط اذا بدك يشوف ان كل نقطة من هذه
+
+561
+01:07:01,750 --> 01:07:10,550
+النقاط فبجي بقوله ال X و ال Y و ال Z X و Y و Z
+
+562
+01:07:10,550 --> 01:07:20,980
+اللي عبارة عن مينT تربيع و اتنين T و لين T يبقى
+
+563
+01:07:20,980 --> 01:07:25,360
+بالداجة عند النقطة الأولى بدى اعرف قداش مقدار T
+
+564
+01:07:25,360 --> 01:07:35,100
+تباجى بقوله add النقطة الأولى D Y الواحد و اتنين و
+
+565
+01:07:35,100 --> 01:07:35,380
+زين
+
+566
+01:07:40,070 --> 01:07:47,250
+الاكس اللى بتى تربية تساوي كده؟ تساوي واحد اللى
+
+567
+01:07:47,250 --> 01:07:54,010
+بعدها ال Y اللى بداش بتنين T تساوي اتنين اللى
+
+568
+01:07:54,010 --> 01:08:02,810
+بعدها لان T تساوي زيوهذه قدرات بتعطيك ان تزايد او
+
+569
+01:08:02,810 --> 01:08:07,690
+ناقص واحد بس هو قال لي ت أكبر من ال zero يبقى يا
+
+570
+01:08:07,690 --> 01:08:11,570
+سالم واحد صف على شجرة يبقى هذا بدي يعطيني ان ت
+
+571
+01:08:11,570 --> 01:08:17,690
+تساوي واحد هذا بدي يعطيك ان ت تساوي جدا طيب مين
+
+572
+01:08:17,690 --> 01:08:22,190
+اللي لنه يساوي ال zero واحد ان واحد يساوي zero هذا
+
+573
+01:08:22,190 --> 01:08:29,510
+بدي يعطيك ان ت تساوي واحد اذا من هذول التلاتةبقول
+
+574
+01:08:29,510 --> 01:08:38,570
+T تساوي واحد في الدرجة الان ال D Y عند النقطة
+
+575
+01:08:38,570 --> 01:08:47,170
+اليمين E تربيع و اتنين E و واحد و هذا ال T تربيع
+
+576
+01:08:47,170 --> 01:08:55,670
+بده يساوي E تربيع و اتنين T بده يساوي اتنين Eو لن
+
+577
+01:08:55,670 --> 01:09:01,470
+تي يساوي كده؟ يساوي واحد هذي ايش بتعطيكي لما تاخد
+
+578
+01:09:01,470 --> 01:09:07,650
+جدرى التربيه على الطرفين؟ تي يساوي من ال اي وهذا
+
+579
+01:09:07,650 --> 01:09:14,210
+بتعطيكي تي يساوي ال اي وهذا بتعطيكي ان تي تساوي ال
+
+580
+01:09:14,210 --> 01:09:21,350
+اي اتخذوا في نفس القيمة يبقى هنا تي تساوي من اي من
+
+581
+01:09:21,350 --> 01:09:23,090
+اللي اكبر؟ الواحد و الله ال اي
+
+582
+01:09:25,910 --> 01:09:34,850
+إذا بدنا نروح نجي بال V of T يبقى باجي بقول V of T
+
+583
+01:09:34,850 --> 01:09:44,970
+يساوي يبقى 2T في اتجاه I زائد 2 في اتجاه J زائد 1
+
+584
+01:09:44,970 --> 01:09:48,950
+على T في اتجاه M في اتجاه K
+
+585
+01:10:04,740 --> 01:10:11,000
+السؤال قال لي هات لمن؟ هات لـ L للمنحنة هذا بروح
+
+586
+01:10:11,000 --> 01:10:19,860
+بقول ل L L بدي أسوي تكامل من واحد لغاية ال E للجذر
+
+587
+01:10:19,860 --> 01:10:25,820
+التربيعي لمربع المركبة اللي عندي، إيش بيصير؟ أربعة
+
+588
+01:10:25,820 --> 01:10:34,620
+T تربيع زائد أربعة زائد واحد على T تربية DTيبقى
+
+589
+01:10:34,620 --> 01:10:40,040
+هذا الكلام يساوي تكامل من واحد لغاية الـA
+
+590
+01:10:40,040 --> 01:10:46,060
+للـsquare root بدا واحد المقامات كله على T تربية
+
+591
+01:10:46,060 --> 01:10:53,860
+بصير أربعة T أس أربعة زائد أربعة T تربية زائد واحد
+
+592
+01:10:53,860 --> 01:11:01,560
+كله DT هذا الكلام يساوي تكامل من واحد إلى E للجدر
+
+593
+01:11:01,560 --> 01:11:12,020
+تربيعيالبسط مربع كامل يا بنات؟ البسط مربع كامل؟ مش
+
+594
+01:11:12,020 --> 01:11:17,200
+مربع كامل؟ طب والله شوفين الجداش اتنين ت ترابية
+
+595
+01:11:17,200 --> 01:11:21,880
+زائد واحد لكل ترابية فكلي الجثة ده شوفين هو اللي
+
+596
+01:11:21,880 --> 01:11:22,300
+فوق
+
+597
+01:11:25,070 --> 01:11:30,530
+يبقى مربع كامل ولا لا؟ جاهز وخالص طيب هذه كمية
+
+598
+01:11:30,530 --> 01:11:36,350
+مربعة وكمية مربعة تحت الجدد من 1 إلى E أعدادا
+
+599
+01:11:36,350 --> 01:11:43,450
+موجبة إذا كله بيطلع بقيمة موجبة يبقى 2T تربية زائد
+
+600
+01:11:43,450 --> 01:11:51,460
+1 على T DT يعني تكامل من اللي هو الواحدلغاية الـ E
+
+601
+01:11:51,460 --> 01:12:01,640
+لـ 2T زائد واحد عالك DT الكامل يبقى T تربيع على
+
+602
+01:12:01,640 --> 01:12:07,460
+اتنين على اتنين الله سهل عليها زائد لن الـ T أو
+
+603
+01:12:07,460 --> 01:12:13,160
+absolute value لـ T وكل هذا الكلام من واحد لغاية
+
+604
+01:12:13,160 --> 01:12:17,100
+الـ E يبقى E تربيع
+
+605
+01:12:28,430 --> 01:12:36,530
+يبقى الجواب قدر E تربية إذا طول المنحنة يساوي E
+
+606
+01:12:36,530 --> 01:12:40,330
+تربية الروح
+
+607
+01:12:40,330 --> 01:12:44,570
+الآن للمقطة الثانية من هذا ال section اللي هو ال
+
+608
+01:12:44,570 --> 01:12:51,890
+speed مقدار السرعة on اسمه
+
+609
+01:13:27,290 --> 01:13:40,890
+بالنسبة لـ S of T بدي
+
+610
+01:13:40,890 --> 01:13:51,890
+أشتغل
+
+611
+01:13:51,890 --> 01:13:57,600
+الطرفين هناشارستين كوتيلة حسبناها دا وساق بدي
+
+612
+01:13:57,600 --> 01:14:02,860
+أشتقها بس بصير هذا اشتقاق لمين للتكامل اخدنا
+
+613
+01:14:02,860 --> 01:14:07,660
+اشتقاق للتكامل في calculus ايه؟ حدا .. حدا مذكرا
+
+614
+01:14:07,660 --> 01:14:13,200
+ايش اسم هالنظرية؟ اللي هو التفاضل للتكامل؟
+
+615
+01:14:13,200 --> 01:14:19,800
+fundamental equilibrium of calculus ممتاز جدا يبقى
+
+616
+01:14:19,800 --> 01:14:31,820
+هنا بقول هنا bythe fundamental theorem
+
+617
+01:14:31,820 --> 01:14:35,760
+of
+
+618
+01:14:35,760 --> 01:14:40,920
+calculus ايش
+
+619
+01:14:40,920 --> 01:14:48,440
+بده يصير ال DS على DT بده يساوي اللي جوا هذي بشيل
+
+620
+01:14:48,440 --> 01:14:57,120
+كلته و بحط مكانها باسمين Tيبقى طول ال Z of T إيش
+
+621
+01:14:57,120 --> 01:15:01,320
+رايك؟ طول
+
+622
+01:15:01,320 --> 01:15:06,920
+يبقى طول يبقى قيمة موجبة إذا هذه معناته معناها
+
+623
+01:15:06,920 --> 01:15:12,220
+أكبر من ال Zero مدام المشتقة أكبر من Zero يبقى ال
+
+624
+01:15:12,220 --> 01:15:18,700
+S of T ممكن تكون Decrease يبقى مش إمكانية يبقى هذا
+
+625
+01:15:18,700 --> 01:15:29,640
+معناتهإن ال S of T is an increasing function يبقى
+
+626
+01:15:29,640 --> 01:15:37,020
+هذه تزيادية على طول الخط طيب طول ال V مش هو هذا
+
+627
+01:15:37,020 --> 01:15:37,980
+اللي خدناها
+
+628
+01:15:41,450 --> 01:15:46,990
+إذا مشتقة ال arc length parameter بتعطينا ميه؟
+
+629
+01:15:46,990 --> 01:15:53,370
+بتعطينا مقدار ال speed لجسم متحرك مقدار السرعة
+
+630
+01:15:53,370 --> 01:16:01,650
+بالنسبة له الحركة
+
+631
+01:16:01,650 --> 01:16:07,070
+عندنا على smooth curve هل يمكن لهذا المقدار أن
+
+632
+01:16:07,070 --> 01:16:12,260
+يكون في يوم من الأيام صفر؟يبقى المضمون دائما و
+
+633
+01:16:12,260 --> 01:16:18,480
+أبدا أكبر من الـ 0 و لا يمكن أن تسوى من الـ 0 يبقى
+
+634
+01:16:18,480 --> 01:16:28,000
+بنكتفها لنحظة بسيطة هيك for a small curve للمنحنة
+
+635
+01:16:28,000 --> 01:16:35,200
+الأملس ال DS على DT دائما و أبدا أكبر من الـ 0
+
+636
+01:16:35,200 --> 01:16:46,250
+becauseطول ال V لا يمكن
+
+637
+01:16:46,250 --> 01:16:51,910
+أن تكون Zero في يوم من الأيام هذا سيعطينا ان ال S
+
+638
+01:16:51,910 --> 01:17:04,330
+of T is an increasing function of T كما زعمنا قبل
+
+639
+01:17:04,330 --> 01:17:04,970
+قليل
+
+640
+01:17:09,860 --> 01:17:14,840
+بنجي لآخر النقطة من هذا ال section اللي هو النقطة
+
+641
+01:17:14,840 --> 01:17:28,820
+رقم 3 اللي هو unit tangent vector هديله رمز T جاية
+
+642
+01:17:28,820 --> 01:17:33,900
+من كلمة tangent we
+
+643
+01:17:33,900 --> 01:17:44,130
+know that احنا بنعرف انهV Velocity V
+
+644
+01:17:44,130 --> 01:17:51,210
+Velocity V Velocity
+
+645
+01:17:51,210 --> 01:17:52,230
+V Velocity V Velocity V Velocity V Velocity V
+
+646
+01:17:52,230 --> 01:17:52,590
+Velocity V Velocity V Velocity V Velocity V
+
+647
+01:17:52,590 --> 01:17:52,650
+Velocity V Velocity V Velocity V Velocity V
+
+648
+01:17:52,650 --> 01:17:56,990
+Velocity V Velocity V Velocity V Velocity V
+
+649
+01:17:56,990 --> 01:18:05,310
+Velocity V Velocity V Velocity V Velocity
+
+650
+01:18:05,310 --> 01:18:07,130
+V Velocity
+
+651
+01:18:08,940 --> 01:18:19,420
+the unit tangent vector T
+
+652
+01:18:19,420 --> 01:18:26,320
+بدي يساوي ال V على طول ال V هذا بيعطينا ال unit
+
+653
+01:18:26,320 --> 01:18:30,780
+tangent vector بدي
+
+654
+01:18:30,780 --> 01:18:36,880
+أحاول أثبت لك ان مقوله فعلا يساوي واحد صحيح فبجي
+
+655
+01:18:36,880 --> 01:18:45,490
+بقول senseبما أن الـ DS على DT أكبر من الـ Zero
+
+656
+01:18:45,490 --> 01:18:54,750
+نحن لدينا أن الـ DT على DS كذلك أكبر من الـ Zero
+
+657
+01:18:54,750 --> 01:19:03,790
+هذا يجب أن يعطيك أن الـ DT على DS يجب أن يكون واحد
+
+658
+01:19:03,790 --> 01:19:12,650
+على DS على DTاللي هو بده يساوي واحد على طول ال V
+
+659
+01:19:12,650 --> 01:19:26,730
+ثم الـDR على DS بده يساوي اللي هو DR على DT في DT
+
+660
+01:19:26,730 --> 01:19:34,470
+على DS هذا الأول اللي هو عبارة عن الصرعة D والتاني
+
+661
+01:19:34,470 --> 01:19:42,860
+اللي هو واحدعلى طول الـ V ويساوي الـ V على طول الـ
+
+662
+01:19:42,860 --> 01:19:49,740
+V ويساوي الـ T etc. لو حبيت اتأكد الطول تلعب فضل
+
+663
+01:19:49,740 --> 01:19:57,880
+بقول طول الـ D A على D S يساوي الطول الـ Vعلى طول
+
+664
+01:19:57,880 --> 01:20:04,000
+ال V و يسوى طول ال V على طول ال V و يسوى واحد صحيح
+
+665
+01:20:04,000 --> 01:20:13,840
+لك هذا سوف يعطيك ان DR على DS is a unit vector
+
+666
+01:20:13,840 --> 01:20:17,800
+نعطيه
+
+667
+01:20:17,800 --> 01:20:19,260
+تعريف Definition
+
+668
+01:20:26,480 --> 01:20:35,720
+unit tangent vector of
+
+669
+01:20:35,720 --> 01:20:42,900
+a smooth curve R
+
+670
+01:20:42,900 --> 01:20:47,220
+of T is
+
+671
+01:20:47,220 --> 01:20:59,650
+T ده تساوي DR على DSواللي هي بالاسامة عمليا ال V
+
+672
+01:20:59,650 --> 01:21:01,770
+على قول ال V
+
+673
+01:21:51,320 --> 01:21:57,040
+بنرجع الكلام اللي كاتبينه مرة ثانية نحاول نستنتج
+
+674
+01:21:57,040 --> 01:22:02,360
+متجة طوله الواحدة اللي هو واحد صحيح وبالتالي هيكون
+
+675
+01:22:02,360 --> 01:22:08,340
+unit vector وبنبين ان هذا المتجه هو المتجه المماس
+
+676
+01:22:08,340 --> 01:22:12,300
+للمنعنى هبقى جيب اقول مئة unit tangent vector
+
+677
+01:22:12,300 --> 01:22:18,480
+هديله الرقم 6أحنا بنعرف أن غلصة V هي DR على DT لو
+
+678
+01:22:18,480 --> 01:22:21,180
+أعطينا vector value of function اشتقناها بيعطينا
+
+679
+01:22:21,180 --> 01:22:25,640
+مين السرعة و اشتقناها كم مرة بيعطينا مين العجل ال
+
+680
+01:22:25,640 --> 01:22:29,480
+acceleration خلّينا مع السرعة اللي هي DR على DT
+
+681
+01:22:29,480 --> 01:22:35,480
+اتجاه ال V دائما و أبدا هو اتجاه مماصل الملحنة
+
+682
+01:22:35,480 --> 01:22:40,590
+يعني لو كان عندي محاولبالشكل اللي عندنا هذا وقلنا
+
+683
+01:22:40,590 --> 01:22:47,370
+هذا محور X وهذا محور Y وهذا محور Z وروحنا رسمنا
+
+684
+01:22:47,370 --> 01:22:54,770
+معادلة المنحنة او رسمنا رسمة المنحنة عند اي لحظة
+
+685
+01:22:54,770 --> 01:23:00,670
+فكان المنحنة بهذا الشكل على سبيل المثال يبقى هذا
+
+686
+01:23:00,670 --> 01:23:05,270
+المنحنة عند اي لحظة وروحنا اخدنا اي نقطة موجودة
+
+687
+01:23:05,270 --> 01:23:10,880
+عليهوالتكن هذه النقطة مثلا النقطة اللى عندها يبقى
+
+688
+01:23:10,880 --> 01:23:18,900
+هذا يمثل مين؟ RT لمتجه الموضوع عند اى لحظة ابتداء
+
+689
+01:23:18,900 --> 01:23:25,600
+من مين؟ من نقطة الاصل اللى دى Z اتجاه الحركة هو
+
+690
+01:23:25,600 --> 01:23:32,080
+عبارة عن اتجاه السرعة وهذا هو اتجاه مماس للمنحنة
+
+691
+01:23:32,080 --> 01:23:37,360
+عند النقطة اتجاه النبات يكون بالشكل اللى عندناهك
+
+692
+01:23:37,360 --> 01:23:44,160
+هذا الشكل يبقى هذا المماز اللي هو اتجاه مين؟ اتجاه
+
+693
+01:23:44,160 --> 01:23:49,040
+السرعة طبعا طيب اتجاه السرعة اللي اواخدتها ليه
+
+694
+01:23:49,040 --> 01:23:56,920
+متجه طول الوحدة هذا هسميه متجه T اللي هو V على طول
+
+695
+01:23:56,920 --> 01:24:01,780
+ال V هذا
+
+696
+01:24:01,780 --> 01:24:05,920
+بيكويس فاللي هي اللي هنا بيقول الفلوس ال EDR على
+
+697
+01:24:05,920 --> 01:24:12,840
+DTطب نعرف طوله المربع المركبات تحت الجدار T قسمنا
+
+698
+01:24:12,840 --> 01:24:18,620
+ال V على طول ال V الأهم ان اثبت ان هذا فعلا هو ال
+
+699
+01:24:18,620 --> 01:24:22,680
+tangent vector و الطول سبعه يساوي الواحد الصحيح
+
+700
+01:24:22,680 --> 01:24:28,820
+اظن DS على DT كتبناها قبل قليل هنا كانت دالة موجبة
+
+701
+01:24:28,820 --> 01:24:35,260
+مشتقتها اكبر من من ال zero طب لو غلبتهابتبقى أكبر
+
+702
+01:24:35,260 --> 01:24:38,160
+من الـ zero ولا بيصير أقل من الـ zero يعني لو
+
+703
+01:24:38,160 --> 01:24:42,640
+قلتلك خمسة مثلا ممكنها تبتش بيصير خمس أكبر من الـ
+
+704
+01:24:42,640 --> 01:24:46,800
+zero ولا لا إذا المقلب هو أكبر من الـ zero لكن ال
+
+705
+01:24:46,800 --> 01:24:53,220
+DT على DS هذه هي واحد على DS على DT مين ال DS على
+
+706
+01:24:53,220 --> 01:24:59,500
+DT طول ال Vإذا بقدر أقول واحد على طول ال بيهدمين
+
+707
+01:24:59,500 --> 01:25:05,240
+دي ات اي على دي اس بقولك لو روحنا اشتقنا R بالنسبة
+
+708
+01:25:05,240 --> 01:25:11,100
+ل S يعني اشتقنا R بالنسبة لل R بارامتر S ما هو
+
+709
+01:25:11,100 --> 01:25:15,710
+بقدرش انا اجيبالارك برامتر S إلا إذا كان عندي main
+
+710
+01:25:15,710 --> 01:25:22,090
+R of T يعني ال S of T بدأ تعتمد عالميا على R of T
+
+711
+01:25:22,090 --> 01:25:27,250
+يعني لو افضلت ال R بالنسبة ال S ينفس الكلام تفضل
+
+712
+01:25:27,250 --> 01:25:32,110
+ال R بالنسبة ال T تفضل ال T بالنسبة ال S لإن ال R
+
+713
+01:25:32,110 --> 01:25:36,650
+function of T و ال S كذلك function of T يعني بقدر
+
+714
+01:25:36,650 --> 01:25:41,330
+أدخل الوسيط أو ال parameter T ما بين الطب الـDR
+
+715
+01:25:41,330 --> 01:25:46,450
+على DT هي مين؟ الـV، إذا بدي أشيلها و أضع مكانها
+
+716
+01:25:46,450 --> 01:25:52,590
+الـV الـDT على DR، واحد على طول الـV، إذا هذا
+
+717
+01:25:52,590 --> 01:25:56,690
+بيصير الـV على طول الـV، اللي هو مين؟ الـUnit
+
+718
+01:25:56,690 --> 01:26:01,350
+Tangent Dبيكون هذا هو ال unit tangent لو كان طوله
+
+719
+01:26:01,350 --> 01:26:06,910
+واحد صحيح إذا بدي أجيب طول ال DR على DS يبقى هو
+
+720
+01:26:06,910 --> 01:26:11,410
+طول ال V اللي طالع عندنا على طول ال V بطول ال V
+
+721
+01:26:11,410 --> 01:26:15,710
+على طول ال V لو جداش واحد صحيح يبقى فعلا هذا عبارة
+
+722
+01:26:15,710 --> 01:26:20,090
+عن unit vector اللي حسمي طبقا لهذا ال definition
+
+723
+01:26:20,090 --> 01:26:24,770
+يبقى هو ال unit tangent vectorلو أجالي السؤال وقال
+
+724
+01:26:24,770 --> 01:26:29,550
+لي هات لل unit tangent vector للمنطقة الفلاني بشتق
+
+725
+01:26:29,550 --> 01:26:33,530
+بيكون هذا السرعة بجيب طوله بيكون هذا ال speed
+
+726
+01:26:33,530 --> 01:26:37,090
+باقسم اتنين على بعض بيكون هذا ال unit tangent
+
+727
+01:26:37,090 --> 01:26:41,990
+vector تقول هذا السورة؟ الكلام اللي أنا بقوله هعطي
+
+728
+01:26:41,990 --> 01:26:47,910
+عليه مثال إذن بدنا نروح للمثال الأخير في هذا ال
+
+729
+01:26:47,910 --> 01:26:51,530
+section يبقى
+
+730
+01:26:51,530 --> 01:26:52,090
+example
+
+731
+01:27:03,690 --> 01:27:13,570
+sine of T زائد cosine of T كله في اتجاه I زائد T
+
+732
+01:27:13,570 --> 01:27:21,530
+cosine of T ناقص sine of T كله في اتجاه J وT
+
+733
+01:27:21,530 --> 01:27:30,130
+greater than zero المقول الأول دي بقى is find the
+
+734
+01:27:30,130 --> 01:27:42,460
+speedمفتاح الصراعي نمره بـ find the unit tangent
+
+735
+01:27:42,460 --> 01:27:48,260
+vector of
+
+736
+01:27:48,260 --> 01:27:57,040
+the curve of the curve نمره C find the length of
+
+737
+01:27:57,040 --> 01:28:06,530
+the curve find the lengthأو الذكية كده شقول
+
+738
+01:28:06,530 --> 01:28:14,450
+المنحنى four على الفترة التي تي أكبر من أو تساوي
+
+739
+01:28:14,450 --> 01:28:22,170
+جدر اتنين وأقل من أو يساوي كده اتنين
+
+740
+01:28:22,170 --> 01:28:30,650
+قلبي
+
+741
+01:28:30,650 --> 01:28:38,060
+أرفع هناسؤال مرة ثانية معطيني
+
+742
+01:28:39,180 --> 01:28:44,940
+Position vector متجه موضوع لدالة ما الهو main R of
+
+743
+01:28:44,940 --> 01:28:49,840
+T ساوية T sin T زائد cos T في اتجاه I زائد T cos T
+
+744
+01:28:49,840 --> 01:28:55,160
+not sin T في اتجاه من؟ في اتجاه ال J قال هدى قداش
+
+745
+01:28:55,160 --> 01:29:00,320
+ال speed إذا مشان أجيبه ال speed بتروح أشتق مظبوط
+
+746
+01:29:00,320 --> 01:29:04,940
+طبعا ماعنديش K ال K كانوا المعامل تبعها يساوي Zero
+
+747
+01:29:04,940 --> 01:29:11,890
+تمام هبقى قوله كويسةهذا تعتبر من الـ X وهذا تعتبر
+
+748
+01:29:11,890 --> 01:29:20,490
+من الـ Y إذا بدي أجيب له الـ DX على DT، خويصة هذه
+
+749
+01:29:20,490 --> 01:29:26,110
+يبقى الجزء الأول مشتقت حاصل ضرب داليتين بقش بتقوله
+
+750
+01:29:26,110 --> 01:29:38,890
+sin T زي T في cos T مناقص sin Tيبقى بدها تساوي T
+
+751
+01:29:38,890 --> 01:29:49,450
+في Cos T هذه هتروح معاها طيب بدي أجيب له Dy على Dt
+
+752
+01:30:13,280 --> 01:30:19,680
+يبقى السرعة V as a function of T بيدها تساوي اللي
+
+753
+01:30:19,680 --> 01:30:32,100
+هو T هو sine of T في اتجاه I مقص T في اتجاه G فبجب
+
+754
+01:30:32,100 --> 01:30:42,030
+اقول له ليه speedاللي بدأ يساوي O لل V O لل V اللي
+
+755
+01:30:42,030 --> 01:30:48,370
+هو الجذري التربيعي لمربع المُركّبات T تربيع cosine
+
+756
+01:30:48,370 --> 01:30:57,650
+تربيع T زائد T تربيع sine تربيع T يساوي Descant
+
+757
+01:30:57,650 --> 01:31:02,570
+Root ل T تربيع عامل مشترك طبقه sin تربيع زائد sin
+
+758
+01:31:02,570 --> 01:31:09,400
+تربيع اللي هو بواحدتحت الجذر ب T يبقى مقدار السرعة
+
+759
+01:31:09,400 --> 01:31:15,240
+عند اي لحظة بدي اياها هي عبارة عنين؟ عبارة عن T
+
+760
+01:31:15,240 --> 01:31:21,340
+إذا خلصنا من المطلب الأول المطلب الثاني قال لي هذا
+
+761
+01:31:21,340 --> 01:31:28,580
+ال unit tangent vector بقول لغة بسيطة اليونت هذا
+
+762
+01:31:28,580 --> 01:31:33,180
+نمرأ ايه الأول؟ مضاد إلى نمرأ B اليونت
+
+763
+01:31:36,000 --> 01:31:47,300
+Tangent vector اللي هو V بتقى الـT T بده يساوي
+
+764
+01:31:47,300 --> 01:31:54,340
+الـV على طول الـV هو يساوي الـV المتجه اللي عندنا
+
+765
+01:31:54,340 --> 01:32:02,280
+اللي هو T هو Sine T في اتجاه Iنقص T Sine T في
+
+766
+01:32:02,280 --> 01:32:09,620
+اتجاه الجهة كله مقسم على مين؟ على T إذا أصبح T
+
+767
+01:32:09,620 --> 01:32:15,580
+بدرساوي وSine T في اتجاه الأعلى نقص Sine T في
+
+768
+01:32:15,580 --> 01:32:22,080
+اتجاه مين؟ في اتجاه الجهة طيب السؤال هو هل هذا
+
+769
+01:32:22,080 --> 01:32:23,580
+فعلا unit vector؟
+
+770
+01:32:27,490 --> 01:32:31,210
+بطلع واحد فعلا unit vector بربي على المُركّبات
+
+771
+01:32:31,210 --> 01:32:33,870
+اللي عندك وصية تربيه زاد وصية تربيه اللي فتطلع
+
+772
+01:32:33,870 --> 01:32:38,310
+مجدش واحد يعني فعلا هذا هو مين هو ال unit vector
+
+773
+01:32:38,310 --> 01:32:43,330
+اللي طلع طب المطلوب التالت جالي هاد لل length تبع
+
+774
+01:32:43,330 --> 01:32:49,070
+ال curve على الفترة من جدر اتنين لغاية من اتنين
+
+775
+01:32:49,070 --> 01:32:55,870
+اذا باجب اقوله بدنا ال length اللي يسوى تكامل من
+
+776
+01:32:55,870 --> 01:33:03,370
+وين لوينمن جدر اتنين لغاية اتنين لمين؟ لقول ال V
+
+777
+01:33:03,370 --> 01:33:10,990
+كداش طول ال V؟ T هاي بروح أحسب من جديد يبقى خلاص
+
+778
+01:33:10,990 --> 01:33:16,870
+بشيل الجدر كله هذا و حسبناها و خلصنا يبقى بقوله
+
+779
+01:33:16,870 --> 01:33:24,150
+فقط T D T من وين جبتها؟ من قول ال V هاي اللي عندك
+
+780
+01:33:25,080 --> 01:33:27,940
+يبقى الموجود خلاص في إشتعاق وما بضيع وقته وحاسب من
+
+781
+01:33:27,940 --> 01:33:35,220
+أول لجديد فايه جاهز إذا حاطنا يبقى هذا قدر نص تيه
+
+782
+01:33:35,220 --> 01:33:43,060
+تربيع من جذر يتنين لغاية اتنين ويساوي النص في أربع
+
+783
+01:33:43,060 --> 01:33:50,470
+نقص اتنين نص في اتنين يساوي واحدإذا طول هذا الجزء
+
+784
+01:33:50,470 --> 01:33:55,850
+من المنحنى يساوي واحد صحيح تابي نجي ال exercises
+
+785
+01:33:55,850 --> 01:34:06,590
+تلتاشر تلاتة تابي
+
+786
+01:34:06,590 --> 01:34:10,830
+نجي ال exercises تلتاشر
+
+787
+01:34:10,830 --> 01:34:18,330
+تلاتة المسائل من واحد لخمستاشر من واحد
+
+788
+01:34:27,680 --> 01:34:31,360
+بدا أسأل السؤال التاني يوم اتنين افتتحتوا
+
+789
+01:34:31,360 --> 01:34:35,260
+discussion يعني اجتكوا الميدا اسمها كام section
+
+790
+01:34:35,260 --> 01:34:40,520
+غطيتوا فيها اربعة كويس يعني اربعة كل section معقول
+
+791
+01:34:40,520 --> 01:34:46,900
+كويس تعويضية ماشي ممتاز يعني اليوم اتخلص ال
+
+792
+01:34:46,900 --> 01:34:47,700
+chapter معناته
+
+793
+01:34:52,120 --> 01:34:56,900
+كيف؟ يعني يبقى تقولولها الامتحان داخل فيه chapter
+
+794
+01:34:56,900 --> 01:35:01,460
+13 كله يعني كمان المحاضرة المشرحة المرة القادمة
+
+795
+01:35:01,460 --> 01:35:06,220
+اللي هو section 13 أربعة داخل فيه الامتحان فلازم
+
+796
+01:35:06,220 --> 01:35:11,680
+اتغطي ال chapter 13 كله قبل الامتحان ماشي؟ كويس
+
+797
+01:35:11,680 --> 01:35:16,220
+ساعطيكوا العافية حد هنا اليوم بيكفي و المرة جاء ان
+
+798
+01:35:16,220 --> 01:35:16,800
+شاء الله
+
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/iMvxudRFYy4_postprocess.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/iMvxudRFYy4_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..98b8f0fa03facdad0ed4bcffcb26af04fd31446a
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/iMvxudRFYy4_postprocess.srt
@@ -0,0 +1,3296 @@
+1
+00:00:00,000 --> 00:00:02,680
+موسيقى
+
+2
+00:00:08,960 --> 00:00:14,660
+بسم الله الرحمن الرحيم بدأنا في المحاضرة الماضية
+
+3
+00:00:14,660 --> 00:00:19,300
+عن هنا اللي هو ال chapter اتناشر اللي كان بتحدث عن
+
+4
+00:00:19,300 --> 00:00:23,400
+ال vectors ال dot product ال cross product ال
+
+5
+00:00:23,400 --> 00:00:28,020
+lines and the planes و كذلك بعض المجسمات اللي هي
+
+6
+00:00:28,020 --> 00:00:31,640
+الستة تنوع من المجسمات بالاضافة إلى مين إلى ال
+
+7
+00:00:31,640 --> 00:00:35,830
+cylinders اللي هي الأسطولاتالان بنتقل الى chapter
+
+8
+00:00:35,830 --> 00:00:39,990
+13 اللى بتحدث عن ال vector valued functions and
+
+9
+00:00:39,990 --> 00:00:44,650
+functions in a space يبقى احنا الان بدنا ننتقل الى
+
+10
+00:00:44,650 --> 00:00:49,850
+المعادلات الاتجاهية قبل ذلك قبل chapter 12 وقبل
+
+11
+00:00:49,850 --> 00:00:54,320
+هذا ال chapter كان شغلنا على معادلات عاديةأو على
+
+12
+00:00:54,320 --> 00:00:58,040
+الـ functions عادية ننتقل الى الـ functions
+
+13
+00:00:58,040 --> 00:01:02,920
+التجاهية وسندرس حركة الجسيمات في الفرق
+
+14
+00:01:08,090 --> 00:01:13,670
+بدنا ال velocity تبعته، بدنا ال acceleration، بدنا
+
+15
+00:01:13,670 --> 00:01:17,930
+مقدار السرعة، اللي هي ال speed إلى آخرى، تمام؟
+
+16
+00:01:17,930 --> 00:01:22,150
+هنقهن جسمه إلى عدة section، أول section منهم اللي
+
+17
+00:01:22,150 --> 00:01:26,870
+بتحدث عن ال curves in space المنحنيات في الفرق
+
+18
+00:01:27,340 --> 00:01:33,720
+وكذلك الممثات لهذه المنحنات يبقى curves in space
+
+19
+00:01:33,720 --> 00:01:38,920
+and their tangents والممثات لهذه المنحنات طبعا عند
+
+20
+00:01:38,920 --> 00:01:43,820
+أي نقطة موجودة على هذا المنحنات اول حاجة التعريف
+
+21
+00:01:43,820 --> 00:01:49,340
+لل curve في ال space إيش معنى ال curve ثم ننتقل
+
+22
+00:01:49,340 --> 00:01:51,180
+إلى باقي التعريفات
+
+23
+00:01:54,460 --> 00:02:03,840
+النقطة الأولى a curve in space المنحنة في الفرار
+
+24
+00:02:03,840 --> 00:02:16,260
+is the particles path is the particles path
+
+25
+00:02:16,260 --> 00:02:20,900
+يعني مسار الجسيم particles path
+
+26
+00:02:28,850 --> 00:02:37,850
+defined by the points بالنقا
+
+27
+00:02:37,850 --> 00:02:49,650
+اللي هي امان x و y و z is equal to f of t و g of t
+
+28
+00:02:49,650 --> 00:02:58,790
+و h of tو ال T موجودة في ال interval I و ال I اللي
+
+29
+00:02:58,790 --> 00:03:11,470
+هي ال time interval ال I is a time interval دمرة
+
+30
+00:03:11,470 --> 00:03:19,410
+اتنين a position vector a position vector
+
+31
+00:03:21,990 --> 00:03:29,570
+واتجاه الموضع of a particle mass of a particle
+
+32
+00:03:29,570 --> 00:03:35,670
+mass in
+
+33
+00:03:35,670 --> 00:03:40,290
+space as
+
+34
+00:03:45,210 --> 00:03:53,510
+الـ R of T فهو يساوي الـ O P L A Vector فهو يساوي
+
+35
+00:03:53,510 --> 00:04:00,850
+F of T في اتجاه I زائد G of T في اتجاه J زائد H of
+
+36
+00:04:00,850 --> 00:04:10,250
+T في اتجاه K وT موجودة في الـ Interval I. This
+
+37
+00:04:10,250 --> 00:04:21,770
+vectorهذا المنتجة this vector is called بنسميه
+
+38
+00:04:21,770 --> 00:04:23,390
+the vector valued function
+
+39
+00:05:02,080 --> 00:05:08,980
+الان بدنا نجي الى الحركة في الفرق فباجي بقول ال
+
+40
+00:05:08,980 --> 00:05:12,520
+cares in space يبقى المنحنيات في الفرق and their
+
+41
+00:05:12,520 --> 00:05:18,760
+tangents والممثات لهذه المنحنيات بدنا نجي للتعريف
+
+42
+00:05:18,760 --> 00:05:24,930
+الأوليجب أقول a curve in space المنحنة في الفرارة
+
+43
+00:05:24,930 --> 00:05:30,070
+is the particles path والمسار الريدوسي من ما that
+
+44
+00:05:30,070 --> 00:05:34,150
+defined by the points هذا المسار عند أي لقطة و عند
+
+45
+00:05:34,150 --> 00:05:41,610
+أي لحظة بأن أرفع تكتالي X Y و Z كل من X Y و Z هي
+
+46
+00:05:41,610 --> 00:05:47,910
+function في متغير آخرالمتغير هذا بدي أسميه T ونظرا
+
+47
+00:05:47,910 --> 00:05:52,710
+لإن الحركة مرتبطة بالزمن بدي أسميه T موجودة في ال
+
+48
+00:05:52,710 --> 00:05:58,510
+I ال I is a time interval يبقى هي الفترة الزمنية
+
+49
+00:05:58,510 --> 00:06:02,350
+اللي أنا بدي أدرس الحركة عليه ال time interval
+
+50
+00:06:02,350 --> 00:06:08,640
+الفترة الزمنية اللتي يتحرك فيها الجسم في الفرقهذه
+
+51
+00:06:08,640 --> 00:06:12,900
+النقطة اللي هيجيب كل النقاط كيف يعني لو جيها تقول
+
+52
+00:06:12,900 --> 00:06:17,500
+افترض ان اليوسيف الفراغ اتحرك وكان المنحرق بالشكل
+
+53
+00:06:17,500 --> 00:06:22,550
+اللي عندهاالمنحنى هذا اللي احنا شايفينه لا يعني
+
+54
+00:06:22,550 --> 00:06:27,250
+انه بتقطع مع نفسه ترى بالك لأن هذا رسم في الفرق مش
+
+55
+00:06:27,250 --> 00:06:31,650
+تقول المنحنى بتقطع عند النقطة هذه لا بتقطعش هذا اي
+
+56
+00:06:31,650 --> 00:06:40,010
+حركة في الهواء طيب يبقى عند اي لحظة اي نقطة موجودة
+
+57
+00:06:40,010 --> 00:06:44,660
+هنا او هنا او هنا او في اي مكانهأقول الإحداثيات
+
+58
+00:06:44,660 --> 00:06:51,020
+تبعتها X وY وZ وكل من X وY وZ هي function في main
+
+59
+00:06:51,020 --> 00:06:56,060
+في T حيث T اللي هو الـTime أو ما إلى ذلك هذا
+
+60
+00:06:56,060 --> 00:06:59,360
+بالنسبالي التعريف اللي هو التعريف التاني بقول إذا
+
+61
+00:06:59,360 --> 00:07:03,980
+position vector متجه الموضوع of a particle moves
+
+62
+00:07:03,980 --> 00:07:08,600
+in space لجسم يتحرك في الفرار بدي أعبر عنها و أقول
+
+63
+00:07:08,600 --> 00:07:16,010
+هي R of T يساوي المتجه O Pيعني لو جيت اخد اي نقطة
+
+64
+00:07:16,010 --> 00:07:22,470
+زي النقطة هذه مثلا على مصاري الجثير سميتها X و Y و
+
+65
+00:07:22,470 --> 00:07:31,510
+Z كل من X و Y و Z هي عبارة عن F of T و G of T و H
+
+66
+00:07:31,510 --> 00:07:37,010
+of T بهذا الشكل يبقى في الفرقاء النقطة لها ثلاثة
+
+67
+00:07:37,010 --> 00:07:44,120
+احداثية روحت رسمت المتجةمن الـ origin لغاية هذه
+
+68
+00:07:44,120 --> 00:07:50,080
+النقطة الشكل اللي عندنا هذا هذا المتجر سميته R of
+
+69
+00:07:50,080 --> 00:07:57,180
+D يبقى ال vector R of D الذي يبدأ من نقطة الأصل
+
+70
+00:07:57,180 --> 00:08:02,020
+إلى أي نقطة موجودة على المنحنة هسمي ال position
+
+71
+00:08:02,020 --> 00:08:08,750
+vector اللي هو متجر الموضوع عند أي لحظةيبقى سميته
+
+72
+00:08:08,750 --> 00:08:15,470
+المتجه RT المتجه RT بدي اكتبه as a vector كمتجه
+
+73
+00:08:15,470 --> 00:08:20,610
+فباجي بقول هو عبارة عن F of T في اتجاه I زي T of T
+
+74
+00:08:20,610 --> 00:08:25,970
+في اتجاه J زي H of T في اتجاه K يبقى كل مركبة من
+
+75
+00:08:25,970 --> 00:08:32,370
+هذه المركبات تعتبر مركبة في اتجاه ما لما بدي اكتب
+
+76
+00:08:32,370 --> 00:08:37,540
+متجه الموضع as a position vectorالـ position
+
+77
+00:08:37,540 --> 00:08:40,820
+vector هذا يا بنات هو اللي بيسميه vector valued
+
+78
+00:08:40,820 --> 00:08:46,150
+function اللي هو الأولوان اللي احنا قلنا عليهاللي
+
+79
+00:08:46,150 --> 00:08:51,050
+هو هي ال curves اللي عندنا curves in space المنحنة
+
+80
+00:08:51,050 --> 00:08:57,430
+ده متجه الموضوع عند اي لحظة او عند اي نقطة موجودة
+
+81
+00:08:57,430 --> 00:09:01,890
+عليه هسميها ال R of T بدلالة main بدلالة هذه
+
+82
+00:09:01,890 --> 00:09:06,690
+المركبات يبقى الخط اللي احنا شايفينه هذا هو المسار
+
+83
+00:09:06,690 --> 00:09:07,990
+تبع الجسيم
+
+84
+00:09:14,340 --> 00:09:19,960
+هو أي vector من نقطة الأصل إلى أي نقطة تقع على هذا
+
+85
+00:09:19,960 --> 00:09:26,580
+المنحلة وبالتالي ال R of T بسميها ال vector valued
+
+86
+00:09:26,580 --> 00:09:31,460
+function Function لكل مركبة من هذه المركبات هي
+
+87
+00:09:31,460 --> 00:09:33,480
+عبارة عن function
+
+88
+00:09:41,170 --> 00:09:45,590
+اللي موجودة في time interval إذا بطلع قيم ومن هنا
+
+89
+00:09:45,590 --> 00:09:50,210
+سميناها valued إذا هذا المتجه الموضع بسميه vector
+
+90
+00:09:50,210 --> 00:09:57,230
+valued function إذا بناء عليه كأننا مع دالة جديدة
+
+91
+00:09:57,510 --> 00:10:01,630
+غير الدول اللي اتعرفت عليها في calculus A
+
+92
+00:10:01,630 --> 00:10:06,450
+وcalculus B بقى نقول في calculus A Y تساوي F of X
+
+93
+00:10:06,450 --> 00:10:11,950
+في ال polar R تساوي F of Z تمام؟ إذا إحنا هنا باجي
+
+94
+00:10:11,950 --> 00:10:16,210
+بقول ال R of T يهي F of T في اتجاه ال I، G of T في
+
+95
+00:10:16,210 --> 00:10:20,750
+اتجاه ال J، H of T في اتجاه ال K يبقى هذه الدالة
+
+96
+00:10:20,750 --> 00:10:25,670
+اتجارية في الفرقإذا مدام دالة بدنا نروح نشوف ال
+
+97
+00:10:25,670 --> 00:10:28,430
+limit لهذه الدالة وبدنا نروح نشوف ال
+
+98
+00:10:28,430 --> 00:10:32,070
+differentiation لهذه الدالة و ال integral لهذه
+
+99
+00:10:32,070 --> 00:10:36,430
+الدالة يعني كل الأشياء التي دُرست على الدالة
+
+100
+00:10:36,430 --> 00:10:41,630
+العادية من التعرض الهلمين للدالة اللي قدامنا هذه
+
+101
+00:10:42,010 --> 00:10:46,390
+يبقى أول نقطة بدي أشير إليها اللي هي limit and
+
+102
+00:10:46,390 --> 00:10:52,010
+continuity لهذه الدالة كيف بدنا نروح نحسبها يبقى
+
+103
+00:10:52,010 --> 00:11:00,430
+بداتي أحط أغنان صغير اللي هو limits and continuity
+
+104
+00:11:00,430 --> 00:11:06,390
+النهايات
+
+105
+00:11:06,390 --> 00:11:10,190
+والاتصال لهذه الدالة هعطي definition
+
+106
+00:11:12,990 --> 00:11:19,850
+definition بقول ماتي F R of T يساوي F of T في
+
+107
+00:11:19,850 --> 00:11:26,930
+اتجاه I زائد G of T في اتجاه J زائد H of T في
+
+108
+00:11:26,930 --> 00:11:38,250
+اتجاه K is a vector is a vector valued function
+
+109
+00:11:38,250 --> 00:11:40,610
+then
+
+110
+00:11:44,880 --> 00:11:53,860
+لل R of T لما T بدها تروح إلى T نوت is defined by
+
+111
+00:11:53,860 --> 00:12:07,620
+as defined by بعرفك التالي limit لل R of T لما T
+
+112
+00:12:07,620 --> 00:12:11,060
+بدها تروح ل T نوت بده يساوي
+
+113
+00:12:13,820 --> 00:12:18,720
+للـ F of T لما T بدأ تروح إلى T node في اتجاه الـ
+
+114
+00:12:18,720 --> 00:12:26,780
+I زائد limit للـ G of T لما T بدأ تنست P node زائد
+
+115
+00:12:26,780 --> 00:12:33,380
+limit طبعا في اتجاه الـ J limit الـ H of T لما T
+
+116
+00:12:33,380 --> 00:12:38,360
+بدأ تروح إلى T node في اتجاه الـ Main في اتجاه الـ
+
+117
+00:12:38,360 --> 00:12:38,600
+K
+
+118
+00:12:47,470 --> 00:12:51,970
+بنرجع لهذا التعريف مرة ثانية انا عندي vector valid
+
+119
+00:12:51,970 --> 00:12:56,190
+function على الصيغة R of T سواء F of T في اتجاه
+
+120
+00:12:56,190 --> 00:13:00,750
+الـR زي الـG of T في اتجاه الـK زي الـH of T في
+
+121
+00:13:00,750 --> 00:13:05,670
+اتجاه الـK بدي اعرف ال limit لهذه ال function
+
+122
+00:13:05,670 --> 00:13:10,370
+فبقول limit لهذه ال function هي limit للR of T لما
+
+123
+00:13:10,370 --> 00:13:15,760
+تبدأ تروح لتينوت هذه شو تساويالـ Limit لهذه الدالة
+
+124
+00:13:15,760 --> 00:13:21,160
+تعني Limit لكل مُركّبة من هذه المُركّبات إذا باجي
+
+125
+00:13:21,160 --> 00:13:24,260
+Limit للمُركّبة الأولى في اتجاه الـI Limit
+
+126
+00:13:24,260 --> 00:13:27,360
+للمُركّبة التانية في اتجاه الـJ Limit للمُركّبة
+
+127
+00:13:27,360 --> 00:13:32,580
+التالتة في اتجاه الـK نفترض حسبنا هذه ال Limits
+
+128
+00:13:32,580 --> 00:13:39,720
+وطلعت L1 في اتجاه الـI L2 في اتجاه الـJ L3 في
+
+129
+00:13:39,720 --> 00:13:40,920
+اتجاه الـK
+
+130
+00:13:43,580 --> 00:13:47,460
+أول شيء يجب أن نفهمه يا بنات هو أن الـ vector
+
+131
+00:13:47,460 --> 00:13:51,560
+-valued function لو أخدت لها limit يجب أن يخرج
+
+132
+00:13:51,560 --> 00:13:55,220
+كمان vector ليس مثل الدول العادية، الدول العادية
+
+133
+00:13:55,220 --> 00:13:59,060
+اللي أخدت لها limit تخرج constant مظبوط أم لا؟ لكن
+
+134
+00:13:59,060 --> 00:14:04,600
+هنا يجب أن يخرج vector مكون من ثلاث مركبات، يمكن
+
+135
+00:14:04,600 --> 00:14:09,650
+بعضها صفر ويمكن بعضها غير الصفرويمكن ال limit تطلع
+
+136
+00:14:09,650 --> 00:14:13,810
+does not exist كمان كما سنرى بعد قليل ان شاء الله
+
+137
+00:14:13,810 --> 00:14:17,790
+تعالى يعني ممكن ال limit تكون exist و ممكن ال
+
+138
+00:14:17,790 --> 00:14:23,230
+limit تكون does not exist تماما مثل الدوال العادية
+
+139
+00:14:23,230 --> 00:14:31,210
+يبقى هذا اختصارا بقول الهذا الـ L يجب أن نفهم إنه
+
+140
+00:14:31,210 --> 00:14:37,930
+Vector، ولمّا لا نخطط، سأضع عليه سهم لأعرف إن هذا
+
+141
+00:14:37,930 --> 00:14:42,190
+Vector طب السؤال هو هل هذا يا بنات constant،
+
+142
+00:14:42,190 --> 00:14:47,600
+vector؟ والله ال vector هذا متغيرلما ناخد ال limit
+
+143
+00:14:47,600 --> 00:14:51,940
+ها constant vector لأن كل واحد هيعطيني قيمة اللي
+
+144
+00:14:51,940 --> 00:14:55,120
+هو ال ال one والتانية ال two والتالتة ال three إذا
+
+145
+00:14:55,120 --> 00:14:59,040
+هذا بدو يطلع عندي limit constant vector زي ما ال
+
+146
+00:14:59,040 --> 00:15:02,420
+limit تبعت ال function العادية كنا بنطلعها scalar
+
+147
+00:15:02,420 --> 00:15:08,900
+أو constant تمام طيب نعطي كمان definition تاني
+
+148
+00:15:18,380 --> 00:15:30,040
+function R of T is continuous تبقى دالة مبتصلة at
+
+149
+00:15:30,040 --> 00:15:40,360
+a point عند النقطة T تساوي T naught in its domain
+
+150
+00:15:40,360 --> 00:15:54,270
+Mits domain في المجال تبع هذه الدالة F limit لل R
+
+151
+00:15:54,270 --> 00:16:00,930
+of T لما T بدى تروح الى T naught بدى يسوى R of T
+
+152
+00:16:00,930 --> 00:16:06,770
+naught also وكذلك
+
+153
+00:16:07,950 --> 00:16:15,230
+الـ R of T بيكون F of T في اتجاه I زائد G of T في
+
+154
+00:16:15,230 --> 00:16:23,390
+اتجاه J زائد H of T في اتجاه K is continuous is
+
+155
+00:16:23,390 --> 00:16:36,470
+continuous دالة متصلة at T بيكون T0 F and only F
+
+156
+00:16:42,860 --> 00:16:55,240
+and الـ h are continuous and T ده ساوي T note
+
+157
+00:17:26,820 --> 00:17:31,780
+أخذنا تعريف الـ Curve في الـ space و بعد ذلك عرفنا
+
+158
+00:17:31,780 --> 00:17:35,100
+الـ vector-valid function والآن بدنا نجي ال limit
+
+159
+00:17:35,100 --> 00:17:38,800
+لل vector-valid function و ال continuity طبعا
+
+160
+00:17:38,800 --> 00:17:43,680
+عرفنا ال limit و ال limit لل vector-valid function
+
+161
+00:17:43,680 --> 00:17:48,860
+بيطلع كمان اللي هو constant vector بدنا نجي الآن
+
+162
+00:17:48,860 --> 00:17:53,520
+لل continuityالـ Continuity لهذه الدالة بقول الـ
+
+163
+00:17:53,520 --> 00:17:58,160
+vector function R of T بتبقى continuous عند نقطة
+
+164
+00:17:58,160 --> 00:18:02,200
+أو التقن تبت سوى T node اللي موجودة في domain هذه
+
+165
+00:18:02,200 --> 00:18:06,240
+الدالة إذا والله ال limit ال R of T لما ت بتروح ل
+
+166
+00:18:06,240 --> 00:18:12,440
+T node تسوى مين R of T node السؤال هو هل اختلف هذا
+
+167
+00:18:12,440 --> 00:18:18,060
+التعريف عن تعريف ال continuity لدالة عالية؟ في
+
+168
+00:18:18,060 --> 00:18:19,140
+خلاف بينهم؟
+
+169
+00:18:26,970 --> 00:18:32,150
+الدالة بقول عنها continuous عند نقطة إذا كان قيمة
+
+170
+00:18:32,150 --> 00:18:37,250
+الدالة عند تلك النقطة تساوي نهاية الدالة عند تلك
+
+171
+00:18:37,250 --> 00:18:37,830
+النقطة
+
+172
+00:18:43,720 --> 00:18:48,140
+مش هاد التعريف وروحنا جسمنا هذا التعريف إلى ثلاث
+
+173
+00:18:48,140 --> 00:18:54,700
+نقاط يكالكوا نص إيه وسمينا ال continuity test يعني
+
+174
+00:18:54,700 --> 00:18:58,160
+كيف بدي اختبر الدالة هتكون continuous ولا لأ وقلنا
+
+175
+00:18:58,160 --> 00:19:02,130
+أول شيء بنشوف هل الدالة معرفةعند هذه النقطة ولا
+
+176
+00:19:02,130 --> 00:19:06,970
+لأ؟ condition اتحقق الأول ماشي condition التاني هل
+
+177
+00:19:06,970 --> 00:19:11,330
+ال limit عند هذه النقطة exist ولا لأ؟ إذا exist في
+
+178
+00:19:11,330 --> 00:19:15,730
+الأول ماشي تحقق الشرطة يبقى بظلمين عند الشرطة
+
+179
+00:19:15,730 --> 00:19:22,540
+التالت إذا تساوت القيمتهامع ال condition بمعنى ان
+
+180
+00:19:22,540 --> 00:19:26,640
+قيمة الدالة عند هذا نقطة سواء نهاية الدالة عند تلك
+
+181
+00:19:26,640 --> 00:19:30,060
+النقطة، إذا بقول الدالة continuous عند هذا نقطة،
+
+182
+00:19:30,060 --> 00:19:33,920
+هذا ما دُلس فيه كالكلاصين، هنا لو طلعت لهذا
+
+183
+00:19:33,920 --> 00:19:38,600
+التعريف يبقى نهاية الدالة عند T تساوي T note تساوي
+
+184
+00:19:38,600 --> 00:19:42,320
+قيمة الدالة عند T note، إذا هو نفس التعريف تبع
+
+185
+00:19:42,320 --> 00:19:47,300
+الكلاصين، لم نغير فيه شيءالان يا بقول التعريف هيك
+
+186
+00:19:47,300 --> 00:19:53,300
+يا بروح بقول ان الدالة دي continuous إذا كانت كل
+
+187
+00:19:53,300 --> 00:19:57,560
+مركبة من المركبات تبع ال vector value function
+
+188
+00:19:57,560 --> 00:20:02,500
+continuous عند نفس ال D تسوى من؟T0 يبقى هذا
+
+189
+00:20:02,500 --> 00:20:07,460
+التعريف اقول also ممكن اعيد صياغته بطريقة اخرى و
+
+190
+00:20:07,460 --> 00:20:10,160
+اقول ال vector valued function هذي continuous عند
+
+191
+00:20:10,160 --> 00:20:15,660
+T تسوى T0 اذا و فقط اذا كان ال F والG والH التنتين
+
+192
+00:20:15,660 --> 00:20:21,350
+كانوا continuous عند تلك النقطةحد إلها أي سؤال في
+
+193
+00:20:21,350 --> 00:20:24,850
+ال continuity أو ال limit أو ما إلى ذلك طبعا هنرجع
+
+194
+00:20:24,850 --> 00:20:29,590
+نشتغل هذا بأمثلة بعد قليل ان شاء الله حد بتحب تسأل
+
+195
+00:20:29,590 --> 00:20:34,610
+أسئلة قبل أن أذهب إلى تعريف جديد و هو اشتقاق
+
+196
+00:20:34,610 --> 00:20:38,270
+الدالة أو الدالة و اكتشف تبقى differential أو ما
+
+197
+00:20:38,270 --> 00:20:44,230
+إلى ذلك حد بتحب تسأل نبقى ننتقل إلى تعريف جديد
+
+198
+00:20:44,230 --> 00:20:48,030
+definition the
+
+199
+00:20:48,030 --> 00:20:57,280
+vector functionVector function R of T هو F of T في
+
+200
+00:20:57,280 --> 00:21:03,380
+اتجاه I زائد G of T في اتجاه J زائد H of T في
+
+201
+00:21:03,380 --> 00:21:05,100
+اتجاه K
+
+202
+00:21:21,180 --> 00:21:30,540
+والـ G and الـ H have derivatives
+
+203
+00:21:30,540 --> 00:21:38,440
+.. have derivatives at الـ OT and
+
+204
+00:21:50,890 --> 00:21:59,290
+يبقى دي اف على دي تي في اتجاه الاي زائد دي جي على
+
+205
+00:21:59,290 --> 00:22:03,490
+دي تي في اتجاه الجي زائد دي اتش على دي تي في اتجاه
+
+206
+00:22:19,450 --> 00:22:26,670
+R of T is called is
+
+207
+00:22:26,670 --> 00:22:33,110
+called smooth if
+
+208
+00:22:33,110 --> 00:22:44,570
+dA على dT is continuous يعني إذا كانت المستقبل
+
+209
+00:22:44,570 --> 00:22:54,710
+أولى في هذه المنحلةدالة متصلة وDR على DT لا يكون
+
+210
+00:22:54,710 --> 00:23:06,870
+اقل لـ 0، هذا يعني ان اذا الـ
+
+211
+00:23:06,870 --> 00:23:13,590
+F و G و الأرض لديها درجة مستمرة
+
+212
+00:23:18,000 --> 00:23:24,720
+continuous first derivatives
+
+213
+00:23:24,720 --> 00:23:31,340
+and
+
+214
+00:23:31,340 --> 00:23:41,320
+df على dt و dg على dt and
+
+215
+00:24:32,710 --> 00:24:37,550
+المنحنى R of T is called smooth كيش يعني smooth؟
+
+216
+00:24:37,550 --> 00:24:39,950
+لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ
+
+217
+00:24:39,950 --> 00:24:40,270
+لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ
+
+218
+00:24:40,270 --> 00:24:42,030
+لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ
+
+219
+00:24:42,030 --> 00:24:43,970
+لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ
+
+220
+00:24:43,970 --> 00:24:45,010
+لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ
+
+221
+00:24:45,010 --> 00:24:48,810
+لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ لأ
+
+222
+00:24:48,810 --> 00:24:55,980
+لألأن كل كلمة في اللغة لها مصطلحة، يعني بتلاقي نفس
+
+223
+00:24:55,980 --> 00:25:00,200
+الكلمة لكن في كل علم من العلوم لها مصطلح مختلف،
+
+224
+00:25:00,200 --> 00:25:04,400
+مثلا vector عنا إيش بيقولون عليها إحنا، لكن طبعا
+
+225
+00:25:04,400 --> 00:25:08,380
+كلية الطب عندنا بيقولوش أنا متجر، ال vector بيسموه
+
+226
+00:25:08,380 --> 00:25:13,740
+حامل جرثوميطبعا اللي بحمل جرثوم بتحرك مظبوط فال
+
+227
+00:25:13,740 --> 00:25:17,440
+vector عندهم بيسموه بترجموه حامل جرثوم لكن احنا
+
+228
+00:25:17,440 --> 00:25:21,620
+بيقول اه متجه إذا كلمة في اللغة الإنجليزية إذا
+
+229
+00:25:21,620 --> 00:25:26,300
+جينا نبعدنا عن اللغة الأدابية و بدنا نحطها كمصطلح
+
+230
+00:25:26,300 --> 00:25:32,380
+يختلف طبعا المعنى متقارف لكن يختلف من علم إلى علم
+
+231
+00:25:32,380 --> 00:25:38,530
+آخر ترجمة هذا المصطلح طيب برجع مرة تانيةبقول ال R
+
+232
+00:25:38,530 --> 00:25:42,910
+of T is called smooth يعني منحنى أملس إذا تحقق
+
+233
+00:25:42,910 --> 00:25:48,910
+شرطان الشرط الأول ان دي R على دي T is continuous
+
+234
+00:25:48,910 --> 00:25:53,630
+يعني لو اشتقت ال vector valued function بد المشتقة
+
+235
+00:25:53,630 --> 00:25:59,810
+تكون دالة متاصلة إتنين بد المشتقة ممنوعة تساوي
+
+236
+00:25:59,810 --> 00:26:00,170
+zero
+
+237
+00:26:03,570 --> 00:26:09,070
+هذه وقتها تبقى متصلة إذا كانت المركبات التلاتة
+
+238
+00:26:09,070 --> 00:26:14,430
+continuous المشتقة الأولى للمركبات التلاتة يعني DF
+
+239
+00:26:14,430 --> 00:26:17,790
+على DT وDG على DT وDH على DT
+
+240
+00:26:21,260 --> 00:26:27,160
+هذا النقطة الأولى النقطة التانية مش كلهم Zero يعني
+
+241
+00:26:27,160 --> 00:26:30,460
+ممكن تبقى واحدة ب Zero والتانية ب Zero بس التالتة
+
+242
+00:26:30,460 --> 00:26:37,260
+ممنوعة تكون ب Zero لإيش؟ لأن ال DR على DT لا تساوي
+
+243
+00:26:37,260 --> 00:26:40,320
+Zero لكن المركبة تلقاه واحدة ب Zero مافي مشكلة لو
+
+244
+00:26:40,320 --> 00:26:43,000
+كانت انتين ب Zero مافي مشكلة لكن إذا التلاتة ب
+
+245
+00:26:43,000 --> 00:26:48,280
+Zero إذا بطل المرحلة سيرمان Smooth Curveهذا بدى
+
+246
+00:26:48,280 --> 00:26:54,700
+يخلينى اسأل السؤال التالى هل يمكن للجسيم ان يتوقف
+
+247
+00:26:54,700 --> 00:27:00,560
+على ال smooth curve ممكن يوقف؟ ممنوع لأنه بدى
+
+248
+00:27:00,560 --> 00:27:03,580
+equal to zero في هذه الحالة يبقى المستقلات هذه
+
+249
+00:27:03,580 --> 00:27:09,320
+كلها equal to zero طب اتنين هل يمكن على ال smooth
+
+250
+00:27:09,320 --> 00:27:15,380
+curve ان يحصل عندي كسب يعني انهيطاف حد في المنحنة
+
+251
+00:27:15,660 --> 00:27:21,700
+أو يكون عندى corner طبعا لا لأن الدالة غير قابلة
+
+252
+00:27:21,700 --> 00:27:25,800
+للاشتفاخ عند القصب و ال corner مش هيك اللي أخدت
+
+253
+00:27:25,800 --> 00:27:31,760
+فكرة الفلسفين إذا على اسمه ك there is no casb و
+
+254
+00:27:31,760 --> 00:27:36,020
+كمان there is no corner مافيش عندي على المرحلة ده
+
+255
+00:27:36,020 --> 00:27:40,520
+ده نكتب هالمرحلة كويسة هنا يعني مجرد تركيزه ليس
+
+256
+00:27:52,720 --> 00:28:01,620
+هنا على المنحنى الأبلس لا يوجد كورنار لا يوجد
+
+257
+00:28:01,620 --> 00:28:05,840
+كورنار
+
+258
+00:28:05,840 --> 00:28:11,380
+أو نوركسف لا هذا ولا ذلك
+
+259
+00:28:21,230 --> 00:28:30,130
+أول مثال بيقول اللي هت ال R of T بدها تساوي E أس
+
+260
+00:28:30,130 --> 00:28:37,930
+ناقص T في اتجاه ال I زائد T ناقص واحد على T زائد
+
+261
+00:28:37,930 --> 00:28:46,590
+واحد في اتجاه ال J زائد تان Inverse T في اتجاه من؟
+
+262
+00:28:46,590 --> 00:28:48,210
+في اتجاه ال K
+
+263
+00:28:50,950 --> 00:28:56,510
+Limit للR of T لما T بدها تروح
+
+264
+00:29:09,730 --> 00:29:14,570
+يقول خد R of T يساوي E و اصلاغس T في اتجاه I زي T
+
+265
+00:29:14,570 --> 00:29:18,650
+ناطس واحد على T زايد واحد في اتجاه J زي 10 inverse
+
+266
+00:29:18,650 --> 00:29:23,750
+T في اتجاه K جالي هات لنهاية هذه الدالة لما T بدأ
+
+267
+00:29:23,750 --> 00:29:27,370
+تروح الى N فارغ حسب ال definition اللي كتبناه في
+
+268
+00:29:27,370 --> 00:29:28,650
+طريقة الخريط تبع ال level
+
+269
+00:29:34,190 --> 00:29:39,410
+تبدأ تروح لل infinity تبدأ تسوي limit لكل مُركّبة
+
+270
+00:29:39,410 --> 00:29:43,990
+من هذه المُركّبات لما تبدأ تروح إليها infinity هذه
+
+271
+00:29:43,990 --> 00:29:49,310
+limit لما تبدأ تروح لل infinity EOS-D يا بنات هي
+
+272
+00:29:49,310 --> 00:29:56,370
+عبارة عن مين؟ 1 على EOS-D ممتاز يبقى 1 على EOS-D
+
+273
+00:29:56,370 --> 00:30:04,190
+في اتجاه الـI T-1 T زائد 1 في اتجاه الـJطبعاً
+
+274
+00:30:04,190 --> 00:30:07,870
+limit المفتر
+
+275
+00:30:07,870 --> 00:30:15,650
+اللي عندنا يبقى limit لما T بدأ تروح الى infinity
+
+276
+00:30:15,650 --> 00:30:21,910
+لمن؟ ل T ناقص واحد على T زائد واحد في اتجاه ال J
+
+277
+00:30:21,910 --> 00:30:28,410
+زائد limit لتان inverse T لما T بدأ تروح الى
+
+278
+00:30:28,410 --> 00:30:29,010
+infinity
+
+279
+00:30:35,050 --> 00:30:39,110
+بنروح نحسب ال limit لكل ال functions من ال
+
+280
+00:30:39,110 --> 00:30:43,250
+function z التلاتة هنا لما تيجي تروح لمالة نهاية
+
+281
+00:30:43,250 --> 00:30:47,670
+التعود المباشر سيرجع تجي 2 و 7 من 10 أقص مالة
+
+282
+00:30:47,670 --> 00:30:52,310
+نهاية مالة نهاية 1 على مالة نهاية ب zero يبقى
+
+283
+00:30:52,310 --> 00:30:53,810
+النتيجة الأولى
+
+284
+00:30:56,470 --> 00:31:00,510
+نجي لتانى لما نعوض طريقنا عشان نبصير infinity على
+
+285
+00:31:00,510 --> 00:31:05,750
+infinity قدامى طريقين طريق الاول انه استخدم قاعدة
+
+286
+00:31:05,750 --> 00:31:10,350
+لبتال اشتغد دلت البسط على اشتغد دلت المقام او اقسم
+
+287
+00:31:10,350 --> 00:31:14,050
+كل من البسط والمقام على T المرفوعة ليه اكبر أس في
+
+288
+00:31:14,050 --> 00:31:18,590
+المقام و بعد هيك بروح اعوض يبقى سواء كانت هذه او
+
+289
+00:31:18,590 --> 00:31:23,390
+تلك ال limit لها يبقى ده واحد صحيح يبقى هنا
+
+290
+00:31:26,740 --> 00:31:32,040
+بنانيجي ال limit ل 10 inverse T، بقى يا اتنين،
+
+291
+00:31:32,040 --> 00:31:36,580
+يعني المذاكرين مالحدد 10 inverseحد مش مسمى مش
+
+292
+00:31:36,580 --> 00:31:40,840
+عارفه بنرسمه يعني مش مستاهل طيب لو ذكرنا تذكر
+
+293
+00:31:40,840 --> 00:31:46,580
+بمنحلة تام inverse يبقى بالي بيقول هذا X وهذا Y
+
+294
+00:31:46,580 --> 00:31:51,480
+وهذا النقطة اللي عندنا بي على اتنين وهذا النقطة
+
+295
+00:31:51,480 --> 00:31:55,200
+التانية اللي يسالب بي على اتنين لو جيت رسمت
+
+296
+00:31:55,200 --> 00:32:00,760
+المنحلة المنحلة بده يمر بنقطة الأصل والمنحلة بيكون
+
+297
+00:32:01,080 --> 00:32:05,860
+اللي هو باللون الأزرق اللي عندنا هذا جاي وبيجي
+
+298
+00:32:05,860 --> 00:32:12,680
+نازل الشكل عندناطبعا واضح انه هذه ال limit لما ال
+
+299
+00:32:12,680 --> 00:32:17,440
+X بدها تروح لما لا نهاية اكتر موقيمة بياخد المنحنة
+
+300
+00:32:17,440 --> 00:32:22,140
+هي من باي على اتنين و لما ربك ياخذ فه بيصير قدر
+
+301
+00:32:22,140 --> 00:32:27,560
+اذا ال domain كل ال real line و ال range من سالب
+
+302
+00:32:27,560 --> 00:32:32,320
+باي على اتنين لغاية باي على اتنين يبقى هذه زائد
+
+303
+00:32:32,320 --> 00:32:38,630
+بايعلى اتنين في اتجاه من الـ K لحظة ان النتيجة
+
+304
+00:32:38,630 --> 00:32:43,830
+تساوي J زائد Pi على اتنين في اتجاه الـ K which is
+
+305
+00:32:43,830 --> 00:32:49,350
+a vector كما زعمنا قبل قليل يبقى limit the vector
+
+306
+00:32:49,350 --> 00:32:55,070
+valued function هو constant vector متجه ثابت زي ما
+
+307
+00:32:55,070 --> 00:32:59,170
+انتوا شايفين نجي لمثال رقم اتنين example two
+
+308
+00:33:02,560 --> 00:33:07,300
+الحاجة اسمه الى نقطتين النقطة الأولى نمر ايه ال
+
+309
+00:33:07,300 --> 00:33:16,280
+vector function الدلد التجارية اللي ال R of T to Z
+
+310
+00:33:16,280 --> 00:33:23,860
+هو sign T في اتجاه ال I زائد sign T
+
+311
+00:33:27,620 --> 00:33:34,260
+الـ R of T فساوية for Sine T في اتجاه I زائد Sine
+
+312
+00:33:34,260 --> 00:33:38,580
+T في اتجاه J زائد T في اتجاه
+
+313
+00:33:42,100 --> 00:33:46,960
+السؤال هو هل ال vector value دي continuous ولا غير
+
+314
+00:33:46,960 --> 00:33:52,700
+continuous نجيب نشوف المركبات ال cosine t هل لها
+
+315
+00:33:52,700 --> 00:33:57,040
+نقطة عندها بصير غير معرفة إذا دي continuous على
+
+316
+00:33:57,040 --> 00:34:00,720
+طول و ال sign طبعا عارفين أنها تترجح بين واحد و
+
+317
+00:34:00,720 --> 00:34:05,040
+سالف واحد من سالف infinity لأن يرد الله الأرض وامل
+
+318
+00:34:05,040 --> 00:34:10,480
+عليهاتمام؟ والـ T هذه لأنها خطوية من الدرجة
+
+319
+00:34:10,480 --> 00:34:14,720
+الأولى، يعني كأنها polynomial من الدرجة الأولى،
+
+320
+00:34:14,720 --> 00:34:18,280
+واحنا ال polynomial بنعرف أنها متصلة على طول الخط
+
+321
+00:34:18,280 --> 00:34:24,000
+يبقى أن ال vector function هذه as continuous
+
+322
+00:34:25,670 --> 00:34:37,710
+for all T هو السبب because each of cos T وsin T
+
+323
+00:34:37,710 --> 00:34:52,110
+and T because each is continuous for all T نمر
+
+324
+00:34:52,110 --> 00:34:52,450
+باين
+
+325
+00:35:02,780 --> 00:35:13,280
+R of T يساوي LU Cos T في اتجاه I زائد Sin T في
+
+326
+00:35:13,280 --> 00:35:27,760
+اتجاه J زائد دلة R لT في اتجاه K is discontinuous
+
+327
+00:35:29,400 --> 00:35:40,400
+غير متصلة بالله الرحمن والسبب at every integer عند
+
+328
+00:35:40,400 --> 00:35:49,600
+أي عدد صحيح because السبب ان الlimit لدلة الأرض
+
+329
+00:35:49,600 --> 00:35:55,440
+التي لما تبدأ تروح للـC does
+
+330
+00:35:56,980 --> 00:36:05,020
+ن exist و الـ C is an integer
+
+331
+00:36:12,540 --> 00:36:16,640
+المثال الأول يا بناتي اللي هو نمره A بياننا فيه
+
+332
+00:36:16,640 --> 00:36:20,120
+انه ال vector valid function continuous لأنه ثلاث
+
+333
+00:36:20,120 --> 00:36:26,200
+مركبات continuous في آخر واحد نجي لال example T
+
+334
+00:36:26,200 --> 00:36:29,000
+بيقول ال vector valid function على الشكل اللي لنا
+
+335
+00:36:29,440 --> 00:36:38,160
+ضالة المركبة الأولى والثانية دل
+
+336
+00:36:38,160 --> 00:36:45,200
+السلمية أو دل الدرجية أو step function أو احنا
+
+337
+00:36:45,200 --> 00:36:50,380
+بنسميها دالة الأرض لو كانت لفوق بنسميها دالة السقف
+
+338
+00:36:50,380 --> 00:36:56,200
+ال sailing function لكن هذه اللي هو floor function
+
+339
+00:36:56,200 --> 00:37:03,920
+اللي هو دالة الأرضأي رقم أعلى من أي عدد صحيح كله
+
+340
+00:37:03,920 --> 00:37:08,440
+بنزله لمين لنفس العدد الصحيح فمثلا الدالة هذه لو
+
+341
+00:37:08,440 --> 00:37:12,760
+كانت التي اللي عندي واحد وتسعة من عشرة تنزل الواحد
+
+342
+00:37:12,760 --> 00:37:19,620
+لو كانت سبعة من عشرة تنزل للصفر لو كانت ناقص سبعة
+
+343
+00:37:19,620 --> 00:37:25,950
+من عشرةتنزل الاخص واحد و هكذا تمام يبقى هذه بنزلة
+
+344
+00:37:25,950 --> 00:37:32,290
+لو جيت عند كل عدد صحيح و بدي اخد ال limit إذا بروح
+
+345
+00:37:32,290 --> 00:37:36,130
+باخد ال limit من اليمين و ال limit من الشمال عند
+
+346
+00:37:36,130 --> 00:37:40,400
+الحدد الصحيح لا يمكن ان ال two limits يتزاوىيكون
+
+347
+00:37:40,400 --> 00:37:44,980
+الفرق بينهم واحد صحيح دائما و أبدًا، يعني من هنا
+
+348
+00:37:44,980 --> 00:37:47,860
+ممكن أجيها Zero و من هنا واحد، من هنا واحد، من هنا
+
+349
+00:37:47,860 --> 00:37:49,340
+حتة، من هنا اتنين، من هنا اتنين، و من هنا اتنين، و
+
+350
+00:37:49,340 --> 00:37:49,460
+من هنا اتنين، و من هنا اتنين، و من هنا اتنين، و من
+
+351
+00:37:49,460 --> 00:37:49,600
+هنا اتنين، و من هنا اتنين، و من هنا اتنين، و من
+
+352
+00:37:49,600 --> 00:37:50,000
+هنا اتنين، و من هنا اتنين، و من هنا اتنين، و من
+
+353
+00:37:50,000 --> 00:37:50,160
+هنا اتنين، و من هنا اتنين، و من هنا اتنين، و من
+
+354
+00:37:50,160 --> 00:37:51,780
+هنا اتنين، و من هنا اتنين، و من هنا اتنين، و من
+
+355
+00:37:51,780 --> 00:37:56,520
+هنا اتنين، و من هنا اتنين، و من هنا اتنين، و من
+
+356
+00:37:56,520 --> 00:37:59,180
+هنا اتنين،
+
+357
+00:38:01,480 --> 00:38:07,940
+كتبنا لك c is an integer يبقى c حدث صحيح إذا لا
+
+358
+00:38:07,940 --> 00:38:12,540
+يمكن لهذا ال limit ان تبقى exist يبقى لا يمكن لل
+
+359
+00:38:12,540 --> 00:38:17,980
+function هذه ان تبقى continuous تمام هذا بالنسبة
+
+360
+00:38:17,980 --> 00:38:22,640
+لمين ل ال continuity ناخد كمان مثل هذا
+
+361
+00:38:35,870 --> 00:38:45,270
+زائد ربيع زائد واحد كل هذا في اتجاه I زائد لتان
+
+362
+00:38:45,270 --> 00:38:54,130
+انفرست T في اتجاه J زائد T P أس T في اتجاه K
+
+363
+00:39:05,650 --> 00:39:12,850
+مشتقت هذه الدالة عند تنون تساوي واحد صحيح
+
+364
+00:39:30,500 --> 00:39:34,100
+إذا عشان نعرف المشتق عن الواحد الصحيح بندروح اشتق
+
+365
+00:39:34,100 --> 00:39:40,000
+الدالة وبعد ذلك اعوض بالواحد الصحيح يبقى solution
+
+366
+00:39:40,000 --> 00:39:43,200
+دي
+
+367
+00:39:43,200 --> 00:39:50,920
+اعلى دي تي او R prime of T تمام هذا اللي هي R
+
+368
+00:39:50,920 --> 00:39:59,060
+prime of T وتساويتفاضل الان واحد على الداخلية ضرب
+
+369
+00:39:59,060 --> 00:40:04,960
+مشتقة ما بداخلها يبقى واحد على T تربيع الزائد واحد
+
+370
+00:40:04,960 --> 00:40:09,680
+ضرب مشتقة ما داشر الامر اللي هو اتنين T في اتجاه
+
+371
+00:40:09,680 --> 00:40:17,150
+الانTen inverse of one over one plus T square in
+
+372
+00:40:17,150 --> 00:40:25,370
+the direction of J المشتقة حاصل ضرب غلطين يبقى هذه
+
+373
+00:40:25,370 --> 00:40:32,290
+زائد E of T زائد T في E of T في اتجاه الـ K
+
+374
+00:40:32,290 --> 00:40:39,610
+المشتقة E of T في E of T itselfجالي هات للاري
+
+375
+00:40:39,610 --> 00:40:44,370
+prime of one بقول الاري prime of one بدي يسوي، إذا
+
+376
+00:40:44,370 --> 00:40:49,530
+بدي أشيل كل T و أحط مكانها واحد صحيح، البس هنا
+
+377
+00:40:49,530 --> 00:40:53,310
+باتنين، واحد تربيهك واحد زائد واحد، باتنين اتنين
+
+378
+00:40:53,310 --> 00:41:01,670
+على اتنين، يبقى I فقط نغم، ليه بعد؟ ها، تيب واحد،
+
+379
+00:41:01,670 --> 00:41:07,130
+يبقى بصير نص، يبقى زائد نص، في اتجاه ال Jاللي
+
+380
+00:41:07,130 --> 00:41:17,290
+بعدها E زائد E لو قدش ب 2E يبقى زائد 2E في اتجاه P
+
+381
+00:41:17,290 --> 00:41:22,690
+يبقى المشتقة كذلك من اتهائها vector و لما نعوضها
+
+382
+00:41:22,690 --> 00:41:28,570
+بها عندها نقطة صار main صار constant vector السؤال
+
+383
+00:41:28,570 --> 00:41:29,230
+الرابع
+
+384
+00:41:39,220 --> 00:41:48,100
+R of T بقدر زاوية اللي هو T تكييب في اتجاه I زائد
+
+385
+00:42:05,850 --> 00:42:09,910
+هل المنحنى اللى قدامنا هذا منحنى ام لا سبق ان نقول
+
+386
+00:42:09,910 --> 00:42:14,790
+له we don't know انا ماعرفش لكن انا بروح اشوف هل
+
+387
+00:42:14,790 --> 00:42:20,050
+الشرطين متحققين ولا لا تبعات من ال small curve شرط
+
+388
+00:42:20,050 --> 00:42:24,930
+الاول فده اجيب المشتقة الاولى وابينه ان التلت
+
+389
+00:42:24,930 --> 00:42:30,570
+مشتقات اللى عندنا are continuous نمرا واحد نمرا
+
+390
+00:42:30,570 --> 00:42:36,260
+اتنينممكن يكونوا بعضهم بـ0، لكن ليس كلهم بـ0، إذا
+
+391
+00:42:36,260 --> 00:42:36,820
+كانوا أفضل واحدة ما يكونوا أفضل واحدة ما يكونوا
+
+392
+00:42:36,820 --> 00:42:38,440
+أفضل واحدة ما يكونوا أفضل واحدة ما يكونوا أفضل
+
+393
+00:42:38,440 --> 00:42:40,100
+واحدة ما يكونوا أفضل واحدة ما يكونوا أفضل واحدة ما
+
+394
+00:42:40,100 --> 00:42:41,280
+يكونوا أفضل واحدة ما يكونوا أفضل واحدة ما يكونوا
+
+395
+00:42:41,280 --> 00:42:41,400
+أفضل واحدة ما يكونوا أفضل واحدة ما يكونوا أفضل
+
+396
+00:42:41,400 --> 00:42:42,280
+واحدة ما يكونوا أفضل واحدة ما يكونوا أفضل واحدة ما
+
+397
+00:42:42,280 --> 00:42:42,480
+يكونوا أفضل واحدة ما يكونوا أفضل واحدة ما يكونوا
+
+398
+00:42:42,480 --> 00:42:44,780
+أفضل واحدة ما يكونوا أفضل واحدة ما يكونوا أ
+
+399
+00:43:05,980 --> 00:43:15,730
+الـ F of T والـ G of T والS of Tهذه Polynomial من
+
+400
+00:43:15,730 --> 00:43:18,550
+الدرجة الثانية وهذه Polynomial من الدرجة الأولى
+
+401
+00:43:18,550 --> 00:43:21,590
+وهذه Polynomial من الدرجة الأولى واحنا بنعرف من
+
+402
+00:43:21,590 --> 00:43:25,410
+Calculus أن Polynomial continuous عالمين على كلهم
+
+403
+00:43:25,410 --> 00:43:31,090
+إذا ال first derivatives للمركبات التلاتة are
+
+404
+00:43:31,090 --> 00:43:37,520
+continuous إذا انتحقق الشرط اللي عندنا هذاطيب شرط
+
+405
+00:43:37,520 --> 00:43:43,200
+الأول تحقق بدي المشتقة الثانية هل هناك رقم في
+
+406
+00:43:43,200 --> 00:43:48,860
+الدنيا بتقدر تاخديه يخلط ثلاث مراكبات صفر في آن
+
+407
+00:43:48,860 --> 00:43:54,280
+واحد تقول خد ال T ب Zero بقولك صح بيخل المراكبة
+
+408
+00:43:54,280 --> 00:43:58,320
+الأولى ب Zero و الأخيرة ب Zero لكن اللي في الناصر
+
+409
+00:43:58,320 --> 00:44:06,910
+لأ طب لو أخدت الرقم مثلا طولتلت بيخلي هذا زيرو لكن
+
+410
+00:44:06,910 --> 00:44:11,490
+هل بيخلي هذا و هذا زيرو لا يوجد رقم في الدنيا
+
+411
+00:44:11,490 --> 00:44:18,090
+بيخلي التلت مركبات تسوي زيرو في آن واحد لذا هذا
+
+412
+00:44:18,090 --> 00:44:26,350
+الملحانة ماله is a small k يا رباه يبقى هنا the
+
+413
+00:44:26,350 --> 00:44:28,190
+function
+
+414
+00:44:32,230 --> 00:44:44,150
+نقص اتنين and اتنين T are continuous for all T
+
+415
+00:44:44,150 --> 00:44:49,150
+because they
+
+416
+00:44:49,150 --> 00:45:01,930
+are polynomials لأنه كثيرات الحدود and not
+
+417
+00:45:02,730 --> 00:45:15,150
+all zero at any point مش كلهم zero عند أي نقطة
+
+418
+00:45:15,150 --> 00:45:23,360
+يبقى معاها كل من حلماله smooth curveThe given
+
+419
+00:45:23,360 --> 00:45:33,180
+curve R of T تكيّب في اتجاه I تلاتة T تربيع نقص
+
+420
+00:45:33,180 --> 00:45:38,000
+اتنين T في اتجاه J تربيع في اتجاه K
+
+421
+00:45:53,430 --> 00:45:57,890
+طبعا احنا في أول ساعة يعني كنا اتكلمنا عن ال
+
+422
+00:45:57,890 --> 00:46:00,690
+curves و ال tangents و العنوان اللي احنا رافعينه
+
+423
+00:46:00,690 --> 00:46:05,030
+لكن العنوان الرئيسي تبع ال chapter قلنا and motion
+
+424
+00:46:05,030 --> 00:46:10,090
+in space و الحركة وين في الفرار إذا في جسم يتحرك
+
+425
+00:46:10,090 --> 00:46:14,720
+يعني معناته بدأت كله سرعةوإذا كانت لا تتحرك بسرعة
+
+426
+00:46:14,720 --> 00:46:20,740
+متوسطة فهي كلها عجلة تمام؟ إذا هنجي لتعريف كل من
+
+427
+00:46:20,740 --> 00:46:31,800
+السرعة والعجلة ومقدار السرعة Definition if R of T
+
+428
+00:46:31,800 --> 00:46:33,140
+is
+
+429
+00:46:39,760 --> 00:46:47,980
+الـ vector لو كان هذا متجه الموضوع ف a particle
+
+430
+00:46:47,980 --> 00:46:53,980
+moving هيبقى
+
+431
+00:46:53,980 --> 00:47:00,080
+يتحرك along a
+
+432
+00:47:00,080 --> 00:47:04,860
+smooth curve يتحرك
+
+433
+00:47:04,860 --> 00:47:06,800
+على مرحلة أملاس
+
+434
+00:47:09,280 --> 00:47:18,860
+f in space في الفرار then النقطة
+
+435
+00:47:18,860 --> 00:47:30,400
+الأولى dv of t اللي يبدأ يساوي dr على dv is called
+
+436
+00:47:30,400 --> 00:47:35,380
+the particles
+
+437
+00:47:35,380 --> 00:47:37,820
+velocity
+
+438
+00:47:41,480 --> 00:47:51,120
+vector متجه الصراع للجثير that is والذي يكون
+
+439
+00:47:51,120 --> 00:47:57,040
+مماثًا
+
+440
+00:47:57,040 --> 00:48:07,600
+that is a tangent والذي يكون مماثًا to the curve
+
+441
+00:48:13,610 --> 00:48:22,270
+طول الـ V طول المتجر V is
+
+442
+00:48:22,270 --> 00:48:26,430
+called the
+
+443
+00:48:26,430 --> 00:48:32,730
+particle speed the particle's
+
+444
+00:48:32,730 --> 00:48:46,050
+speed مقدار سرعته الجثيم تلاتة ال Vمقسومة على طول
+
+445
+00:48:46,050 --> 00:48:52,930
+ال V is the direction of the velocity is the
+
+446
+00:48:52,930 --> 00:49:05,850
+direction of the velocity اللي هو اتجاه الصراحة
+
+447
+00:49:05,850 --> 00:49:11,570
+and is the direction of motion and is
+
+448
+00:49:14,710 --> 00:49:23,550
+فايريشن او موشي او يهو اتجاه الحاجة
+
+449
+00:50:16,790 --> 00:50:19,190
+متجه العجلة
+
+450
+00:50:29,650 --> 00:50:43,850
+a small curve للمرحلة الأملة لفلوستي as
+
+451
+00:50:43,850 --> 00:50:50,450
+never zero ده
+
+452
+00:50:50,450 --> 00:50:56,760
+يمكن أن تساوي zeroيبقى هذا بدي يعني كلمة اللي
+
+453
+00:50:56,760 --> 00:51:05,520
+بعتقد بظبط stop ليه بعتقد بظبط
+
+454
+00:51:05,520 --> 00:51:15,000
+مات stop لا يتوقع ان بظبط reverse its direction
+
+455
+00:51:15,000 --> 00:51:18,220
+بظبط
+
+456
+00:51:18,220 --> 00:51:20,460
+مات reverse
+
+457
+00:51:39,390 --> 00:51:49,030
+الأمثلة The Tangent Line خط
+
+458
+00:51:49,030 --> 00:51:58,370
+التماس باسمه الـ Curve المرحلة
+
+459
+00:51:58,370 --> 00:51:58,950
+الأولى
+
+460
+00:52:23,960 --> 00:52:35,660
+الساوية كتابة هي الرسالة التي
+
+461
+00:52:35,660 --> 00:52:45,960
+تتجه من النقطة التي تتجه من النقطة
+
+462
+00:53:02,210 --> 00:53:11,530
+Parallel الذي في نفس الوقت يكون موازن لV of T0
+
+463
+00:53:11,530 --> 00:53:18,430
+اللي هو Velocity Vector
+
+464
+00:54:19,100 --> 00:54:23,920
+طب أنا أخدته في المرحلة الثانوية في حساب التفاضل
+
+465
+00:54:23,920 --> 00:54:29,360
+والتكامل أن تفاضل المسافة بيعطيني main السرعة
+
+466
+00:54:29,360 --> 00:54:35,050
+وتفاضل السرعة بيعطيني main اللي هي العجلهنا في ال
+
+467
+00:54:35,050 --> 00:54:39,270
+vector value of function نفس الطريقة بالضرب و بقدر
+
+468
+00:54:39,270 --> 00:54:44,590
+اجيب السرعة مقدارا و اتجاها مقدارا بجيب طول متجه
+
+469
+00:54:44,590 --> 00:54:49,270
+السرعة كده شهو يكون مقدار ال speed اتجاها بقسم
+
+470
+00:54:49,270 --> 00:54:53,590
+متجه السرعة على طوله بيعطيني ال direction او
+
+471
+00:54:53,590 --> 00:55:00,960
+بيعطيني متجه الوحدة في اتجاه الحركة فمثلا بقوللو
+
+472
+00:55:00,960 --> 00:55:05,560
+كان الـR of T هو الـposition vector لـparticle
+
+473
+00:55:05,560 --> 00:55:09,540
+موبق للجسم المتعرك على لومبيا small curve على
+
+474
+00:55:09,540 --> 00:55:14,660
+محلقة أملاست داليةبدي ال V of T بروح بشتق المنحنة
+
+475
+00:55:14,660 --> 00:55:18,260
+من اسم الامام الى T وهذا بيصيح ال particles
+
+476
+00:55:18,260 --> 00:55:24,640
+velocity vector متجه سرعة اليسير that is a tangent
+
+477
+00:55:24,640 --> 00:55:30,620
+والذي يكون مماثل الامام للمنحنة كيف يعني؟ ماجي
+
+478
+00:55:30,620 --> 00:55:34,980
+بقول لو جينا المنحنة اللي رسمناها قبل شوية وروح
+
+479
+00:55:34,980 --> 00:55:41,660
+نقولها هذا محور X وهذا محور Y وهذا محور Zنفترض
+
+480
+00:55:41,660 --> 00:55:48,480
+الجثير كان ماشي بالشكل اللي علناه و روحت بدي وين
+
+481
+00:55:48,480 --> 00:55:54,940
+اللي هو متجه تبع الصراع عند هذه النقطة على سبيل
+
+482
+00:55:54,940 --> 00:56:01,980
+المثال بقوله بدي متجه الموضع من نقطة الأصل إلى هذه
+
+483
+00:56:01,980 --> 00:56:10,160
+النقطة يبقى هذا هو متجه الموضع هذا اللي هو ROTالـ
+
+484
+00:56:10,160 --> 00:56:15,600
+R of T لو روحت فاضلتها بحصل على متجه السرعة، وين
+
+485
+00:56:15,600 --> 00:56:22,960
+بدي يكون متجه السرعة؟ اتجاه مماس لمين للملحنة عند
+
+486
+00:56:22,960 --> 00:56:24,240
+هذه النقطة
+
+487
+00:56:33,760 --> 00:56:41,580
+VRT VRT هو متجه السرعة متجه السرعة يمثل اتجاه
+
+488
+00:56:41,580 --> 00:56:48,220
+الحركة ويمثل اتجاه السرعة وهو عبارة عن مشتقة ال
+
+489
+00:56:48,220 --> 00:56:50,020
+position vector
+
+490
+00:56:55,800 --> 00:57:02,600
+يبقى هذا بسميه متجه السرعة والذي يكون مماس للمنحنة
+
+491
+00:57:02,600 --> 00:57:08,400
+اذا رسمناها مماس للمنحنة النقطة التانية مقدار هذه
+
+492
+00:57:08,400 --> 00:57:12,040
+السرعة مقدار هذه السرعة بسميها speed
+
+493
+00:57:34,840 --> 00:57:39,910
+النقطة الرابعةبدي ايه بروح باشت ايه طبعا ال
+
+494
+00:57:39,910 --> 00:57:44,310
+acceleration هي مشتقة ال V بالنسبة الى T المشتقة
+
+495
+00:57:44,310 --> 00:57:49,050
+الاولى او المشتقة الثانية لمان لل vector valued
+
+496
+00:57:49,050 --> 00:57:52,430
+functions او لل position vector اللي همان R of T
+
+497
+00:57:52,430 --> 00:57:54,730
+يعني D Square R على D T
+
+498
+00:57:58,420 --> 00:58:03,680
+على ال smooth curve قال الوصي لا يمكن أن تساوي
+
+499
+00:58:03,680 --> 00:58:09,940
+Zero لإن إذا V زوات Zero معناته المشتقات اللي
+
+500
+00:58:09,940 --> 00:58:15,230
+اشتقناهم هنا بده تساوي Zeroوهذا يناقض الشرط التاني
+
+501
+00:58:15,230 --> 00:58:21,070
+من شروط smooth curve يبقى لا يمكن أن يتوقف اتنين
+
+502
+00:58:21,070 --> 00:58:26,150
+مش عاجزاكوا بس ال particle does not stop بتوقفش
+
+503
+00:58:26,150 --> 00:58:31,130
+and does not replace its direction يعني مروحش يعكس
+
+504
+00:58:31,130 --> 00:58:34,570
+اتجاه الحركة انه لو اتجاه .. لو افترضنا انه ماشي
+
+505
+00:58:34,570 --> 00:58:38,290
+في هذا الاتجاه و بعدين بده يعكس يعني بده يصل إلى
+
+506
+00:58:38,290 --> 00:58:44,910
+نقطة تنعدم الصراع عنده ويبدأ يرجع تانيعند هذه
+
+507
+00:58:44,910 --> 00:58:48,910
+النقطة صار مقدار السرعة يسوي جداية زيرو، اذا ان
+
+508
+00:58:48,910 --> 00:58:54,970
+على ال smooth curve ماعنديش توقف للجسم، ماعنديش ان
+
+509
+00:58:54,970 --> 00:58:58,330
+الجسم يعود على نفس الخط اللي هاجي عليه، اللي هو
+
+510
+00:58:58,330 --> 00:59:02,300
+reverse its directionيبقى هذه ملاحظة من خلال
+
+511
+00:59:02,300 --> 00:59:07,560
+التعريف تبع main ل smooth curve آخر نقطة عندي اللي
+
+512
+00:59:07,560 --> 00:59:11,000
+هو tangent line طبعا لو رجحنا للعنوان اللي احنا
+
+513
+00:59:11,000 --> 00:59:15,360
+كاتبينه كاتبين ال curves and tangent lines وحتى
+
+514
+00:59:15,360 --> 00:59:19,360
+الآن لم نتحدث عن ال tangent line يبقى بنا نيجي لل
+
+515
+00:59:19,360 --> 00:59:23,400
+tangent line فبعور في ال tangent line to a smooth
+
+516
+00:59:23,400 --> 00:59:29,830
+curve لمنحنا أملس مقطع بهذا الشكل هذا النقطةهو
+
+517
+00:59:29,830 --> 00:59:36,310
+الخط الذي يمر بالنقطة F of T node وG of T node وH
+
+518
+00:59:36,310 --> 00:59:41,890
+of T node هذه أصلا مركبات X Y وZ يعني إحداثية نقطة
+
+519
+00:59:41,890 --> 00:59:46,550
+إذا مشان أجيب إحداثية نقطة بدي أشيل كل T و أعوض
+
+520
+00:59:46,550 --> 00:59:50,650
+بقيمة T node لأن أنا بحصل على ثلاثة أرقام الثلاثة
+
+521
+00:59:50,650 --> 00:59:55,410
+أرقام بيكون هم ال components لنهية ال position
+
+522
+00:59:55,410 --> 01:00:01,070
+vector اللي عندها بدي أحسب التأجدطيب يبقى هي جدنا
+
+523
+01:00:01,070 --> 01:00:08,130
+نقطة تقع على الخط المستقيم ال line هذا بدي يكون
+
+524
+01:00:08,130 --> 01:00:14,530
+parallel to V node لمتجه السرعة عند نقطة T node
+
+525
+01:00:14,530 --> 01:00:22,020
+يعني ال tangent بدي يكون هنابدي يكون هنا؟ لا ال
+
+526
+01:00:22,020 --> 01:00:25,540
+vector أنا بقدر أنقله زي ما بدي، بس ال tangent بدي
+
+527
+01:00:25,540 --> 01:00:29,320
+يكون ممس عند تلك النقطة، مظبوط ولا لا؟ إذا ال
+
+528
+01:00:29,320 --> 01:00:33,900
+tangent دي أبدا بدي يكون مطابق تماما على V، يبقى
+
+529
+01:00:33,900 --> 01:00:40,420
+هو المتجهفي بالضبط عند الكمين النقطة واحنا أخدنا
+
+530
+01:00:40,420 --> 01:00:46,040
+اللي هو في section 12-5 بدي معادلة ال أو المعادلة
+
+531
+01:00:46,040 --> 01:00:50,520
+ال parameterية للخط المستقيم بلزمني شغلتين الشغلة
+
+532
+01:00:50,520 --> 01:00:56,470
+الأولى النقطة تقع عليه وهي الحمد لله موجودةالمتجه
+
+533
+01:00:56,470 --> 01:01:04,150
+اللي يوازي المماس هو متجه السرعة عند تلك النقطة
+
+534
+01:01:04,150 --> 01:01:10,430
+وبالتالي بقدر أجيب لمخط التماس للمنحنة عند تلك
+
+535
+01:01:10,430 --> 01:01:14,810
+النقطة حد بتحب تسأل أي سؤال هنا قبل أن ندخل إلى
+
+536
+01:01:14,810 --> 01:01:21,040
+الأمثلةعن السرعة، عن ال acceleration، عن ال
+
+537
+01:01:21,040 --> 01:01:25,160
+direction، عن ال speed، عن ال tangent، إيش ماعندي
+
+538
+01:01:25,160 --> 01:01:27,420
+كسلي؟ مفيش؟
+
+539
+01:01:30,880 --> 01:01:36,120
+المعنى بنات أننا ناخد بعض الأمثلة على اللي هو بعض
+
+540
+01:01:36,120 --> 01:01:40,720
+ال definitions اللي أشرنا اليها واتعرفنا عليها قبل
+
+541
+01:01:40,720 --> 01:01:46,120
+قليل أول مثال من هذه الأمثلة هو لهد المعادلات ال
+
+542
+01:01:46,120 --> 01:01:52,060
+parameterية للخط اللي يكون مماثل للمنحنة اللي
+
+543
+01:01:52,060 --> 01:01:57,540
+عندها دي عند T node يساوي E قداشر E هذه بنت عددية
+
+544
+01:02:01,490 --> 01:02:07,970
+مش سامع العدد اللي يقدرش اتنين وسبعة من عشرة
+
+545
+01:02:07,970 --> 01:02:12,790
+تقريبا يبقى احنا بنا نعرف انه
+
+546
+01:02:18,060 --> 01:02:22,480
+يعني عندي اتنين وسبعة من عشرة تقريبا مشان اعرف
+
+547
+01:02:22,480 --> 01:02:28,680
+التنين بدي شغلتين بدي نقطة يمر بيها من المنحنة
+
+548
+01:02:28,680 --> 01:02:37,460
+معناته بدي اجيب F of E وG of E وH of E يبقى باجي
+
+549
+01:02:37,460 --> 01:02:40,240
+بقوله هنا دي point
+
+550
+01:02:55,850 --> 01:03:01,610
+لن ال E بقى درجة او واحدة يبقى هنا بس للتوضيح اكتب
+
+551
+01:03:01,610 --> 01:03:02,530
+لن ال E
+
+552
+01:03:17,360 --> 01:03:27,540
+و E نقص واحد على E زائد واحد و E نقطة هذه lie on
+
+553
+01:03:27,540 --> 01:03:33,900
+the lineيبقى هذه تبقى على الخط اللي احنا بدنا نجيب
+
+554
+01:03:33,900 --> 01:03:39,000
+المعادلة ابتدا يبقى انا جبتله الان اللي بده اياه H
+
+555
+01:03:39,000 --> 01:03:45,380
+of T نوت وG of T نوت وH of T نوت بده اجيب متجه
+
+556
+01:03:45,380 --> 01:03:52,300
+يوازي هذا ال line من المتجه يجب ان يكون V of T نوت
+
+557
+01:03:52,300 --> 01:03:58,440
+شو حمله يبقى بده اروح اشتغل ال R of T يبقى بروح
+
+558
+01:03:58,440 --> 01:04:08,290
+بقولهالـ V as a function of T لـDR على DT نشتق لأن
+
+559
+01:04:08,290 --> 01:04:17,010
+T بدأ جبنان في اتجاه ماين؟ في اتجاه I زائر نشتق
+
+560
+01:04:17,010 --> 01:04:20,450
+هذه المقام في مشتقة البصد
+
+561
+01:04:30,790 --> 01:04:36,610
+على مربع المقام الأصلي T زائد واحد الكل تربية في
+
+562
+01:04:36,610 --> 01:04:45,130
+اتجاه ال J زائد هذه حاصل ضرب دليل T T في لن ال T
+
+563
+01:04:45,130 --> 01:04:52,690
+لواحد على T يعني واحد زائد لن ال T كله في اتجاه
+
+564
+01:04:52,690 --> 01:04:55,510
+مين؟ في اتجاه ال K
+
+565
+01:04:59,880 --> 01:05:07,940
+يبقى ال V of E يبقى واحد على E في اتجاه ال I هادي
+
+566
+01:05:07,940 --> 01:05:13,280
+مع هادي الله يسهل عليها بضلان نقدر جبنان زائد
+
+567
+01:05:13,280 --> 01:05:19,540
+اتنين على E زائد واحد لكل تربيع
+
+568
+01:05:30,080 --> 01:05:35,460
+يبقى النقطة موجودة والمتجه اللي يوازي ال line
+
+569
+01:05:35,460 --> 01:05:42,200
+موجود اذا بقدر اقوله the parametric
+
+570
+01:05:42,200 --> 01:05:51,240
+equation for the tangent line
+
+571
+01:06:20,840 --> 01:06:28,360
+زائد اتنين على E زائد واحد لكل تربيه في T والـ Z
+
+572
+01:06:28,360 --> 01:06:37,260
+يساوي E زائد اتنين T في هذا ال Parametric
+
+573
+01:06:37,260 --> 01:06:43,040
+Equations لمين؟ لمعادلات الخط المستخيم اللي بدي
+
+574
+01:06:43,040 --> 01:06:48,680
+يكون مماس للملحنة عند هذه النقطة
+
+575
+01:07:18,330 --> 01:07:23,790
+مطلوب الأول نمرأه find the particles path
+
+576
+01:07:31,570 --> 01:07:39,130
+المصاد تبع الجثيم in terms of
+
+577
+01:07:39,130 --> 01:07:49,570
+x and y بدللة x و y نمرى ب find
+
+578
+01:07:49,570 --> 01:07:58,190
+the particles velocity أو find the particles
+
+579
+01:08:04,250 --> 01:08:12,310
+and acceleration and acceleration والعجلة
+
+580
+01:08:12,310 --> 01:08:20,910
+acceleration vectors متجهات السرعة والعجلة at T
+
+581
+01:08:20,910 --> 01:08:24,390
+تساوي باي على ستة
+
+582
+01:09:09,630 --> 01:09:14,450
+يجب ان انا اشتغل في الفرق و المركبة الثالثة بـ0
+
+583
+01:09:14,450 --> 01:09:19,850
+انا
+
+584
+01:09:19,850 --> 01:09:24,290
+اشتغل في الفرق و المركبة الثالثة بـ0 انا اشتغل في
+
+585
+01:09:24,290 --> 01:09:25,070
+الفرق و المركبة الثالثة بـ0 انا اشتغل في الفرق و
+
+586
+01:09:25,070 --> 01:09:29,620
+المركبة الثالثة بـ0المطلب التاني هو كم السرعة
+
+587
+01:09:29,620 --> 01:09:35,940
+والعجلة عند T0 يساوي كم Y على سنة اذا خلّيني أجي
+
+588
+01:09:35,940 --> 01:09:39,540
+المطلوب الأول المطلوب الأول من أين بدي أجيب له X
+
+589
+01:09:39,540 --> 01:09:49,600
+وY هذي المركبة X في اتجاه I وهذه Y في اتجاه G يبقى
+
+590
+01:09:49,600 --> 01:09:57,810
+هنا كإنه Xيدها الساوي اللي هو cosine اتنين T وال Y
+
+591
+01:09:57,810 --> 01:10:06,220
+بده يساوي تلاتة sin اتنين Tلما جالي هت للمعادلة
+
+592
+01:10:06,220 --> 01:10:11,980
+بدلالة x و y يعني كأنه بيقول ايه اش احذف ت من
+
+593
+01:10:11,980 --> 01:10:17,380
+المعادلتين بتتخلص من ت السؤال هو كيف يا ملات
+
+594
+01:10:17,380 --> 01:10:23,700
+بتتخلص من ت بين المعادلتين ونخليها بدلالة x و y
+
+595
+01:10:23,700 --> 01:10:29,220
+ايش
+
+596
+01:10:29,220 --> 01:10:30,320
+نعمل بالضبط تاني
+
+597
+01:10:38,040 --> 01:10:44,240
+ماشي و التانية زيها وجهة نظر السليمان 100% في واحد
+
+598
+01:10:44,240 --> 01:10:50,780
+عندها رأي اخر اه
+
+599
+01:10:50,780 --> 01:11:03,540
+مالهيعني بدك تقول اتنين sin cos عقدناها اكتر صحيح
+
+600
+01:11:03,540 --> 01:11:07,980
+يمكن نفكر بهذا الاتجاه بدون ما اجي لمعكوس الدول
+
+601
+01:11:07,980 --> 01:11:15,150
+المثلثية لطرحة الخلاصبقول كيف هذي بقدر اقول x يسوى
+
+602
+01:11:15,150 --> 01:11:21,310
+cosine اتنين t و هذي y على تلاتة يسوى sin اتنين t
+
+603
+01:11:21,310 --> 01:11:27,390
+إذا لو بعت الطرفين و جمعت بكون اتخلصت منين من ال T
+
+604
+01:11:27,390 --> 01:11:31,090
+و بتظل المثلة بدلت x و y زي ما هو طالب إذا لو
+
+605
+01:11:31,090 --> 01:11:36,430
+روحنا رابعنا يا بنات بقول x تربيةعلى تلاتة كل
+
+606
+01:11:36,430 --> 01:11:42,870
+تربيع يسوى Cos تربيع اتنين T زائد Sin تربيع اتنين
+
+607
+01:11:42,870 --> 01:11:50,470
+T او ان شويتولنا فقولنا X تربيع زائد Y تربيع على
+
+608
+01:11:50,470 --> 01:11:53,630
+تسعة يسوى كده ايش؟ واحد
+
+609
+01:11:58,820 --> 01:12:04,440
+Ellipse دائرة Ellipse طب مين ال major axis او
+
+610
+01:12:04,440 --> 01:12:13,100
+الفوك ال axis تبع محور X ولا محور Y؟ Y طبعا لإنه
+
+611
+01:12:13,100 --> 01:12:16,800
+بحكم من خلال الرقم الكبير اللي في المقام هذه
+
+612
+01:12:16,800 --> 01:12:23,900
+باعتبارها X على 1 وهذا من Y كتير على 9 يبقى هذا
+
+613
+01:12:23,900 --> 01:12:24,840
+Ellipse
+
+614
+01:12:29,120 --> 01:12:45,820
+Center at the origin and the major axis along
+
+615
+01:12:47,010 --> 01:12:54,110
+the y axis يعني الاستقالة تبعته بده تكون وين فوق
+
+616
+01:12:54,110 --> 01:12:58,510
+قوتها على اي حالة على هذا السطر و نص دول مجرد
+
+617
+01:12:58,510 --> 01:13:03,330
+توضية لكن بسموهش المعادلة هذه هي معادلة من معادلة
+
+618
+01:13:05,000 --> 01:13:08,180
+بنجي للمطلوب التاني يبقى بناتنا بيقولي هات
+
+619
+01:13:08,180 --> 01:13:12,780
+المعادلة يعني بدي أضيع T بين المعادلة إيش ميكون
+
+620
+01:13:12,780 --> 01:13:18,600
+شكله ميكون بأي طريقة رياضية صحيحة نجي للمطلوب
+
+621
+01:13:18,600 --> 01:13:22,340
+التاني بيقولي هد ال particles velocity and
+
+622
+01:13:22,340 --> 01:13:27,360
+acceleration بقوله بسيطة أنا المطلوب التاني نمرا B
+
+623
+01:13:27,360 --> 01:13:34,500
+بدي ال V of T يبقى اللي هى DR على DTيعني بدي ارجع
+
+624
+01:13:34,500 --> 01:13:40,080
+للمعادلة واشتغل اتفاض القصاي بسالب صين بمشتقة
+
+625
+01:13:40,080 --> 01:13:45,100
+الزاوية له اتنين صين اتنين T في اتجاه مين؟ في
+
+626
+01:13:45,100 --> 01:13:52,800
+اتجاه ال I زائد ستة قصين اتنين T في اتجاه الجي
+
+627
+01:13:52,800 --> 01:13:59,360
+بالمرة احسب له ال V and ال Y على ستة
+
+628
+01:14:01,850 --> 01:14:06,630
+إذا بدأ أشيل كل T و أضع مكانها باي على ستة بسيطة
+
+629
+01:14:06,630 --> 01:14:12,390
+عندها أن أناقص اتنين Sine of I على تلاتة في اتجاه
+
+630
+01:14:12,390 --> 01:14:21,610
+I زائد ستة و Sine of I على تلاتة في اتجاه J شيلت
+
+631
+01:14:21,610 --> 01:14:26,210
+ال T و أضعت مكانها باي على ستة و اختصرت يبقى
+
+632
+01:14:26,210 --> 01:14:32,980
+نتيجته ساعةالأعلى من هنا جهة ستين اللي هي بجدر
+
+633
+01:14:32,980 --> 01:14:40,280
+تلاتة على اتنين يبقى سالب جدر تلاتة في اتجاه ال I
+
+634
+01:14:40,280 --> 01:14:47,680
+اللي بعدها جهتها ستين نص في ستة بالتلاتة زائد
+
+635
+01:14:47,680 --> 01:14:54,500
+تلاتة في اتجاه ال J بعد هيك تبدأ ال acceleration A
+
+636
+01:14:54,500 --> 01:15:02,280
+يبقى اللي DVهذه ال V بنتد عنها هشتغها تمام مرة
+
+637
+01:15:02,280 --> 01:15:09,040
+يبقى ناقص اربعة كوصين اتنين T في اتجاه I زي ناقص
+
+638
+01:15:09,040 --> 01:15:17,480
+اتناشر صين اتنين T في اتجاه Jبدي أجيب له الـ
+
+639
+01:15:17,480 --> 01:15:23,280
+acceleration عند النقطة باي على ستة يبقى تساوي
+
+640
+01:15:23,280 --> 01:15:30,500
+ناقص أربعة قساين باي على تلاتة في اتجاه الـ I ناقص
+
+641
+01:15:30,500 --> 01:15:37,400
+اتناشر sign باي على تلاتة في اتجاه الجهة والتي
+
+642
+01:15:37,400 --> 01:15:40,180
+بدأت تساوي جتها ستين
+
+643
+01:15:46,780 --> 01:15:53,340
+الجدر التلاتة على اتنين يبقى مناقش ستة جدر تلاتة
+
+644
+01:15:53,340 --> 01:15:59,840
+في اتجاه مين في اتجاه ال جيك دي بقى حسبناله ال
+
+645
+01:15:59,840 --> 01:16:06,260
+acceleration و ال velocity و معادلة المسار كذلك
+
+646
+01:16:06,260 --> 01:16:09,100
+عند النقطة المضغوطة
+
+647
+01:16:49,030 --> 01:16:57,590
+تتجاه الـ I زائد تان Inverse T بتجاه الـ J زائد
+
+648
+01:16:57,590 --> 01:17:05,470
+الجذر التربيه اللتي تربيها زائد واحد تتجاه ال K at
+
+649
+01:17:05,470 --> 01:17:12,910
+P بساوي واحد في عين رجلنا مرتين
+
+650
+01:17:22,920 --> 01:17:45,920
+Velocity Velocity Velocity
+
+651
+01:17:45,920 --> 01:17:46,240
+Velocity Velocity Velocity Velocity Velocity
+
+652
+01:17:46,240 --> 01:17:47,780
+Velocity Velocity Velocity Velocity Velocity
+
+653
+01:17:47,780 --> 01:17:47,800
+Velocity Velocity Velocity Velocity Velocity
+
+654
+01:17:47,800 --> 01:17:49,120
+Velocity Velocity Velocity Velocity Velocity
+
+655
+01:17:49,120 --> 01:17:49,920
+Velocity Vel
+
+656
+01:18:05,040 --> 01:18:11,120
+angle between اللي
+
+657
+01:18:11,120 --> 01:18:17,160
+هو ال velocity and
+
+658
+01:18:17,160 --> 01:18:22,660
+acceleration vectors
+
+659
+01:19:08,780 --> 01:19:14,760
+السرعة والعجلة مطلوب التاني كده كده السرعة مقدارا
+
+660
+01:19:14,760 --> 01:19:20,660
+واتجاها كده ال particle كده ال speed وكده اتجاه ال
+
+661
+01:19:20,660 --> 01:19:24,600
+direction of motion كده اتجاه السرعة اللي ما كتبنا
+
+662
+01:19:24,600 --> 01:19:29,300
+قبل قليل وبعدها كده اعرف كده الزاوية بين السرعة
+
+663
+01:19:29,300 --> 01:19:33,460
+والعجلة عند T تساوي واحد
+
+664
+01:19:45,550 --> 01:19:51,310
+ت ويسار اتنين ت على ت تربيه زائد واحد في اتجاه ال
+
+665
+01:19:51,310 --> 01:19:56,490
+I وكان ال inverse فاضل لها قبل قليل فكانت واحد على
+
+666
+01:19:56,490 --> 01:20:01,090
+واحد زائد ت تربيه في اتجاه ال J متفاضل الجدرف جدا
+
+667
+01:20:01,090 --> 01:20:08,180
+شبناتهو احد على اتنين الجدر في مشتقة ما تحت الجدر
+
+668
+01:20:08,180 --> 01:20:13,200
+اللي هو اتنين T بتروح اتنين مع اتنين و ببقى بس
+
+669
+01:20:13,200 --> 01:20:15,880
+عندي T على الجدر التالي
+
+670
+01:20:43,850 --> 01:20:53,170
+واحد على جدري اتنين K بدي ال acceleration A as a
+
+671
+01:20:53,170 --> 01:21:00,650
+function of T يبقى اللي هى DV على DT بدي اشتغل
+
+672
+01:21:00,650 --> 01:21:07,190
+كمان مرة يبقى المقام في مشتقة الفاصلة باتنين T
+
+673
+01:21:07,190 --> 01:21:09,170
+تربية زائد واحد
+
+674
+01:21:15,860 --> 01:21:24,080
+المقام الأصلي في اتجاه الـR إذا المقام في مشتقة
+
+675
+01:21:24,080 --> 01:21:32,120
+البصد بـ0 ناقص البصد في مشتقة المقام على مربع
+
+676
+01:21:32,120 --> 01:21:34,100
+المقام الأصلي
+
+677
+01:22:06,760 --> 01:22:11,520
+طيب كنتش أضيع وقت ورق وانا بسط لكن بنقول بسط بنبسط
+
+678
+01:22:11,520 --> 01:22:16,420
+ماعنداش مشكلة لو حبينا نرتبها هه فاطلع عندى اتنين
+
+679
+01:22:16,420 --> 01:22:21,480
+T تربيع و هنا ناقص اربعة T تربيع فبقى ناقص اتنين T
+
+680
+01:22:21,480 --> 01:22:28,220
+تربيع زائد اتنين ناقص اتنين T تربيع زائد اتنين على
+
+681
+01:22:28,220 --> 01:22:34,020
+T تربيع زائد واحد لكل تربيع اللى فاتجه
+
+682
+01:22:41,050 --> 01:22:47,230
+الـ J زائد هذه لو احطلها المقامات يا بنات او هذه
+
+683
+01:22:47,230 --> 01:22:51,650
+اتنين بتروح مع اتنين اللي عندها هذه لو احطلها
+
+684
+01:22:51,650 --> 01:22:55,390
+المقامات الـ J اللي بنزل هنا وبصينا اندي T تربية
+
+685
+01:22:55,390 --> 01:23:03,070
+زائد واحد ناقص T تربية يبقى بيظل عندي جداش بس واحد
+
+686
+01:23:12,860 --> 01:23:17,520
+مرة تانية لو وحدت المقامات بده ينزل الجدر هذا تحت
+
+687
+01:23:17,520 --> 01:23:22,760
+الجدر في الجدر بطير بظل ت تربيع ناقص واحد ناقص ت
+
+688
+01:23:22,760 --> 01:23:29,040
+تربيع بظل قداش عندي بس واحد على المقام الشكل اللي
+
+689
+01:23:29,040 --> 01:23:32,580
+عندنا هذا بدي اجيب له قداش العجلة
+
+690
+01:23:40,510 --> 01:23:47,910
+وهذا عند الواحد بصير ناقص J عند الواحد بصير اتنين
+
+691
+01:23:47,910 --> 01:23:52,410
+على اتنين اللي هو ناقص J وهذا عند الواحد اللي هو
+
+692
+01:23:52,410 --> 01:23:57,070
+جذري اتنين وهنا اتنين بواحد على اتنين جذري اتنين
+
+693
+01:23:57,070 --> 01:23:58,470
+زائد
+
+694
+01:24:11,550 --> 01:24:16,070
+بنكتب التربيهة تبعها صح أصابة امرأة و أختها عمر
+
+695
+01:24:16,070 --> 01:24:22,530
+يبقى دي اتنين على اربع اللي هو مص مص جي المفروض
+
+696
+01:24:22,530 --> 01:24:28,210
+يبقى هذا مص جي و هذه واحد على اتنين جدر اتنين جي
+
+697
+01:24:28,210 --> 01:24:35,170
+يبقى جيبناله المطلوب الأول المطلوب التاني نمربيه
+
+698
+01:24:35,170 --> 01:24:38,090
+جالي بيديه ال speed عند هذه
+
+699
+01:24:44,960 --> 01:24:51,560
+اليد اللي هي الطول المتجه فيه و اللي يبدأ تساوي
+
+700
+01:24:51,560 --> 01:25:01,610
+الجدر التربيعي لمربع المركبات الواحدزائد ربع زائد
+
+701
+01:25:01,610 --> 01:25:09,730
+نص ويسبب عضل نص غالب زائد ربع في تلت تربع زائد
+
+702
+01:25:09,730 --> 01:25:16,850
+واحد في سبعة على أربع يبقى الجدر التربيهي لسبعة
+
+703
+01:25:16,850 --> 01:25:22,610
+على أربع يبقى جدر سبعة على الإتنين مقدار السرعة.
+
+704
+01:25:23,370 --> 01:25:31,030
+يعني بدل Direction of Motionيرجع الـ Direction of
+
+705
+01:25:31,030 --> 01:25:41,950
+motion بيساوي ال V على طول ال V طول ال V موجود وال
+
+706
+01:25:41,950 --> 01:25:46,910
+V هيو موجود وينه هيو؟ بده Direction يرجعش بصيرها
+
+707
+01:25:46,910 --> 01:25:48,730
+بنات؟ اللي هو اين؟
+
+708
+01:25:52,160 --> 01:26:02,360
+زائد نص J زائد واحد على جدر اتنين K كله مقسومة جدر
+
+709
+01:26:02,360 --> 01:26:09,160
+سبعة على اتنين ويسار اتنين على جدر سبعة في اتجاه
+
+710
+01:26:09,160 --> 01:26:17,040
+ال I زائد واحد على جدر سبعة في اتجاه ال J زائد
+
+711
+01:26:17,040 --> 01:26:31,500
+اتنين على جدرالـ K طيب
+
+712
+01:26:31,500 --> 01:26:37,860
+الان بدنا نيجي بعد هذا الكلام للمطبوخ التركيزي
+
+713
+01:26:37,860 --> 01:26:42,900
+لانجل ما بين الاتنين عشان اجيب الانجل بدي الزاوية
+
+714
+01:26:42,900 --> 01:26:49,060
+يعني بعدين موجهة A و V بقول خد ضبط product بجباجي
+
+715
+01:26:49,060 --> 01:26:50,320
+بقول ال A
+
+716
+01:27:00,660 --> 01:27:07,000
+يبقى بالتاجة هذه الـA وهذه الـB يبقى طُبط هذا جداش
+
+717
+01:27:07,000 --> 01:27:16,360
+الرجل تبعد I0 اللي بعدينا ناقص نص في جدار في نص
+
+718
+01:27:16,360 --> 01:27:18,140
+ناقص ربع
+
+719
+01:27:24,140 --> 01:27:29,060
+جدري اتنين واحد على جدري اتنين اللي هو بربع يبقى
+
+720
+01:27:29,060 --> 01:27:39,520
+زائد ربع يساوي هو للجدري التربيعي لمربع المركبات
+
+721
+01:27:39,520 --> 01:27:46,280
+اللي هو ربع زائد اللي هو اتنين جدري اتنين على تمت
+
+722
+01:27:46,280 --> 01:27:50,340
+في الجدري التربيعي
+
+723
+01:27:59,650 --> 01:28:03,490
+يوجد كوصينة في الزاوية تيتا هذا ليس جداش أبناء انا
+
+724
+01:28:03,490 --> 01:28:07,410
+انا
+
+725
+01:28:07,410 --> 01:28:07,610
+انا انا انا انا انا انا انا انا انا انا انا انا
+
+726
+01:28:07,610 --> 01:28:08,950
+انا انا انا انا انا انا انا انا انا انا انا انا
+
+727
+01:28:08,950 --> 01:28:16,530
+انا انا انا انا انا انا انا انا انا
+
+728
+01:28:16,530 --> 01:28:27,590
+انا انا
+
+729
+01:28:27,590 --> 01:28:29,410
+انا ا
+
+730
+01:28:35,660 --> 01:28:44,560
+أكسليريشن أورثجولان التى تساوي واحدة عند هذه
+
+731
+01:28:44,560 --> 01:28:48,220
+النقطة الذين يكونوا بالهم متعامدين
+
+732
+01:29:44,000 --> 01:29:50,600
+Differentiable Vector Functions of T
+
+733
+01:30:08,660 --> 01:30:20,460
+و C Any C Small Any Scalar أي
+
+734
+01:30:20,460 --> 01:30:28,900
+كمية قياسية Any ال Earth Any Differentiable Any
+
+735
+01:30:28,900 --> 01:30:37,660
+Differentiable Scalar Function Then
+
+736
+01:30:42,890 --> 01:30:54,650
+على DT لكرتة الـ C بساوي زرد اتنين ال D على DT لـ
+
+737
+01:30:54,650 --> 01:30:55,310
+C Small
+
+738
+01:31:36,390 --> 01:31:48,370
+أو U' of T زائد او ناطس V' of T الأربع ال D على DT
+
+739
+01:31:48,370 --> 01:32:02,530
+ل U بُط ال V U' بُط ال V زائد U بُط V' الخامس ال D
+
+740
+01:32:16,420 --> 01:32:28,620
+DV على DT الثالث الـ D على DT لـ U as a function
+
+741
+01:32:28,620 --> 01:32:36,020
+of T بده يساوي الـ U prime لل F of T
+
+742
+01:33:10,900 --> 01:33:17,220
+القواعد الاشتقاق لا يختلف عن قواعد الاشتقاق اللي
+
+743
+01:33:17,220 --> 01:33:21,760
+اتعرفنا فيهم على الدوال العادلين فبقول لو كان U و
+
+744
+01:33:21,760 --> 01:33:25,980
+P قابل
+
+745
+01:33:25,980 --> 01:33:31,380
+الاشتقاق و كان capital C هو constant vector و
+
+746
+01:33:31,380 --> 01:33:37,250
+small c هو عبارة عن scalarوالـ F scalar function
+
+747
+01:33:37,250 --> 01:33:43,310
+يعني زي cos T زي sin T زي tan inverse T زي T تربية
+
+748
+01:33:43,310 --> 01:33:47,430
+زي T تربية نقص خمسية إلى آخرين يعني دالة ليست
+
+749
+01:33:47,430 --> 01:33:52,710
+اتجاهية ومن هنا بسميها scalar function يعني دالة
+
+750
+01:33:52,710 --> 01:33:55,210
+قياسية دب مشتقتي
+
+751
+01:34:01,340 --> 01:34:07,500
+مشتاقة أي مرتجة ثابت يساوي ان كلها مقادير ثابتة
+
+752
+01:34:07,500 --> 01:34:14,900
+بعد هيك مشتاقة ال scalar C في الدالة الاتجاهية U
+
+753
+01:34:20,040 --> 01:34:24,020
+هو الـ main function اللي هي الـ U لو كان هذا الـ
+
+754
+01:34:24,020 --> 01:34:29,120
+scalar و هذا الـ U يبقى بدل مكانة C رقم بدي أخد
+
+755
+01:34:29,120 --> 01:34:33,440
+سؤال بدل main الـ scalar function F فبقى يقول
+
+756
+01:34:33,440 --> 01:34:36,620
+مستقل مستقلة ال function في ال vector valued
+
+757
+01:34:36,620 --> 01:34:40,920
+function زي ال function في مستقلة ال vector valued
+
+758
+01:34:40,920 --> 01:34:46,060
+function اللي عندنا هنا قانون التوزيع زي
+
+759
+01:34:53,500 --> 01:34:57,120
+الأولى في مشتقة التانية زادتانى في مشتقة الأولى
+
+760
+01:34:57,120 --> 01:35:05,440
+يعني ايش مشتقة حاصل ضرب دلتين تصدر قياسي ترتيب
+
+761
+01:35:05,440 --> 01:35:11,320
+ضروري ليس ضروري لضد product is commutative نيجي
+
+762
+01:35:11,320 --> 01:35:15,820
+على ال product هذا اللي بده الترتيب يعني هذا اللي
+
+763
+01:35:15,820 --> 01:35:20,480
+قلت لك U prime TV و قلت لك V prime ضد U مافي مشكلة
+
+764
+01:35:31,760 --> 01:35:36,900
+الأولى في الثانية زائد الأولى في مشتقتها بخلي كل
+
+765
+01:35:36,900 --> 01:35:42,760
+واحد في موقعه و بشتقه ا في موقعه و بستخدم مشتقة
+
+766
+01:35:42,760 --> 01:35:48,760
+حصل ضال دالتين هنا chain rule لو ال U cannot
+
+767
+01:35:48,760 --> 01:35:53,460
+function في main في scalar function أخرى بقول ال U
+
+768
+01:35:53,460 --> 01:35:58,560
+prime F of T و بضره في مشتقة main مشتقة هذه ال
+
+769
+01:35:58,560 --> 01:36:01,100
+function أخر نقطة في هذا
+
+770
+01:36:07,100 --> 01:36:11,340
+الـ vector functions
+
+771
+01:36:11,340 --> 01:36:16,580
+of a constant
+
+772
+01:36:40,370 --> 01:36:53,790
+الـ vector function of T as ال R of T is of
+
+773
+01:37:09,550 --> 01:37:20,750
+ROT بطي الـDR على DT بده ساوي زيرو هذا إيش معناه؟
+
+774
+01:37:20,750 --> 01:37:27,970
+يبقى هذا means ان الـ ROT and
+
+775
+01:38:01,270 --> 01:38:07,190
+الـ R of T of constant length دلّة قبل اشتقاق لكن
+
+776
+01:38:07,190 --> 01:38:12,490
+القوة تبعها يسوى مقدارا ثابتا ضمن الـ R of T ضد
+
+777
+01:38:12,490 --> 01:38:16,790
+الـDR على DT بدل ساوى Zero هذا يعني أن الدل لو
+
+778
+01:38:16,790 --> 01:38:21,750
+مشتقت هاتين اللي بيكونوا مالوا متعامدان R او
+
+779
+01:38:21,750 --> 01:38:26,590
+رثوبالة بدنا نبره انصحة هذا الكلام يبقى احنا عندنا
+
+780
+01:38:26,590 --> 01:38:29,630
+R of T is of constant length
+
+781
+01:38:36,690 --> 01:38:48,570
+طول R of T كده؟ طول R of T طول
+
+782
+01:38:48,570 --> 01:38:53,070
+R of T كده؟
+
+783
+01:38:53,070 --> 01:39:01,490
+طول مصدر ثالث يبقى هذا إيش؟ هذا اعطاني رقم كلام
+
+784
+01:39:15,120 --> 01:39:26,260
+DR على DT زائد DR على DT بطل ROT كده مستقلة
+
+785
+01:39:26,260 --> 01:39:32,460
+المقدار الثابت؟ Zero تمام احتمال يبقاش اللي حصل
+
+786
+01:39:32,460 --> 01:39:39,340
+عندنا بناه هل هذا هو وهذا ولا مختلف عن بعض ال dot
+
+787
+01:39:39,340 --> 01:39:42,280
+is commutative يبقى انه مش مصير عندي
+
+788
+01:39:46,130 --> 01:39:52,390
+بط DR على DT بده يساوي Zero هذا معناته ان ال R of
+
+789
+01:39:52,390 --> 01:39:59,390
+T بط DR على DT بده يساوي كدهش Zero وهو المقلوب
+
+790
+01:39:59,390 --> 01:40:04,770
+يعني صار ال R of T وDR على DT اتنين
+
+791
+01:40:18,060 --> 01:40:29,620
+the vector قيللي إن المتجد R of T يساوي خمسة أساية
+
+792
+01:40:29,620 --> 01:40:32,940
+E في اتجاه I زائد خمسة
+
+793
+01:40:52,360 --> 01:41:05,920
+والثابت is orthogonal to
+
+794
+01:41:05,920 --> 01:41:06,900
+its derivative
+
+795
+01:41:21,120 --> 01:41:26,310
+عليه البركةوكان بيبين لي ان المتجه هذا طوله ثابت
+
+796
+01:41:26,310 --> 01:41:30,190
+إذا بروح أحسب قداش الطول تبعه واشوف قداشه ثابت
+
+797
+01:41:30,190 --> 01:41:36,990
+فبجي بقول الطول تبع ال R of T يسوى ال square root
+
+798
+01:41:36,990 --> 01:41:43,990
+لمربع المركمات قداش هذه خمسة وعشرين cosine تربيتي
+
+799
+01:41:43,990 --> 01:41:50,250
+زائد خمسة وعشرين sin تربيتي زائد اتناش في اتناش
+
+800
+01:41:50,250 --> 01:41:55,540
+القداشيبقى 144 يبقى هذا الكلام لساوي الجدر
+
+801
+01:41:55,540 --> 01:42:01,560
+التربيعي لو أخد 25 عامل مشترك بطول قدر تربية تربية
+
+802
+01:42:01,560 --> 01:42:06,460
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+803
+01:42:06,460 --> 01:42:09,120
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+804
+01:42:09,120 --> 01:42:14,040
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+805
+01:42:14,040 --> 01:42:16,980
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+806
+01:42:16,980 --> 01:42:17,080
+تربية تربية تربية تربية تربية تربية تربية تربية
+
+807
+01:42:20,220 --> 01:42:26,780
+ده مية و تسعة و ستين اللي هو جداش تلاتاش إذا نيد
+
+808
+01:42:26,780 --> 01:42:31,320
+دال هادي أو ال vector عند أي لحظة الطول دائما و
+
+809
+01:42:31,320 --> 01:42:40,300
+أبدا ثابت و يسوى جداش تلاتاش Sir دي vector أو ده
+
+810
+01:42:40,300 --> 01:42:54,000
+given given vector is of Palestineلأن لو
+
+811
+01:42:54,000 --> 01:42:58,520
+ضربت ال vector فيه و إشتغته هذا سيكون جدال Zero
+
+812
+01:42:58,520 --> 01:43:03,660
+أنا حسبت عملي يبقى ال R of T موجودة هنا ضايل عليها
+
+813
+01:43:03,660 --> 01:43:12,320
+بس mean DR على DT يبقى DR على DT يسوى سالم خمسة
+
+814
+01:43:15,760 --> 01:43:24,860
+زائد خمسة كوساين T في اتجاه الـ J زائد Zero ايه
+
+815
+01:43:24,860 --> 01:43:34,440
+بدا اخد R over T Dot DR على DT هنا
+
+816
+01:43:34,440 --> 01:43:41,400
+هذي في هذي كده شبلات ناقص خمسة وعشرين Sin كوساين
+
+817
+01:43:41,400 --> 01:43:49,700
+يبقى ناقص خمسة وعشرينصين تي كوسين تي اللي بعدها
+
+818
+01:43:49,700 --> 01:43:57,800
+زائد خمسة وعشرين صين تي كوسين تي زائد خمسة وعشرين
+
+819
+01:43:57,800 --> 01:44:05,140
+صين تي كوسين تي زائد زيرو وهي سواء كده؟ يبقى اتنين
+
+820
+01:44:05,140 --> 01:44:17,710
+ضمنها أورثغنات ال R of T and ال Dعلى دي تي ار او
+
+821
+01:44:17,710 --> 01:44:25,110
+تر مولانا خديني الآن أرقام المثال تبعد تلتاشر واحد
+
+822
+01:44:25,110 --> 01:44:26,810
+في ال exercises
+
+823
+01:44:40,260 --> 01:44:51,140
+وخمستاشر وسبعتاشر وزسعتاشر واثنين وعشرة لهنا
+
+824
+01:44:51,140 --> 01:44:53,980
+انتهى ال section يعطيكوا العافية
+
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/iMvxudRFYy4_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/iMvxudRFYy4_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..277b5fe4205185e9ef16b7f144eab53c4eb4fea8
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/iMvxudRFYy4_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 268, "start": 0.0, "end": 2.68, "text": "موسيقى", "tokens": [2304, 41779, 1829, 4587, 7578], "avg_logprob": -0.4078776141007741, "compression_ratio": 0.5714285714285714, "no_speech_prob": 0.003818511962890625, "words": [{"start": 0.0, "end": 2.68, "word": "موسيقى", "probability": 0.72374267578125}], "temperature": 1.0}, {"id": 2, "seek": 3396, "start": 8.96, "end": 33.96, "text": "بسم الله الرحمن الرحيم بدأنا في المحاضرة الماضية عن هنا اللي هو ال chapter اتناشر اللي كان بتحدث عن ال vectors ال dot product ال cross product ال lines and the planes و كذلك بعض المجسمات اللي هي الستة تنوع من المجسمات بالاضافة إلى مين إلى ال cylinders اللي هي الأسطولات", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 47525, 10721, 8315, 8978, 9673, 5016, 46958, 25720, 9673, 46958, 10632, 18871, 34105, 13672, 1829, 31439, 2423, 7187, 1975, 2655, 1863, 33599, 2288, 13672, 1829, 25961, 39894, 24401, 12984, 18871, 2423, 18875, 2423, 5893, 1674, 2423, 3278, 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{"start": 1485.01, "end": 1485.01, "word": " لأ", "probability": 0.9755859375}, {"start": 1485.01, "end": 1485.01, "word": " لأ", "probability": 0.975341796875}, {"start": 1485.01, "end": 1485.85, "word": " لأ", "probability": 0.97509765625}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.974365234375}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.9736328125}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.97265625}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.972412109375}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.9716796875}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.97119140625}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.970458984375}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.970947265625}, {"start": 1485.85, "end": 1485.85, "word": " لأ", "probability": 0.968505859375}, {"start": 1485.85, "end": 1488.81, "word": " لأ", "probability": 0.967041015625}, {"start": 1488.81, "end": 1490.99, "word": " لأ", "probability": 0.9677734375}], "temperature": 1.0}, {"id": 58, "seek": 151034, "start": 1491.38, "end": 1510.34, "text": "لأن كل كلمة في اللغة لها مصطلحة، يعني بتلاقي نفس الكلمة لكن في كل علم من العلوم لها مصطلح مختلف، مثلا vector عنا إيش بيقولون عليها إحنا، لكن طبعا كلية الطب عندنا بيقولوش أنا متجر، ال vector بيسموه حامل جرثومي", "tokens": [1211, 33456, 28242, 9122, 19528, 3660, 8978, 13672, 17082, 3660, 5296, 11296, 3714, 9381, 9566, 1211, 5016, 3660, 12399, 37495, 22653, 39894, 15040, 38436, 8717, 36178, 33251, 19528, 3660, 44381, 8978, 28242, 11203, 2304, 9154, 18863, 1211, 20498, 5296, 11296, 3714, 9381, 9566, 1211, 5016, 3714, 46456, 46538, 12399, 50113, 15040, 8062, 6225, 8315, 11933, 1829, 8592, 4724, 1829, 39648, 11536, 25894, 11296, 11933, 5016, 8315, 12399, 44381, 23032, 3555, 3615, 995, 28242, 10632, 41950, 3555, 43242, 8315, 4724, 1829, 39648, 2407, 8592, 41850, 44650, 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{"start": 1535.52, "end": 1536.36, "word": " طيب", "probability": 0.9388020833333334}, {"start": 1536.36, "end": 1536.7, "word": " برجع", "probability": 0.95849609375}, {"start": 1536.7, "end": 1537.0, "word": " مرة", "probability": 0.89453125}, {"start": 1537.0, "end": 1537.32, "word": " تانية", "probability": 0.95654296875}], "temperature": 1.0}, {"id": 60, "seek": 156017, "start": 1537.83, "end": 1560.17, "text": "بقول ال R of T is called smooth يعني منحنى أملس إذا تحقق شرطان الشرط الأول ان دي R على دي T is continuous يعني لو اشتقت ال vector valued function بد المشتقة تكون دالة متاصلة إتنين بد المشتقة ممنوعة تساوي zero", "tokens": [3555, 39648, 2423, 497, 295, 314, 307, 1219, 5508, 37495, 22653, 9154, 5016, 1863, 7578, 5551, 2304, 1211, 3794, 11933, 15730, 6055, 5016, 4587, 4587, 13412, 2288, 9566, 7649, 25124, 2288, 9566, 16247, 12610, 16472, 11778, 1829, 497, 15844, 11778, 1829, 314, 307, 10957, 37495, 22653, 45164, 1975, 8592, 2655, 38149, 2423, 8062, 22608, 2445, 47525, 9673, 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1978.11, "word": " اتنين", "probability": 0.9481201171875}, {"start": 1978.11, "end": 1978.67, "word": " example", "probability": 0.80029296875}, {"start": 1978.67, "end": 1979.17, "word": " two", "probability": 0.7158203125}], "temperature": 1.0}, {"id": 78, "seek": 200386, "start": 1982.56, "end": 2003.86, "text": "الحاجة اسمه الى نقطتين النقطة الأولى نمر ايه ال vector function الدلد التجارية اللي ال R of T to Z هو sign T في اتجاه ال I زائد sign T", "tokens": [6027, 5016, 26108, 3660, 24525, 2304, 3224, 2423, 7578, 8717, 47432, 2655, 9957, 28239, 47432, 3660, 16247, 12610, 7578, 8717, 29973, 1975, 1829, 3224, 2423, 8062, 2445, 32748, 1211, 3215, 16712, 7435, 9640, 10632, 13672, 1829, 2423, 497, 295, 314, 281, 1176, 31439, 1465, 314, 8978, 1975, 2655, 7435, 40294, 2423, 286, 30767, 16373, 3215, 1465, 314], "avg_logprob": -0.5037715630284672, "compression_ratio": 1.4475524475524475, "no_speech_prob": 5.4836273193359375e-06, "words": [{"start": 1982.56, "end": 1983.72, "word": "الحاجة", 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a", "probability": 0.7978515625}, {"start": 2820.08, "end": 2820.68, "word": " smooth", "probability": 0.880859375}, {"start": 2820.68, "end": 2821.44, "word": " curve", "probability": 0.94970703125}, {"start": 2821.44, "end": 2824.86, "word": " يتحرك", "probability": 0.9228515625}, {"start": 2824.86, "end": 2825.14, "word": " على", "probability": 0.90869140625}, {"start": 2825.14, "end": 2825.9, "word": " مرحلة", "probability": 0.6678466796875}, {"start": 2825.9, "end": 2826.8, "word": " أملاس", "probability": 0.5904541015625}], "temperature": 1.0}, {"id": 112, "seek": 285782, "start": 2829.28, "end": 2857.82, "text": "f in space في الفرار then النقطة الأولى dv of t اللي يبدأ يساوي dr على dv is called the particles velocity", "tokens": [69, 294, 1901, 8978, 27188, 2288, 9640, 550, 28239, 47432, 3660, 16247, 12610, 7578, 274, 85, 295, 256, 13672, 1829, 7251, 44510, 10721, 7251, 3794, 995, 45865, 1224, 15844, 274, 85, 307, 1219, 264, 10007, 9269], "avg_logprob": -0.4860641763016984, 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"end": 2887.6, "text": "vector متجه الصراع للجثير that is والذي يكون مماثًا that is a tangent والذي يكون مماثًا to the curve", "tokens": [303, 1672, 44650, 7435, 3224, 31767, 23557, 3615, 24976, 7435, 12984, 13546, 300, 307, 16070, 8848, 1829, 7251, 30544, 3714, 2304, 5718, 104, 14111, 995, 300, 307, 257, 27747, 16070, 8848, 1829, 7251, 30544, 3714, 2304, 5718, 104, 14111, 995, 281, 264, 7605], "avg_logprob": -0.32634943452748383, "compression_ratio": 1.3644859813084111, "no_speech_prob": 0.0, "words": [{"start": 2861.48, "end": 2862.88, "word": "vector", "probability": 0.505218505859375}, {"start": 2862.88, "end": 2864.28, "word": " متجه", "probability": 0.8776041666666666}, {"start": 2864.28, "end": 2864.8, "word": " الصراع", "probability": 0.65966796875}, {"start": 2864.8, "end": 2865.74, "word": " للجثير", "probability": 0.7877197265625}, {"start": 2865.74, "end": 2867.26, "word": " that", "probability": 0.47509765625}, {"start": 2867.26, "end": 2869.24, "word": " is", 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0.910888671875}, {"start": 3078.22, "end": 3078.92, "word": " مات", "probability": 0.794677734375}, {"start": 3078.92, "end": 3080.46, "word": " reverse", "probability": 0.84619140625}], "temperature": 1.0}, {"id": 120, "seek": 311895, "start": 3099.39, "end": 3118.95, "text": "الأمثلة The Tangent Line خط التماس باسمه الـ Curve المرحلة الأولى", "tokens": [6027, 10721, 2304, 12984, 37977, 440, 22063, 317, 14670, 16490, 9566, 16712, 15042, 3794, 4724, 32277, 2304, 3224, 2423, 39184, 7907, 303, 9673, 2288, 5016, 37977, 16247, 12610, 7578], "avg_logprob": -0.49505210717519127, "compression_ratio": 1.1222222222222222, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 3099.39, "end": 3100.79, "word": "الأمثلة", "probability": 0.753125}, {"start": 3100.79, "end": 3102.19, "word": " The", "probability": 0.1888427734375}, {"start": 3102.19, "end": 3102.81, "word": " Tangent", "probability": 0.697265625}, {"start": 3102.81, "end": 3103.33, "word": " Line", "probability": 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الوقت", "probability": 0.620849609375}, {"start": 3185.23, "end": 3185.81, "word": " يكون", "probability": 0.864990234375}, {"start": 3185.81, "end": 3186.87, "word": " موازن", "probability": 0.8853759765625}, {"start": 3186.87, "end": 3189.57, "word": " لV", "probability": 0.3140869140625}, {"start": 3189.57, "end": 3190.47, "word": " of", "probability": 0.25439453125}, {"start": 3190.47, "end": 3191.53, "word": " T0", "probability": 0.5511474609375}, {"start": 3191.53, "end": 3192.79, "word": " اللي", "probability": 0.57220458984375}, {"start": 3192.79, "end": 3193.21, "word": " هو", "probability": 0.9892578125}, {"start": 3193.21, "end": 3196.15, "word": " Velocity", "probability": 0.6818440755208334}, {"start": 3196.15, "end": 3198.43, "word": " Vector", "probability": 0.810546875}], "temperature": 1.0}, {"id": 123, "seek": 327418, "start": 3259.1, "end": 3274.18, "text": "طب أنا أخدته في المرحلة الثانوية في حساب التفاضل والتكامل أن تفاضل المسافة بيعطيني main السرعة وتفاضل السرعة 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{"start": 3375.92, "end": 3376.26, "word": " يكون", "probability": 0.8701171875}, {"start": 3376.26, "end": 3376.94, "word": " متجه", "probability": 0.98974609375}, {"start": 3376.94, "end": 3378.16, "word": " السرعة؟", "probability": 0.9453125}, {"start": 3378.16, "end": 3379.42, "word": " اتجاه", "probability": 0.908203125}, {"start": 3379.42, "end": 3380.3, "word": " مماس", "probability": 0.8639322916666666}, {"start": 3380.3, "end": 3380.96, "word": " لمين", "probability": 0.75390625}, {"start": 3380.96, "end": 3382.6, "word": " للملحنة", "probability": 0.9222005208333334}, {"start": 3382.6, "end": 3382.96, "word": " عند", "probability": 0.98486328125}, {"start": 3382.96, "end": 3383.42, "word": " هذه", "probability": 0.9814453125}, {"start": 3383.42, "end": 3384.24, "word": " النقطة", "probability": 0.9921875}], "temperature": 1.0}, {"id": 129, "seek": 341002, "start": 3393.76, "end": 3410.02, "text": "VRT VRT هو متجه السرعة متجه السرعة يمثل اتجاه الحركة ويمثل اتجاه السرعة وهو 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"probability": 0.5140787760416666}, {"start": 3471.61, "end": 3472.13, "word": " R", "probability": 0.57470703125}, {"start": 3472.13, "end": 3472.31, "word": " of", "probability": 0.491455078125}, {"start": 3472.31, "end": 3472.43, "word": " T", "probability": 0.9521484375}, {"start": 3472.43, "end": 3472.71, "word": " يعني", "probability": 0.878662109375}, {"start": 3472.71, "end": 3473.01, "word": " D", "probability": 0.8154296875}, {"start": 3473.01, "end": 3473.45, "word": " Square", "probability": 0.262939453125}, {"start": 3473.45, "end": 3473.83, "word": " R", "probability": 0.94482421875}, {"start": 3473.83, "end": 3474.11, "word": " على", "probability": 0.70947265625}, {"start": 3474.11, "end": 3474.45, "word": " D", "probability": 0.95751953125}, {"start": 3474.45, "end": 3474.73, "word": " T", "probability": 0.5712890625}], "temperature": 1.0}, {"id": 133, "seek": 349258, "start": 3478.42, "end": 3492.58, "text": "على ال smooth curve قال الوصي لا يمكن أن تساوي Zero لإن إذا V زوات Zero معناته المشتقات اللي اشتقناهم هنا بده تساوي Zero", "tokens": [3615, 23942, 2423, 5508, 7605, 50239, 2423, 2407, 9381, 1829, 20193, 7251, 43020, 14739, 6055, 3794, 995, 45865, 17182, 5296, 28814, 1863, 11933, 15730, 691, 30767, 2407, 9307, 17182, 20449, 8315, 47395, 9673, 8592, 2655, 4587, 9307, 13672, 1829, 1975, 8592, 2655, 4587, 8315, 16095, 34105, 47525, 3224, 6055, 3794, 995, 45865, 17182], "avg_logprob": -0.41145833443712304, "compression_ratio": 1.4087591240875912, "no_speech_prob": 6.556510925292969e-06, "words": [{"start": 3478.42, "end": 3479.46, "word": "على", "probability": 0.47857666015625}, {"start": 3479.46, "end": 3479.56, "word": " ال", "probability": 0.69482421875}, {"start": 3479.56, "end": 3479.84, "word": " smooth", "probability": 0.376220703125}, {"start": 3479.84, "end": 3480.44, "word": " curve", "probability": 0.9814453125}, {"start": 3480.44, "end": 3481.06, "word": " قال", "probability": 0.1810302734375}, {"start": 3481.06, "end": 3481.76, "word": " الوصي", "probability": 0.354339599609375}, {"start": 3481.76, "end": 3481.94, "word": " لا", "probability": 0.75}, {"start": 3481.94, "end": 3482.48, "word": " يمكن", "probability": 0.8759765625}, {"start": 3482.48, "end": 3482.84, "word": " أن", "probability": 0.611328125}, {"start": 3482.84, "end": 3483.68, "word": " تساوي", "probability": 0.9427490234375}, {"start": 3483.68, "end": 3484.28, "word": " Zero", "probability": 0.264404296875}, {"start": 3484.28, "end": 3485.34, "word": " لإن", "probability": 0.7723795572916666}, {"start": 3485.34, "end": 3485.82, "word": " إذا", "probability": 0.7152099609375}, {"start": 3485.82, "end": 3486.16, "word": " V", "probability": 0.830078125}, {"start": 3486.16, "end": 3486.62, "word": " زوات", "probability": 0.603759765625}, {"start": 3486.62, "end": 3487.06, "word": " Zero", "probability": 0.90380859375}, {"start": 3487.06, "end": 3487.7, "word": " معناته", "probability": 0.804931640625}, {"start": 3487.7, "end": 3489.26, "word": " المشتقات", "probability": 0.949609375}, {"start": 3489.26, "end": 3489.94, "word": " اللي", "probability": 0.8759765625}, {"start": 3489.94, "end": 3490.92, "word": " اشتقناهم", "probability": 0.8798014322916666}, {"start": 3490.92, "end": 3491.3, "word": " هنا", "probability": 0.91162109375}, {"start": 3491.3, "end": 3491.68, "word": " بده", "probability": 0.3642578125}, {"start": 3491.68, "end": 3492.18, "word": " تساوي", "probability": 0.8477783203125}, {"start": 3492.18, "end": 3492.58, "word": " Zero", "probability": 0.927734375}], "temperature": 1.0}, {"id": 134, "seek": 352195, "start": 3492.87, "end": 3521.95, "text": "وهذا يناقض الشرط التاني من شروط smooth curve يبقى لا يمكن أن يتوقف اتنين مش عاجزاكوا بس ال particle does not stop بتوقفش and does not replace its direction يعني مروحش يعكس اتجاه الحركة انه لو اتجاه .. لو افترضنا انه ماشي في هذا الاتجاه و بعدين بده يعكس يعني بده يصل إلى نقطة تنعدم الصراع عنده ويبدأ يرجع تاني", "tokens": [2407, 3224, 15730, 7251, 8315, 4587, 11242, 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0.9837239583333334}, {"start": 3584.11, "end": 3584.37, "word": " بدي", "probability": 0.6036376953125}, {"start": 3584.37, "end": 3584.81, "word": " أشيل", "probability": 0.9319661458333334}, {"start": 3584.81, "end": 3585.29, "word": " كل", "probability": 0.916015625}, {"start": 3585.29, "end": 3585.63, "word": " T", "probability": 0.91845703125}, {"start": 3585.63, "end": 3586.15, "word": " و", "probability": 0.76220703125}, {"start": 3586.15, "end": 3586.55, "word": " أعوض", "probability": 0.7786865234375}, {"start": 3586.55, "end": 3587.11, "word": " بقيمة", "probability": 0.9246826171875}, {"start": 3587.11, "end": 3587.31, "word": " T", "probability": 0.8212890625}, {"start": 3587.31, "end": 3587.53, "word": " node", "probability": 0.8037109375}, {"start": 3587.53, "end": 3587.77, "word": " لأن", "probability": 0.662109375}, {"start": 3587.77, "end": 3587.93, "word": " أنا", "probability": 0.76318359375}, {"start": 3587.93, "end": 3588.37, "word": " بحصل", "probability": 0.91064453125}, {"start": 3588.37, "end": 3588.61, "word": " على", "probability": 0.943359375}, {"start": 3588.61, "end": 3589.19, "word": " ثلاثة", "probability": 0.93173828125}, {"start": 3589.19, "end": 3589.67, "word": " أرقام", "probability": 0.992431640625}, {"start": 3589.67, "end": 3590.65, "word": " الثلاثة", "probability": 0.8341878255208334}, {"start": 3590.65, "end": 3590.99, "word": " أرقام", "probability": 0.9888916015625}, {"start": 3590.99, "end": 3591.37, "word": " بيكون", "probability": 0.8025716145833334}, {"start": 3591.37, "end": 3591.77, "word": " هم", "probability": 0.66015625}, {"start": 3591.77, "end": 3592.01, "word": " ال", "probability": 0.91162109375}, {"start": 3592.01, "end": 3592.93, "word": " components", "probability": 0.66357421875}, {"start": 3592.93, "end": 3594.91, "word": " لنهية", "probability": 0.69677734375}, {"start": 3594.91, "end": 3595.05, "word": " ال", "probability": 0.43212890625}, {"start": 3595.05, "end": 3595.41, "word": " position", "probability": 0.62548828125}, {"start": 3595.41, "end": 3595.95, "word": " vector", "probability": 0.94970703125}, {"start": 3595.95, "end": 3596.53, "word": " اللي", "probability": 0.914794921875}, {"start": 3596.53, "end": 3596.91, "word": " عندها", "probability": 0.96923828125}, {"start": 3596.91, "end": 3597.19, "word": " بدي", "probability": 0.525390625}, {"start": 3597.19, "end": 3597.59, "word": " أحسب", "probability": 0.9342447916666666}, {"start": 3597.59, "end": 3598.61, "word": " التأجد", "probability": 0.815185546875}], "temperature": 1.0}, {"id": 138, "seek": 361837, "start": 3599.01, "end": 3618.37, "text": "طيب يبقى هي جدنا نقطة تقع على الخط المستقيم ال line هذا بدي يكون parallel to V node لمتجه السرعة عند نقطة T node يعني ال tangent بدي يكون هنا", "tokens": [9566, 1829, 3555, 7251, 3555, 4587, 7578, 39896, 10874, 3215, 8315, 8717, 47432, 3660, 6055, 4587, 3615, 15844, 33962, 9566, 9673, 14851, 4587, 32640, 2423, 1622, 23758, 4724, 16254, 7251, 30544, 8952, 281, 691, 9984, 32767, 2655, 7435, 3224, 21136, 2288, 27884, 43242, 8717, 47432, 3660, 314, 9984, 37495, 22653, 2423, 27747, 4724, 16254, 7251, 30544, 34105], "avg_logprob": -0.25673490094727486, "compression_ratio": 1.4230769230769231, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 3599.01, "end": 3599.57, "word": "طيب", "probability": 0.81640625}, {"start": 3599.57, "end": 3600.03, "word": " يبقى", "probability": 0.9122314453125}, {"start": 3600.03, "end": 3600.27, "word": " هي", "probability": 0.2939453125}, {"start": 3600.27, "end": 3601.07, "word": " جدنا", "probability": 0.674072265625}, {"start": 3601.07, "end": 3601.87, "word": " نقطة", "probability": 0.8787434895833334}, {"start": 3601.87, "end": 3602.37, "word": " تقع", "probability": 0.98486328125}, {"start": 3602.37, "end": 3602.59, "word": " على", "probability": 0.818359375}, {"start": 3602.59, "end": 3603.27, "word": " الخط", "probability": 0.959716796875}, {"start": 3603.27, "end": 3604.23, "word": " المستقيم", "probability": 0.861328125}, {"start": 3604.23, "end": 3605.15, "word": " ال", "probability": 0.3203125}, {"start": 3605.15, "end": 3607.29, "word": " line", "probability": 0.6767578125}, {"start": 3607.29, "end": 3607.57, "word": " هذا", "probability": 0.53857421875}, {"start": 3607.57, "end": 3607.85, "word": " بدي", "probability": 0.56982421875}, {"start": 3607.85, "end": 3608.13, "word": " يكون", "probability": 0.83740234375}, {"start": 3608.13, "end": 3608.65, "word": " parallel", "probability": 0.9462890625}, {"start": 3608.65, "end": 3609.03, "word": " to", "probability": 0.90576171875}, {"start": 3609.03, "end": 3610.39, "word": " V", "probability": 0.1541748046875}, {"start": 3610.39, "end": 3610.87, "word": " node", "probability": 0.66162109375}, {"start": 3610.87, "end": 3611.95, "word": " لمتجه", "probability": 0.9482421875}, {"start": 3611.95, "end": 3612.69, "word": " السرعة", "probability": 0.90478515625}, {"start": 3612.69, "end": 3613.41, "word": " عند", "probability": 0.9716796875}, {"start": 3613.41, "end": 3614.05, "word": " نقطة", "probability": 0.9554036458333334}, {"start": 3614.05, "end": 3614.27, "word": " T", "probability": 0.5615234375}, {"start": 3614.27, "end": 3614.53, "word": " node", "probability": 0.71435546875}, {"start": 3614.53, "end": 3616.71, "word": " يعني", "probability": 0.7119140625}, {"start": 3616.71, "end": 3616.87, "word": " ال", "probability": 0.6650390625}, {"start": 3616.87, "end": 3617.25, "word": " tangent", "probability": 0.966796875}, {"start": 3617.25, "end": 3617.69, "word": " بدي", "probability": 0.825927734375}, {"start": 3617.69, "end": 3618.05, "word": " يكون", "probability": 0.966552734375}, {"start": 3618.05, "end": 3618.37, "word": " هنا", "probability": 0.98388671875}], "temperature": 1.0}, {"id": 139, "seek": 363538, "start": 3619.5, "end": 3635.38, "text": "بدي يكون هنا؟ لا ال vector أنا بقدر أنقله زي ما بدي، بس ال tangent بدي يكون ممس عند تلك النقطة، مظبوط ولا لا؟ إذا ال tangent دي أبدا بدي يكون مطابق تماما على V، يبقى هو المتجه", "tokens": [3555, 16254, 7251, 30544, 34105, 22807, 20193, 2423, 8062, 41850, 4724, 28543, 2288, 14739, 4587, 43761, 30767, 1829, 19446, 4724, 16254, 12399, 4724, 3794, 2423, 27747, 4724, 16254, 7251, 30544, 3714, 2304, 3794, 43242, 6055, 23275, 28239, 47432, 3660, 12399, 3714, 19913, 3555, 2407, 9566, 49429, 20193, 22807, 11933, 15730, 2423, 27747, 11778, 1829, 5551, 3555, 28259, 4724, 16254, 7251, 30544, 3714, 9566, 16758, 4587, 46811, 10943, 995, 15844, 691, 12399, 7251, 3555, 4587, 7578, 31439, 9673, 2655, 7435, 3224], "avg_logprob": -0.25597993238472644, "compression_ratio": 1.6312849162011174, "no_speech_prob": 3.0994415283203125e-06, "words": [{"start": 3619.5, "end": 3619.9, "word": "بدي", "probability": 0.3194580078125}, {"start": 3619.9, "end": 3620.32, "word": " يكون", "probability": 0.689208984375}, {"start": 3620.32, "end": 3620.88, "word": " هنا؟", "probability": 0.696044921875}, {"start": 3620.88, "end": 3621.24, "word": " لا", "probability": 0.46142578125}, {"start": 3621.24, "end": 3622.02, "word": " ال", "probability": 0.414794921875}, {"start": 3622.02, "end": 3622.46, "word": " vector", "probability": 0.70703125}, {"start": 3622.46, "end": 3622.76, "word": " أنا", "probability": 0.591796875}, {"start": 3622.76, "end": 3623.2, "word": " بقدر", "probability": 0.9620768229166666}, {"start": 3623.2, "end": 3623.62, "word": " أنقله", "probability": 0.8221028645833334}, {"start": 3623.62, "end": 3623.86, "word": " زي", "probability": 0.9677734375}, {"start": 3623.86, "end": 3623.94, "word": " ما", "probability": 0.89453125}, {"start": 3623.94, "end": 3624.28, "word": " بدي،", "probability": 0.6962890625}, {"start": 3624.28, "end": 3624.54, "word": " بس", "probability": 0.95849609375}, {"start": 3624.54, "end": 3624.76, "word": " ال", "probability": 0.87451171875}, {"start": 3624.76, "end": 3625.22, "word": " tangent", "probability": 0.86376953125}, {"start": 3625.22, "end": 3625.54, "word": " بدي", "probability": 0.834716796875}, {"start": 3625.54, "end": 3625.84, "word": " يكون", "probability": 0.802490234375}, {"start": 3625.84, "end": 3626.22, "word": " ممس", "probability": 0.8914388020833334}, {"start": 3626.22, "end": 3626.46, "word": " عند", "probability": 0.9150390625}, {"start": 3626.46, "end": 3626.86, "word": " تلك", "probability": 0.942626953125}, {"start": 3626.86, "end": 3627.86, "word": " النقطة،", "probability": 0.9383544921875}, {"start": 3627.86, "end": 3628.22, "word": " مظبوط", "probability": 0.8349609375}, {"start": 3628.22, "end": 3628.34, "word": " ولا", "probability": 0.78759765625}, {"start": 3628.34, "end": 3628.94, "word": " لا؟", "probability": 0.79541015625}, {"start": 3628.94, "end": 3629.12, "word": " إذا", "probability": 0.8359375}, {"start": 3629.12, "end": 3629.32, "word": " ال", "probability": 0.9404296875}, {"start": 3629.32, "end": 3629.64, "word": " tangent", "probability": 0.95947265625}, {"start": 3629.64, "end": 3629.86, "word": " دي", "probability": 0.8193359375}, {"start": 3629.86, "end": 3630.06, "word": " أبدا", "probability": 0.545654296875}, {"start": 3630.06, "end": 3630.32, "word": " بدي", "probability": 0.697509765625}, {"start": 3630.32, "end": 3630.54, "word": " يكون", "probability": 0.876220703125}, {"start": 3630.54, "end": 3631.38, "word": " مطابق", "probability": 0.816162109375}, {"start": 3631.38, "end": 3632.26, "word": " تماما", "probability": 0.9762369791666666}, {"start": 3632.26, "end": 3632.62, "word": " على", "probability": 0.85400390625}, {"start": 3632.62, "end": 3633.44, "word": " V،", "probability": 0.75634765625}, {"start": 3633.44, "end": 3633.9, "word": " يبقى", "probability": 0.9713134765625}, {"start": 3633.9, "end": 3634.18, "word": " هو", "probability": 0.98876953125}, {"start": 3634.18, "end": 3635.38, "word": " المتجه", "probability": 0.8826904296875}], "temperature": 1.0}, {"id": 140, "seek": 365492, "start": 3635.9, "end": 3654.92, "text": "في بالضبط عند الكمين النقطة واحنا أخدنا اللي هو في section 12-5 بدي معادلة ال أو المعادلة ال parameterية للخط المستقيم بلزمني شغلتين الشغلة الأولى النقطة تقع عليه وهي الحمد لله موجودة", "tokens": [41185, 20666, 11242, 3555, 9566, 43242, 2423, 24793, 9957, 28239, 47432, 3660, 4032, 39319, 8315, 5551, 9778, 3215, 8315, 13672, 1829, 31439, 8978, 3541, 2272, 12, 20, 4724, 16254, 20449, 18513, 37977, 2423, 34051, 9673, 3615, 18513, 37977, 2423, 13075, 10632, 24976, 9778, 9566, 9673, 14851, 4587, 32640, 4724, 1211, 11622, 2304, 22653, 13412, 17082, 1211, 2655, 9957, 25124, 17082, 37977, 16247, 12610, 7578, 28239, 47432, 3660, 6055, 4587, 3615, 47356, 37037, 1829, 21542, 2304, 3215, 24976, 3224, 3714, 29245, 23328, 3660], "avg_logprob": -0.24811748352395482, "compression_ratio": 1.6153846153846154, "no_speech_prob": 4.470348358154297e-06, "words": [{"start": 3635.9, "end": 3636.28, "word": "في", "probability": 0.054779052734375}, {"start": 3636.28, "end": 3637.42, "word": " بالضبط", "probability": 0.789825439453125}, {"start": 3637.42, "end": 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"text": "و احد على اتنين الجدر في مشتقة ما تحت الجدر اللي هو اتنين T بتروح اتنين مع اتنين و ببقى بس عندي T على الجدر التالي", "tokens": [2407, 1975, 24401, 15844, 1975, 2655, 1863, 9957, 25724, 3215, 2288, 8978, 37893, 2655, 28671, 19446, 6055, 33753, 25724, 3215, 2288, 13672, 1829, 31439, 1975, 2655, 1863, 9957, 314, 39894, 32887, 5016, 1975, 2655, 1863, 9957, 20449, 1975, 2655, 1863, 9957, 4032, 4724, 3555, 4587, 7578, 4724, 3794, 18871, 16254, 314, 15844, 25724, 3215, 2288, 16712, 6027, 1829], "avg_logprob": -0.3156779559992127, "compression_ratio": 1.7946428571428572, "no_speech_prob": 1.9311904907226562e-05, "words": [{"start": 4802.88, "end": 4803.24, "word": "و", "probability": 0.20361328125}, {"start": 4803.24, "end": 4803.94, "word": " احد", "probability": 0.366485595703125}, {"start": 4803.94, "end": 4804.48, "word": " على", "probability": 0.7314453125}, {"start": 4804.48, "end": 4805.1, "word": " اتنين", "probability": 0.811279296875}, {"start": 4805.1, "end": 4805.82, 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"word": " Zero", "probability": 0.7470703125}, {"start": 6202.56, "end": 6204.86, "word": " ايه", "probability": 0.5439656575520834}, {"start": 6204.86, "end": 6205.44, "word": " بدا", "probability": 0.2137451171875}, {"start": 6205.44, "end": 6205.86, "word": " اخد", "probability": 0.7877604166666666}, {"start": 6205.86, "end": 6206.48, "word": " R", "probability": 0.78857421875}, {"start": 6206.48, "end": 6206.9, "word": " over", "probability": 0.309814453125}, {"start": 6206.9, "end": 6207.5, "word": " T", "probability": 0.92578125}, {"start": 6207.5, "end": 6208.46, "word": " Dot", "probability": 0.413818359375}, {"start": 6208.46, "end": 6209.46, "word": " DR", "probability": 0.5361328125}, {"start": 6209.46, "end": 6210.22, "word": " على", "probability": 0.685546875}, {"start": 6210.22, "end": 6210.88, "word": " DT", "probability": 0.9072265625}, {"start": 6210.88, "end": 6214.44, "word": " هنا", "probability": 0.5830078125}, {"start": 6214.44, "end": 6214.86, "word": " هذي", "probability": 0.5160319010416666}, {"start": 6214.86, "end": 6214.96, "word": " في", "probability": 0.78759765625}, {"start": 6214.96, "end": 6215.18, "word": " هذي", "probability": 0.73779296875}, {"start": 6215.18, "end": 6215.48, "word": " كده", "probability": 0.5111897786458334}, {"start": 6215.48, "end": 6216.12, "word": " شبلات", "probability": 0.7513834635416666}, {"start": 6216.12, "end": 6217.64, "word": " ناقص", "probability": 0.96240234375}, {"start": 6217.64, "end": 6218.36, "word": " خمسة", "probability": 0.9493408203125}, {"start": 6218.36, "end": 6219.32, "word": " وعشرين", "probability": 0.8988037109375}, {"start": 6219.32, "end": 6220.34, "word": " Sin", "probability": 0.2432861328125}, {"start": 6220.34, "end": 6221.4, "word": " كوساين", "probability": 0.76580810546875}, {"start": 6221.4, "end": 6222.34, "word": " يبقى", "probability": 0.910888671875}, {"start": 6222.34, "end": 6223.12, "word": " ناقص", "probability": 0.97314453125}, {"start": 6223.12, "end": 6223.8, "word": " خمسة", "probability": 0.9766845703125}, {"start": 6223.8, "end": 6224.58, "word": " وعشرين", "probability": 0.97119140625}], "temperature": 1.0}, {"id": 223, "seek": 625314, "start": 6224.9, "end": 6253.14, "text": "صين تي كوسين تي اللي بعدها زائد خمسة وعشرين صين تي كوسين تي زائد خمسة وعشرين صين تي كوسين تي زائد زيرو وهي سواء كده؟ يبقى اتنين ضمنها أورثغنات ال R of T and ال D", "tokens": [9381, 9957, 6055, 1829, 9122, 41779, 9957, 6055, 1829, 13672, 1829, 39182, 11296, 30767, 16373, 3215, 16490, 2304, 3794, 3660, 4032, 3615, 46309, 9957, 20328, 9957, 6055, 1829, 9122, 41779, 9957, 6055, 1829, 30767, 16373, 3215, 16490, 2304, 3794, 3660, 4032, 3615, 46309, 9957, 20328, 9957, 6055, 1829, 9122, 41779, 9957, 6055, 1829, 30767, 16373, 3215, 30767, 13546, 2407, 37037, 1829, 8608, 2407, 16606, 9122, 3215, 3224, 22807, 7251, 3555, 4587, 7578, 1975, 2655, 1863, 9957, 48812, 27842, 11296, 5551, 13063, 12984, 17082, 8315, 2655, 2423, 497, 295, 314, 293, 2423, 413], "avg_logprob": -0.3429099372638169, "compression_ratio": 1.9109589041095891, "no_speech_prob": 1.7881393432617188e-07, "words": [{"start": 6224.9, "end": 6225.66, "word": "صين", "probability": 0.50067138671875}, {"start": 6225.66, "end": 6226.54, "word": " تي", "probability": 0.703857421875}, {"start": 6226.54, "end": 6227.42, "word": " كوسين", "probability": 0.585205078125}, {"start": 6227.42, "end": 6228.06, "word": " تي", "probability": 0.8837890625}, {"start": 6228.06, "end": 6228.84, "word": " اللي", "probability": 0.57421875}, {"start": 6228.84, "end": 6229.7, "word": " بعدها", "probability": 0.9140625}, {"start": 6229.7, "end": 6230.7, "word": " زائد", "probability": 0.8595377604166666}, {"start": 6230.7, "end": 6231.54, "word": " خمسة", "probability": 0.8436279296875}, {"start": 6231.54, "end": 6232.34, "word": " وعشرين", "probability": 0.90771484375}, {"start": 6232.34, "end": 6233.28, "word": " صين", "probability": 0.82958984375}, {"start": 6233.28, "end": 6233.8, "word": " تي", "probability": 0.966796875}, {"start": 6233.8, "end": 6234.42, "word": " كوسين", "probability": 0.9305013020833334}, {"start": 6234.42, "end": 6234.96, "word": " تي", "probability": 0.974853515625}, {"start": 6234.96, "end": 6236.12, "word": " زائد", "probability": 0.97216796875}, {"start": 6236.12, "end": 6237.0, "word": " خمسة", "probability": 0.97216796875}, {"start": 6237.0, "end": 6237.8, "word": " وعشرين", "probability": 0.98193359375}, {"start": 6237.8, "end": 6238.68, "word": " صين", "probability": 0.962890625}, {"start": 6238.68, "end": 6239.4, "word": " تي", "probability": 0.97265625}, {"start": 6239.4, "end": 6240.36, "word": " كوسين", "probability": 0.94140625}, {"start": 6240.36, "end": 6240.98, "word": " تي", "probability": 0.96337890625}, {"start": 6240.98, "end": 6241.9, "word": " زائد", "probability": 0.9892578125}, {"start": 6241.9, "end": 6242.56, "word": " زيرو", "probability": 0.6256510416666666}, {"start": 6242.56, "end": 6243.08, "word": " وهي", "probability": 0.5523681640625}, {"start": 6243.08, "end": 6243.32, "word": " سواء", "probability": 0.6227213541666666}, {"start": 6243.32, "end": 6244.32, "word": " كده؟", "probability": 0.71453857421875}, {"start": 6244.32, "end": 6244.82, "word": " يبقى", "probability": 0.890625}, {"start": 6244.82, "end": 6245.14, "word": " اتنين", "probability": 0.8594970703125}, {"start": 6245.14, "end": 6245.62, "word": " ضمنها", "probability": 0.5108642578125}, {"start": 6245.62, "end": 6248.18, "word": " أورثغنات", "probability": 0.5877888997395834}, {"start": 6248.18, "end": 6249.48, "word": " ال", "probability": 0.29736328125}, {"start": 6249.48, "end": 6249.96, "word": " R", "probability": 0.41015625}, {"start": 6249.96, "end": 6250.42, "word": " of", "probability": 0.314453125}, {"start": 6250.42, "end": 6250.92, "word": " T", "probability": 0.93994140625}, {"start": 6250.92, "end": 6251.98, "word": " and", "probability": 0.5361328125}, {"start": 6251.98, "end": 6252.88, "word": " ال", "probability": 0.44091796875}, {"start": 6252.88, "end": 6253.14, "word": " D", "probability": 0.64599609375}], "temperature": 1.0}, {"id": 224, "seek": 626681, "start": 6254.01, "end": 6266.81, "text": "على دي تي ار او تر مولانا خديني الآن أرقام المثال تبعد تلتاشر واحد في ال exercises", "tokens": [3615, 23942, 11778, 1829, 6055, 1829, 1975, 2288, 1975, 2407, 6055, 2288, 3714, 12610, 7649, 995, 16490, 3215, 9957, 1829, 6024, 48506, 5551, 2288, 4587, 10943, 9673, 12984, 6027, 6055, 3555, 22488, 6055, 1211, 2655, 33599, 2288, 36764, 24401, 8978, 2423, 11900], "avg_logprob": -0.49527616556300674, "compression_ratio": 1.275229357798165, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 6254.01, "end": 6254.59, "word": "على", "probability": 0.611083984375}, {"start": 6254.59, "end": 6254.97, "word": " دي", "probability": 0.465545654296875}, {"start": 6254.97, "end": 6255.47, "word": " تي", "probability": 0.4840087890625}, {"start": 6255.47, "end": 6256.49, "word": " ار", "probability": 0.70654296875}, {"start": 6256.49, "end": 6257.71, "word": " او", "probability": 0.71240234375}, {"start": 6257.71, "end": 6258.31, "word": " تر", "probability": 0.26123046875}, {"start": 6258.31, "end": 6259.41, "word": " مولانا", "probability": 0.6517333984375}, {"start": 6259.41, "end": 6260.93, "word": " خديني", "probability": 0.61639404296875}, {"start": 6260.93, "end": 6261.29, "word": " الآن", "probability": 0.58544921875}, {"start": 6261.29, "end": 6261.81, "word": " أرقام", "probability": 0.836181640625}, {"start": 6261.81, "end": 6262.63, "word": " المثال", "probability": 0.9611002604166666}, {"start": 6262.63, "end": 6263.49, "word": " تبعد", "probability": 0.7389322916666666}, {"start": 6263.49, "end": 6264.55, "word": " تلتاشر", "probability": 0.89345703125}, {"start": 6264.55, "end": 6265.11, "word": " واحد", "probability": 0.968994140625}, {"start": 6265.11, "end": 6265.81, "word": " في", "probability": 0.1951904296875}, {"start": 6265.81, "end": 6265.99, "word": " ال", "probability": 0.65966796875}, {"start": 6265.99, "end": 6266.81, "word": " exercises", "probability": 0.517578125}], "temperature": 1.0}, {"id": 225, "seek": 629398, "start": 6280.26, "end": 6293.98, "text": "وخمستاشر وسبعتاشر وزسعتاشر واثنين وعشرة لهنا انتهى ال section يعطيكوا العافية", "tokens": [2407, 9778, 2304, 14851, 33599, 2288, 4032, 35457, 34268, 33599, 2288, 4032, 11622, 3794, 34268, 33599, 2288, 4032, 5718, 104, 1863, 9957, 4032, 3615, 8592, 25720, 46740, 8315, 16472, 47395, 7578, 2423, 3541, 37495, 9566, 1829, 4117, 14407, 18863, 31845, 10632], "avg_logprob": -0.2100074365735054, "compression_ratio": 1.3300970873786409, "no_speech_prob": 0.0, "words": [{"start": 6280.260000000001, "end": 6281.660000000001, "word": "وخمستاشر", "probability": 0.7760823567708334}, {"start": 6281.660000000001, "end": 6283.06, "word": " وسبعتاشر", "probability": 0.94306640625}, {"start": 6283.06, "end": 6285.38, "word": " وزسعتاشر", "probability": 0.863037109375}, {"start": 6285.38, "end": 6286.44, "word": " واثنين", "probability": 0.87197265625}, {"start": 6286.44, "end": 6287.86, "word": " وعشرة", "probability": 0.7130126953125}, {"start": 6287.86, "end": 6291.14, "word": " لهنا", "probability": 0.58905029296875}, {"start": 6291.14, "end": 6291.5, "word": " انتهى", "probability": 0.9025065104166666}, {"start": 6291.5, "end": 6291.58, "word": " ال", "probability": 0.9189453125}, {"start": 6291.58, "end": 6292.0, "word": " section", "probability": 0.8896484375}, {"start": 6292.0, "end": 6293.54, "word": " يعطيكوا", "probability": 0.820947265625}, {"start": 6293.54, "end": 6293.98, "word": " العافية", "probability": 0.9622395833333334}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 6295.9515, "duration_after_vad": 4956.664093750018}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/ismnVpIzntA.srt b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/ismnVpIzntA.srt
new file mode 100644
index 0000000000000000000000000000000000000000..146bead9adcb7fab86678072f40ccd4b0df2b73e
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/ismnVpIzntA.srt
@@ -0,0 +1,2663 @@
+1
+00:00:00,000 --> 00:00:02,680
+موسيقى
+
+2
+00:00:13,400 --> 00:00:17,700
+بسم الله الرحمن الرحيم، نرجع الآن نكمل الـ section
+
+3
+00:00:17,700 --> 00:00:21,120
+تبع المرة الماضية، أخذنا مجموعة من الأمثلة، وضع لنا
+
+4
+00:00:21,120 --> 00:00:24,640
+مثالًا أخيرًا، يقول مثال اللي قدامنا على اللي هو حدث
+
+5
+00:00:24,640 --> 00:00:29,420
+المثال بيقول ما يأتي: by the volume of the solid in
+
+6
+00:00:29,420 --> 00:00:33,660
+the first octant bounded by the coordinate planes
+
+7
+00:00:33,660 --> 00:00:37,720
+the cylinder x تربيع زائد y تربيع يساوي أربعة، and
+
+8
+00:00:37,720 --> 00:00:42,760
+the plane z زائد y يساوي ثلاثة. إذن احنا في عندنا
+
+9
+00:00:42,760 --> 00:00:48,880
+مجسم. هذا المجسم ده محدود
+
+10
+00:00:48,880 --> 00:00:54,340
+من أعلى، و كذلك محدود من أسفل، كيف؟ قال لي هذا المجسم
+
+11
+00:00:54,340 --> 00:01:01,290
+موجود في الثُمن الأول، محاط بمستويات الإحداثيات،
+
+12
+00:01:01,290 --> 00:01:06,130
+bounded by the coordinate planes. يبقى هذه مستويات
+
+13
+00:01:06,130 --> 00:01:11,790
+الإحداثيات اللي عندنا، و الـ cylinder، و الأسطوانة x تربيع
+
+14
+00:01:11,790 --> 00:01:16,930
+زائد y تربيع تساوي أربعة، and the plane y زائد z بـ
+
+15
+00:01:16,930 --> 00:01:22,330
+يساوي ثلاثة. طيب، احنا يمكن نروح نرسم هذه
+
+16
+00:01:22,330 --> 00:01:25,930
+المنطقة، ولو أنه ليس بالضرورة، لأن المرة اللي فاتت
+
+17
+00:01:25,930 --> 00:01:31,130
+أخذنا الـ volume، تكاملين على الـ z للـ function
+
+18
+00:01:31,130 --> 00:01:36,430
+دي dx dy أو dy dx، بجيب الحجم. لكن إذا
+
+19
+00:01:36,430 --> 00:01:40,010
+حَبِبنا نستزيد و نعرف ما هو الشكل، بنقول الشكل
+
+20
+00:01:40,010 --> 00:01:45,550
+كالتالي: خلّي بالكم، معناه الآن، لو جئت كنت هذا محور
+
+21
+00:01:45,550 --> 00:01:54,790
+x، و هذا محور y، و هذا محور z. الشكل يعني هذا y كَبَّرْناه
+
+22
+00:01:54,790 --> 00:02:04,440
+شوية. هذا محور y، و هذا محور z. يحد المجسم محصور
+
+23
+00:02:04,440 --> 00:02:09,780
+بمستويات الإحداثيات. يبقى المستوى xy، منشّئ المستوى
+
+24
+00:02:09,780 --> 00:02:14,280
+yz، منشئ المستوى xy، منشئ، ليش؟ لأنه يقع في الثُمن
+
+25
+00:02:14,280 --> 00:02:19,820
+الأول. يبقى في الثُمن اللي جهتنا هذا. قال لي هو في
+
+26
+00:02:19,820 --> 00:02:23,580
+عندي أسطوانة. يبقى الأسطوانة يا بنات لو روحنا و
+
+27
+00:02:23,580 --> 00:02:28,240
+قلنا هذه هي مين؟ هذه هي الأسطوانة اللي عندنا، هذا
+
+28
+00:02:28,240 --> 00:02:32,440
+جزء منها اللي في الثُمن اللي جهتنا، بقيتها بتكون
+
+29
+00:02:32,440 --> 00:02:36,100
+وين؟ في الربع الثاني. ما عندناش علاقة فيها، احنا إحنا
+
+30
+00:02:36,100 --> 00:02:40,720
+علاقتنا وين؟ في اللي جهتنا. كويس. يبقى بيجي جزء من
+
+31
+00:02:40,720 --> 00:02:45,280
+الأسطوانة، بيجي لي هنا كمان بالشكل اللي عندها، دائمًا
+
+32
+00:02:46,230 --> 00:02:51,350
+واضح كويس. لأن الأسطوانة لسة لها جزء باقي، ها جزء زي
+
+33
+00:02:51,350 --> 00:02:55,630
+هيك، ما ترسميش. استني شوية بس بدي أوريك إياها، وبعد هيك
+
+34
+00:02:55,630 --> 00:02:59,850
+همسحها، لإنه بدنا نجيب المستوى. يبقى فوق الأسطوانة
+
+35
+00:02:59,850 --> 00:03:04,290
+حتيجي لك زي هيك، بالشكل اللي عندنا هذا. يبقى بده يجي لك
+
+36
+00:03:04,290 --> 00:03:08,410
+هذا الجزء بالشكل هذا. يبقى هذا الجزء من الأسطوانة
+
+37
+00:03:08,410 --> 00:03:13,070
+اللي وين؟ لجهتنا. لكن في عندنا شغلة ثانية، إيش الشغلة
+
+38
+00:03:13,070 --> 00:03:18,350
+الثانية؟ اللي محصورة من أعلى بالمستوى y زائد z يساوي
+
+39
+00:03:18,350 --> 00:03:22,330
+ثلاثة. اللي فوق. هذا مستوى أفقي اللي احنا
+
+40
+00:03:22,330 --> 00:03:29,430
+رسمينه. هذا مستوى موازٍ له. بنروح نرسم هذا المستوى.
+
+41
+00:03:29,430 --> 00:03:34,190
+لما قال لي المستوى y زائد z يساوي ثلاثة، بجي بقول له لو
+
+42
+00:03:34,190 --> 00:03:39,910
+كانت z بصفر، يبقى y بتجيني ثلاثة. إذا في عندي نقطة
+
+43
+00:03:39,910 --> 00:03:43,370
+عن هذه، اللي هو الأسطوانة، نصف قطر القاعدة تبعها
+
+44
+00:03:43,370 --> 00:03:49,730
+قديش؟ اثنين. يبقى ثلاثة بتجيني هنا مضبوط. إذا
+
+45
+00:03:49,730 --> 00:03:57,470
+المستوى حيمر بنقطة صفر، وثلاثة. وزيد z بصفر و x في
+
+46
+00:03:57,470 --> 00:04:01,590
+الأصل مش موجودة، يعني بصفر. بضل إنّ y تساوي
+
+47
+00:04:01,590 --> 00:04:06,890
+ثلاثة. طيب، بدي أجيب التقاطع مع محور z من فوق، يبقى
+
+48
+00:04:06,890 --> 00:04:13,310
+بحط y عندي بقديش؟ بصفر، بتصير z بقديش؟ ثلاثة. يبقى بده
+
+49
+00:04:13,310 --> 00:04:18,950
+يجي عندها هون. لو جيت وافترض جدلًا أن هذه النقطة
+
+50
+00:04:18,950 --> 00:04:25,950
+هي صفر، وصفر، وثلاثة. يبقى بينا نرسم هذا المستوى
+
+51
+00:04:25,950 --> 00:04:33,390
+بلون آخر. يبقى
+
+52
+00:04:33,390 --> 00:04:36,710
+بيجي بقول أنا عندي مستوى بالشكل اللي عندي هذا
+
+53
+00:04:42,450 --> 00:04:49,370
+و بيجي من هنا على اللي هو هذا بالضبط، و إيه بيجي هون
+
+54
+00:04:49,370 --> 00:04:54,470
+هيك، بهذا الشكل، و بدي اجي  المستوى بالشكل اللي عندها
+
+55
+00:04:54,470 --> 00:05:02,010
+لأن الأزرق هو المستوى y زائد z يساوي قديش؟ ثلاثة.
+
+56
+00:05:02,010 --> 00:05:08,210
+إذا هذا الأزرق هو اللي بِخَلِّي z زائد y يساوي قديش؟
+
+57
+00:05:08,210 --> 00:05:14,280
+ثلاثة. إذا يا بنات هذا المستوى هيقص الأسطوانة، الجزء
+
+58
+00:05:14,280 --> 00:05:19,140
+هذا اللي فوق مش حَيظْهَر. أيوة، يبقى حَيظْهَر وين؟ نقطة
+
+59
+00:05:19,140 --> 00:05:24,500
+عندنا زي مين؟ زي النقطة اللي عندنا هذه، تمام. و يصير
+
+60
+00:05:24,500 --> 00:05:31,580
+عندي قوس، قوس مأخوذ بهذا الشكل. يبقى الخط الأسود هذا
+
+61
+00:05:31,580 --> 00:05:37,280
+هوما هذا كله حَيِنْقُص و يروح، بيصير ما عاد له وجود.
+
+62
+00:05:39,720 --> 00:05:47,040
+يبقى بيصير إن هذا المستوى المائل من فوق هذا هو
+
+63
+00:05:47,040 --> 00:05:51,420
+المستوى الأزرق اللي موجود عندنا فوق، اللي هو مين؟ هو
+
+64
+00:05:51,420 --> 00:05:57,180
+y زائد z يساوي ثلاثة. ليش؟ لأنه جزء من المستوى الأزرق
+
+65
+00:05:57,180 --> 00:06:01,160
+اللي إحنا شايفينه. إنّه يبقى هذا اللي فوق هو كمان z
+
+66
+00:06:01,160 --> 00:06:05,580
+زائد y يساوي ثلاثة. نفس المستوى اللي إحنا بنحكي
+
+67
+00:06:05,580 --> 00:06:13,210
+عليه. طيب، يبقى لإنّ بدنا نروح نجيب قديش مقدار الحجم
+
+68
+00:06:13,210 --> 00:06:16,790
+اللي عندنا هذا، مَاخُوذ هنا كويس. يبقى اللي تحت هذه
+
+69
+00:06:16,790 --> 00:06:23,550
+عبارة عن دائرة أو جزء من دائرة، رُبْع الدائرة، وهي
+
+70
+00:06:23,550 --> 0:06:27,870
+على الطبيعة، لو حبيت أورّيها لك، بقول لك هذا اللي هو
+
+71
+00:06:27,870 --> 00:06:32,710
+محور x، و هذا محور y، حسب ما هو موجود على الطبيعة، على
+
+72
+00:06:32,710 --> 00:06:36,510
+الرسمة، وهي الدائرة اللي عندنا بالشكل اللي عندنا
+
+73
+00:06:36,510 --> 00:06:41,870
+هذا. يبقى هذه المنطقة المظلّلة، هي المنطقة المظلّلة
+
+74
+00:06:41,870 --> 00:06:47,770
+اللي تحت. طبعًا، يجب أن أقوله، بدي الـ volume V.
+
+75
+00:06:47,770 --> 00:06:56,290
+Solution. بدي الـ volume V. إذا بدي أساوي تكامل على
+
+76
+00:06:56,290 --> 00:07:04,570
+مين؟ على z، dz، على المنطقة A. مش هكذا المرة اللي
+
+77
+00:07:04,570 --> 00:07:09,070
+فاتت؟ الـ volume المحصور بين مجسم بين سطح فوق
+
+78
+00:07:09,070 --> 00:07:13,190
+و مستوى الـ xy plane هو بالشكل اللي عندنا هذا.
+
+79
+00:07:13,190 --> 00:07:17,330
+أعطينا، أو أخذنا على ذلك مثالين. هذا هو المثال رقم
+
+80
+00:07:17,330 --> 00:07:21,910
+ثلاثة. يبقى هذا الكلام بده يساوي تكاملين. بدي أشيل
+
+81
+00:07:21,910 --> 00:07:27,550
+الـ z و أحط قيمتها. قديش؟ كم  تساوي z هنا يا بنات؟ ثلاثة ناقص y.
+
+82
+00:07:27,550 --> 00:07:34,100
+يبقى ثلاثة ناقص y هي قيمة الـ z. بدي أتكامل بالنسبة
+
+83
+00:07:34,100 --> 00:07:38,660
+إلى x أَوْ مشي الحال في الأول، أو بدي أتكامل بالنسبة
+
+84
+00:07:38,660 --> 00:07:41,800
+إلى y. مشي الحال سواء كان هذه أو تلك، الاثنين
+
+85
+00:07:41,800 --> 00:07:47,020
+بيؤدّيان لنفس النتيجة. إذا بروح أشوف x بدها تتغير من
+
+86
+00:07:47,020 --> 00:07:53,160
+وين لوين؟ فبجي على منطقة التكامل، و برسم خط يقطع
+
+87
+00:07:53,160 --> 00:08:00,160
+منطقة التكامل و موازٍ لمحور x. كده إيش قيمة x عند
+
+88
+00:08:00,160 --> 00:08:00,760
+هذه النقطة؟
+
+89
+00:08:04,210 --> 00:08:10,270
+هنا لم تكن هناك قيمة x على محور واحد، قيمة x هي صفر
+
+90
+00:08:10,270 --> 00:08:14,910
+من هنا، مش هي نقطة الأصل. يبقى على محور واحد قيمة x
+
+91
+00:08:14,910 --> 00:08:20,170
+بصفر. أنا أرسم خط موازٍ لمحور x إيه في نقطة الأصل.
+
+92
+00:08:20,170 --> 00:08:26,430
+تمام. يبقى هنا x تساوي صفر. الخط اللي عندي هذا جايء
+
+93
+00:08:26,430 --> 00:08:32,830
+ده معادلة مين؟ معادلة الأسطوانة، أو قاعدة الأسطوانة،
+
+94
+00:08:32,830 --> 00:08:37,750
+و هي عبارة عن دائرة. إذا بدي أجيب قديش x تساوي من
+
+95
+00:08:37,750 --> 00:08:43,530
+هنا؟ قديش؟ x تساوي الجذر التربيعي لأربعة ناقص y تربيع.
+
+96
+00:08:43,530 --> 00:08:49,110
+تحت الجذر التربيعي. إذا هنا بيكون الـ x بتساوي الجذر التربيعي
+
+97
+00:08:49,110 --> 00:08:54,710
+لأربعة ناقص y تربيع. اللي هي معادلة مين؟ معادلة
+
+98
+00:08:54,710 --> 00:09:01,510
+الدائرة اللي عندها. إذا الـ x ستتغير من صفر لغاية
+
+99
+00:09:01,510 --> 00:09:08,430
+قديش؟ لغاية الجذر التربيعي لأربعة ناقص y تربيع.  بلتّ
+
+100
+00:09:08,430 --> 00:09:13,310
+عندي y ده تتغير من وين و وين؟ بتتغير من صفر لغاية
+
+101
+00:09:13,310 --> 00:09:17,450
+اثنين. لأن نصف قطر القاعدة اللي هو قديش؟ اثنين. هذا
+
+102
+00:09:17,450 --> 00:09:22,870
+النقطة اللي هي اثنين. يبقى من صفر إلى اثنين. إذا كتبنا
+
+103
+00:09:22,870 --> 00:09:27,210
+المعادلة بشكل صحيح، صارت مسألتنا بسيطة جدًا. خلاص، شغل
+
+104
+00:09:27,210 --> 00:09:30,950
+روتيني. ضلّ بنكامل و نطلع كمية الـ volume اللي عندنا.
+
+105
+00:09:30,950 --> 00:09:35,730
+كويس. فبعدين بكمل، بقول هذا الكلام بده يساوي
+
+106
+00:09:35,730 --> 00:09:41,100
+تكامل من صفر إلى اثنين، لثلاثة ناقص y، ما لكش دعوة، كله
+
+107
+00:09:41,100 --> 00:09:45,960
+constant، و تكامله بالنسبة لـ dx اللي هو بـ x، و الكلام
+
+108
+00:09:45,960 --> 00:09:52,040
+هذا من صفر إلى الجذر التربيعي لأربعة ناقص y تربيع dy، أو
+
+109
+00:09:52,040 --> 00:09:57,880
+إن شئت. قلنا تكامل من صفر إلى الاثنين، لثلاثة ناقص
+
+110
+00:09:57,880 --> 00:10:04,240
+y، الجذر التربيعي لأربعة ناقص y تربيع ناقص صفر. بروح
+
+111
+00:10:04,240 --> 00:10:06,000
+و كله هذا بـ...
+
+112
+00:10:12,140 --> 00:10:17,180
+ما بيكونش. إذا بدنا نروح نكامل الدالة اللي عندنا
+
+113
+00:10:17,180 --> 00:10:25,180
+هذه، و نشوف كيف بدنا نكاملها، تمام؟ قدامك بدل الخيار
+
+114
+00:10:25,180 --> 00:10:31,680
+اثنين. لو جئت طلّعت فصلت إلى جزئين، قلت ثلاثة في الجذر
+
+115
+00:10:31,680 --> 00:10:35,640
+ناقص واي في الجذر، ناقص واي في الجذر، بيصير اللي برّا
+
+116
+00:10:35,640 --> 00:10:40,500
+الجذر. هو مش  تُكْمَل، ما تحت الجذر بيصير سهل. لكن ثلاثة في
+
+117
+00:10:40,500 --> 00:10:45,700
+الجذر ما إِلّا Trigonometric Substitution. يبقى
+
+118
+00:10:45,700 --> 00:10:49,440
+مدام هيك، خليها كلها على بعضها Trigonometric
+
+119
+00:10:49,440 --> 00:10:55,560
+Substitution. يعني التعويض بدالة مثلثية. أيوة، نرجع لـ
+
+120
+00:10:55,560 --> 00:11:01,980
+Calculus II، Calculus II. أخذنا section فيه في التكامل
+
+121
+00:11:01,980 --> 00:11:07,580
+اللي هو التعويض بدالة مثلثية. ولا لو كان عندي جذر
+
+122
+00:11:07,580 --> 00:11:12,620
+بقدر أطيّر هذا الجذر بالتعويض المثلثي، بس بده
+
+123
+00:11:12,620 --> 00:11:18,320
+تعويض مثلثي مناسب، مش أي تعويض. بطلّع على القيمة
+
+124
+00:11:18,320 --> 00:11:22,240
+اللي تحت الجذر، والله إذا الإشارة بالموجب، بين
+
+125
+00:11:22,240 --> 00:11:27,580
+القوسين، بتعويض بدلالة تان الزاوية. وإذا كان ناقص، بطلّع على
+
+126
+00:11:27,580 --> 00:11:32,820
+ناقص، هل هو للمتغير؟ والله للمقدار الثابت. إذا للمقدار
+
+127
+00:11:32,820 --> 00:11:37,400
+الثابت، التعويض بدلالة sec θ. وإذا كان الإشارة
+
+128
+00:11:37,400 --> 00:11:42,460
+السلبية للمتغير، يبقى التعويض بدلالة sin الزاوية
+
+129
+00:11:42,460 --> 00:11:48,080
+θ. إذا، تعويضتنا هنا كم ستكون؟  إللي هو اثنين sin
+
+130
+00:11:48,080 --> 00:11:48,780
+θ
+
+131
+00:11:55,920 --> 00:12:01,540
+y تساوي اثنين sin الزاوية θ. و طبعًا θ
+
+132
+00:12:01,540 --> 00:12:07,100
+مَحْصُورَة بين سالب باي على اثنين، و باي على اثنين. يبقى
+
+133
+00:12:07,100 --> 00:12:14,900
+dy تساوي اثنين cos θ dθ. إذا، انقلت المسألة إلى
+
+134
+00:12:14,900 --> 00:12:21,860
+الشكل التالي: تساوي تكامل، وهنا ثلاثة ناقص اثنين
+
+135
+00:12:21,860 --> 00:12:28,060
+sin الزاوية θ، اثنين sin الزاوية θ، في الجذر
+
+136
+00:12:28,060 --> 00:12:35,580
+التربيعي لمين؟ لمين؟ أربعة ناقص أربعة sin تربيع
+
+137
+00:12:35,580 --> 00:12:41,360
+الزاوية θ، في dx اللي هو باثنين cos θ في
+
+138
+00:12:41,360 --> 00:12:49,130
+dθ. مين ضايق عندي يا بنات؟ حدود التكامل. بعدين
+
+139
+00:12:49,130 --> 00:12:53,670
+بقول له لما يكون الـ y باثنين، يبقى بدي أشيل y و أحط
+
+140
+00:12:53,670 --> 00:12:58,630
+مكانها اثنين. معناته sin θ كده تساوي واحد. مين
+
+141
+00:12:58,630 --> 00:13:02,550
+الزاوية اللي sin لها يساوي واحد؟ باي على اثنين. يبقى
+
+142
+00:13:02,550 --> 00:13:08,830
+بده يصير هنا باي على اثنين. بعد هيك، لو كانت الـ y بـ
+
+143
+00:13:08,830 --> 00:13:13,950
+صفر، حطّ صفر، بتصير sin θ تساوي صفر، يبقى بـ
+
+144
+00:13:13,950 --> 00:13:20,910
+صفر. إذا حدود التكامل المكافئة لـ صفر واثنين لما كان
+
+145
+00:13:20,910 --> 00:13:27,210
+المتغير y، هي صفر و باي على اثنين لما صار المتغير بدلالة θ.
+
+146
+00:13:27,210 --> 00:13:32,250
+يبقى صار عندنا التكامل هذا. طيب، نجرّب نبسّطها هيك و
+
+147
+00:13:32,250 --> 00:13:38,450
+نشوف قديش  حتطلع هذه، قديش بتطلع يا بنات؟ أربعة واحد
+
+148
+00:13:38,450 --> 00:13:41,670
+ناقص sin تربيع، اللي هو cos تربيع، بتطلع من تحت الجذر
+
+149
+00:13:41,670 --> 00:13:46,810
+باثنين cos، وعندي اثنين cos، يبقى أربعة. خليها
+
+150
+00:13:46,810 --> 00:13:51,310
+برا، و ضلّ عندي cos تربيع. يبقى الأربعة بتطلع برا
+
+151
+00:13:51,310 --> 00:13:56,450
+هنا ههه، و باجي بقول تكامل من صفر إلى باي على اثنين
+
+152
+00:13:56,450 --> 00:14:02,830
+لثلاثة ناقص اثنين sin الزاوية θ، في cos تربيع
+
+153
+00:14:02,830 --> 00:14:10,740
+θ في dθ. طَبْعًا، بدأت أفك هذه. يبقى هذه بدها تساوي
+
+154
+00:14:10,740 --> 00:14:23,360
+اللي هي مين؟ ثلاثة × أربعة بـ 12، تكامل من صفر لغاية باي على اثنين لـ cos²θ
+
+155
+00:14:23,360 --> 00:14:31,850
+dθ، ناقص، عندك أربعة في اثنين بثمانية، و هيتكامل من صفر
+
+156
+00:14:31,850 --> 00:14:38,070
+لغاية باي على اثنين لمين؟ لـ sin θ cos تربيع θ sin
+
+157
+00:14:38,070 --> 00:14:42,190
+θ cos تربيع θ في dθ.
+
+158
+00:14:44,700 --> 00:14:49,400
+فكّيت الأقواس، و وزّعت التكامل لكل واحدة منهم. طبعًا
+
+159
+00:14:49,400 --> 00:14:53,960
+الأولى ما بقدر أكاملها إلّا أحوّلها بدلالة ضعف
+
+160
+00:14:53,960 --> 00:14:59,280
+الزاوية. cos تربيع = نصّ في واحد زائد cos اثنين θ.
+
+161
+00:14:59,280 --> 00:15:04,320
+يبقى هذه يا بنات بدأت تصير اثنا عشر مضروبة في نصّ في
+
+162
+00:15:04,320 --> 00:15:08,180
+تكامل من صفر لغاية باي على اثنين
+
+163
+00:15:13,480 --> 00:15:18,580
+يبقى من صفر إلى باي على اثنين لواحد زائد cos
+
+164
+00:15:18,580 --> 00:15:22,
+
+223
+00:24:15,470 --> 00:24:20,090
+نرجع للكلام اللي احنا كاتبينه و نحاول نفهم كل نقطة
+
+224
+00:24:20,090 --> 00:24:25,110
+احنا كاتبينه وسنحاول نرسم حتى نوضح الكلام اللي
+
+225
+00:24:25,110 --> 00:24:29,970
+بين أيدينا هذا، لذلك لو رحت أخذت محاور يبقى من هذا
+
+226
+00:24:29,970 --> 00:24:34,230
+الشكل، ورحت قلت هذا θ تساوي صفر
+
+227
+00:24:38,330 --> 00:24:42,290
+اللي هو الإحداثيات القطبية أو المحاور في الإحداثيات
+
+228
+00:24:42,290 --> 00:24:46,150
+القطبية، المكتوب يقول x و y بقول θ تساوي صفر و θ
+
+229
+00:24:46,150 --> 00:24:52,410
+تساوي باي على اثنين، جيت رسمت اللي هو المنحنيين
+
+230
+00:25:04,030 --> 00:25:12,550
+يبقى اثنين دوال موجبة، يبقى واثنتين، واحدة منهم أكبر
+
+231
+00:25:12,550 --> 00:25:17,530
+من الثانية، فمثلاً لو رحت قلت على سبيل المثال هذا
+
+232
+00:25:17,530 --> 00:25:24,560
+المنحنى R تساوي G1 of θ، وجينا يقول لنا فيها
+
+233
+00:25:24,560 --> 00:25:34,020
+المنحنى الثاني كان بالشكل هذا، R تساوي G2 of θ، قال
+
+234
+00:25:34,020 --> 00:25:41,060
+لي θ هذه اتغيرت من θ تساوي α قلت هذا الخط θ
+
+235
+00:25:41,060 --> 00:25:48,500
+تساوي α إلى الخط الثاني θ تساوي β، إذا ما
+
+236
+00:25:48,500 --> 00:25:52,280
+بدأت بقول
+
+237
+00:25:52,280 --> 00:25:57,350
+مرة ثانية من خلال الـ definition هذا، بدنا نحدد
+
+238
+00:25:57,350 --> 00:26:03,010
+منطقة التكامل اللي عندنا، طبعاً هي يصير θ تتغير من θ
+
+239
+00:26:03,010 --> 00:26:07,630
+تساوي α إلى θ تساوي β، يعني عند الخط θ تساوي
+
+240
+00:26:07,630 --> 00:26:12,570
+α إلى الخط θ تساوي β، لكن R اتغيرت من G1 of θ
+
+241
+00:26:12,570 --> 00:26:18,580
+إلى G2 of θ، فصار الشكل اللي عندنا هذا، بقيت
+
+242
+00:26:18,580 --> 00:26:23,780
+المشكلة أولاً عن R، من أين جاء بعد ما أعطينا جزء
+
+243
+00:26:23,780 --> 00:26:26,500
+من النظر للجزء التابع اللي هو الـ polar coordinates أو الـ
+
+244
+00:26:26,500 --> 00:26:29,800
+double integral الـ polar coordinates، نبدأ في أخذ
+
+245
+00:26:29,800 --> 00:26:34,200
+بعض الأمثلة، قال لي: اوصف لي المنطقة المرسومة، يعني
+
+246
+00:26:34,200 --> 00:26:38,600
+هو أعطاني هذه الرسمة، كويس، الرسمة موجودة في الكتابة
+
+247
+00:26:38,600 --> 00:26:43,690
+السؤال في الكتابة، هو قال لي: عبر عن هذه الرسمة وهي
+
+248
+00:26:43,690 --> 00:26:49,070
+المنطقة المظللة فيها بمين؟ بالإحداثيات القطبية، أعطاني هذا
+
+249
+00:26:49,070 --> 00:26:53,230
+الواحد، وأعطاني هنا جذر ثلاثة، بهذا الطول جذر ثلاثة،
+
+250
+00:26:53,230 --> 00:26:58,510
+بحسب فيثاغورس، الضلع الثاني كم؟ اثنين، يبقى احنا
+
+251
+00:26:58,510 --> 00:27:03,830
+أمام مثلث ثلاثين ستين، واحد وجذر ثلاثة واثنين، من
+
+252
+00:27:03,830 --> 00:27:06,950
+خواص المثلث الثلاثين ستين، الدولة المقابلة لزاوية
+
+253
+00:27:06,950 --> 00:27:12,990
+ثلاثين تساوي نصف الوتر، يبقى هذا يساوي كم؟ نصف الوتر
+
+254
+00:27:12,990 --> 00:27:17,600
+يبقى هذا زاوية ثلاثين درجة وهذا زاوية ستين درجة،
+
+255
+00:27:17,600 --> 00:27:22,000
+باي على ثلاثة، ودي باي على ستة، إذا بدنا نعبر عن
+
+256
+00:27:22,000 --> 00:27:26,160
+هذه المنطقة بمين؟ بالإحداثيات القطبية، بقول له: المنطقة
+
+257
+00:27:26,160 --> 00:27:31,020
+المظللة محصورة بين θ تساوي صفر و θ تساوي
+
+258
+00:27:31,020 --> 00:27:36,080
+قداش؟ باي على ثلاثة، ضايل عندنا R، بدنا نعرف من وين
+
+259
+00:27:36,080 --> 00:27:40,660
+لوين؟  يفترض يا بنات، بده يبدأ من النقطة الأصل اللي
+
+260
+00:27:40,660 --> 00:27:45,100
+عنده، ويظل رايح لغاية ما يقابل الخط
+
+261
+00:27:45,100 --> 00:27:49,960
+اللي عندنا هذا اللي هو الرأسي، طب هذا معطى كارتيزي،
+
+262
+00:27:49,960 --> 00:27:55,040
+أنا بدي إياه قطبي، بقول: هذا الخط اللي هو مين؟
+
+263
+00:27:58,100 --> 00:28:04,400
+x هي R كوساين الزاوية تساوي واحد، الكوساين قداش؟ واحد
+
+264
+00:28:04,400 --> 00:28:11,040
+على واحد، مظبوط، اضرب الكل في sec  تصير الـ R
+
+265
+00:28:11,040 --> 00:28:17,580
+تساوي sec θ في واحد، لو sec θ يبقى R ستتغير
+
+266
+00:28:17,580 --> 00:28:23,240
+من صفر لغاية أي نقطة على هذا الخط، الخط هذا معادلته
+
+267
+00:28:23,240 --> 00:28:31,400
+sec θ، يبقى والـ R أكبر من أو تساوي صفر، أقل من
+
+268
+00:28:31,400 --> 00:28:40,100
+أو يساوي sec θ، نمر بيه من السؤال، نمر بيه من
+
+269
+00:28:40,100 --> 00:28:45,040
+السؤال، ما أعطيني رسمة، والرسمة بالشكل هذا، طلعوني
+
+270
+00:28:45,040 --> 00:28:51,120
+كويس، هذا محور x وهذا محور y، وهذا نقطة الأصل اللي
+
+271
+00:28:51,120 --> 00:28:58,420
+هو صفر، وما أعطيني  بؤر وقال هنا واحد، وهنا وبعد هيك راح
+
+272
+00:28:58,420 --> 00:29:12,580
+يعمل مستطيلات هيك أو قال لي: المستطيلات بهذا الشكل هذا
+
+273
+00:29:12,580 --> 00:29:23,180
+هنا قال لي اثنين جذر ثلاث، أو هنا قال لي اثنين
+
+274
+00:29:23,180 --> 00:29:26,420
+شكل عامل
+
+275
+00:29:29,710 --> 00:29:33,350
+هذه المعلومات اللي أعطاني إياها، هيك بقى فقط لغة، هي كل
+
+276
+00:29:33,350 --> 00:29:38,910
+المعلومات، وقال: عبر عن هذا بمين؟ بالإحداثيات
+
+277
+00:29:38,910 --> 00:29:44,190
+القطبية، بقول له: والله هذا شكله غير شكل هذا،
+
+278
+00:29:44,190 --> 00:29:49,400
+مش طبيعي، مش زي اللي فوق، سهل، بقول له: آه هذا
+
+279
+00:29:49,400 --> 00:29:54,620
+خط له معادلة، وهذا خط له معادلة ثانية، إذا الوضع
+
+280
+00:29:54,620 --> 00:30:00,820
+مختلف تماماً، إذا هأضطر إجبارياً أروح أجزئ المنطقة إلى
+
+281
+00:30:00,820 --> 00:30:06,460
+منطقتين، فباقي بقول: بتأخذ المنطقة الأولى هذه
+
+282
+00:30:06,460 --> 00:30:13,040
+الشكل اللي عامله هذا، كويس، والباقي هو المنطقة
+
+283
+00:30:13,040 --> 00:30:19,460
+الثانية، طب المنطقة هذه، أريد أن أعرف θ تتغير لمنطقة
+
+284
+00:30:19,460 --> 00:30:24,500
+هذه، المنطقة السوداء هذه، المظللة باللون الأسود بس
+
+285
+00:30:24,500 --> 00:30:28,480
+نخلصها، و نذهب لمن؟ للمنطقة الثانية اللي عندنا هنا
+
+286
+00:30:28,480 --> 00:30:33,960
+أريد أن أعرف θ قداش هنا، وأريد أن أعرف θ قداش هنا
+
+287
+00:30:33,960 --> 00:30:39,440
+الخط هذا، لو دُلّ مستمر على ما هو، وبعد ذلك أريد أن
+
+288
+00:30:39,440 --> 00:30:45,500
+أعرف R اللي سيتغير من أين إلى أين؟ من عند النقطة
+
+289
+00:30:45,500 --> 00:30:53,230
+هذه لغاية النقطة اللي عندنا، ولما نخلصها نروح
+
+290
+00:30:53,230 --> 00:30:57,510
+للمنطقة الثانية، إذا خلينا مع θ في الأول من وين؟ لوين؟
+
+291
+00:30:57,510 --> 00:31:02,590
+لوين؟ θ تساوي صفر، أظن ما في مشكلة، يبقى هذه θ
+
+292
+00:31:02,590 --> 00:31:08,330
+تساوي صفر، الخط هذا، طب بدنا الخط الثاني هذا قداش؟
+
+293
+00:31:08,330 --> 00:31:17,710
+θ، بسيطة خالص، هذه المسافة قداش كلها هنا؟ يبقى
+
+294
+00:31:17,710 --> 00:31:23,450
+هذه كلها من هنا لهنا، هذا اثنين، إذا بقدر أجيب له
+
+295
+00:31:23,450 --> 00:31:28,870
+الزاوية هذه اللي هي θ، ثم أقول: يساوي المقابل على
+
+296
+00:31:28,870 --> 00:31:36,050
+المجاور، بقدر أروح أقول له: هنا tan θ يساوي المقابل
+
+297
+00:31:36,140 --> 00:31:41,120
+مقابل اثنين على اثنين جذر ثلاثة، يساوي واحد على جذر
+
+298
+00:31:41,120 --> 00:31:45,200
+ثلاثة، يبقى هذا بيعطيك أن θ قداش؟ تساوي قداش؟
+
+299
+00:31:45,200 --> 00:31:53,440
+قداش؟ باي على ستة، صحيح ولا لا؟ يبقى صار الخط هذا
+
+300
+00:31:53,440 --> 00:32:00,630
+θ تساوي باي على ستة، إذا قصتنا صارت محلولة، هذا
+
+301
+00:32:00,630 --> 00:32:06,410
+بالنسبة لمن؟ لـ θ، نجي لـ R، هنا R اللي هي معادلة
+
+302
+00:32:06,410 --> 00:32:10,610
+الدائرة اللي عندها، الـ R بواحد، ضايل عندنا مين؟
+
+303
+00:32:10,610 --> 00:32:15,690
+R تبع الخط الرأسي اللي عندنا هنا، إذا بدي أروح أجيب
+
+304
+00:32:15,690 --> 00:32:21,810
+له هذا قداش؟ يساوي، باجي بقول له: هنا عندنا نقطة، الـ
+
+305
+00:32:21,810 --> 00:32:27,690
+x يساوي اثنين جذر ثلاثة، يعني معادلة الخط الرأسي الأزرق هذا
+
+306
+00:32:27,690 --> 00:32:38,860
+x يساوي اثنين جذر ثلاثة، طيب الـ x بقداش؟ R كوساين θ يساوي اثنين
+
+307
+00:32:38,860 --> 00:32:46,900
+جذر ثلاثة، كوساين واحد على sec، واضرب الكل في sec بصير الـ R يساوي
+
+308
+00:32:46,900 --> 00:32:55,380
+اثنين جذر ثلاثة sec θ، إذا الجزء الأول هذا المظلل بدأ
+
+309
+00:32:55,380 --> 00:33:02,000
+تبقى معادلته أو معادلتيه sec θ يا بنات، بدأت
+
+310
+00:33:02,000 --> 00:33:08,440
+تتغير من عند الصفر لغاية π على ستة، والـ R بدها
+
+311
+00:33:08,440 --> 00:33:16,760
+تتغير من وين؟ من عند الواحد لغاية اثنين جذر ثلاثة
+
+312
+00:33:16,760 --> 00:33:23,560
+في sec الزاوية، خلصنا المنطقة المظللة السوداء، بدنا
+
+313
+00:33:23,560 --> 00:33:30,510
+نجي للمنطقة المظللة الزرقاء هذه، وهي غيرت كل كوتة
+
+314
+00:33:30,510 --> 00:33:36,230
+ضيقة، عشان نعرف إنها منطقتين، أظن واضح أن θ تتغير من
+
+315
+00:33:36,230 --> 00:33:42,900
+وين؟ لوين؟ نخليه على الرسم، من π على ستة لغاية π على اثنين
+
+316
+00:33:42,900 --> 00:33:48,740
+يبقى جاهزين، يبقى ضايل الـ R، يبقى بالداخل الـ R، و
+
+317
+00:33:48,740 --> 00:33:54,420
+ارسم خط من إنه يبدأ من نقطة الأصل ويقطع منطقة
+
+318
+00:33:54,420 --> 00:33:58,380
+التكامل، يبقى خط يقطع النقطة هذه، والنقطة هذه،
+
+319
+00:33:58,380 --> 00:34:03,400
+النقطة هذه معروفة، R تساوي واحد، لكن هذه النقطة مش
+
+320
+00:34:03,400 --> 00:34:09,520
+معروفة، هذه النقطة، اللي هو الـ y قداش ساوي يا بنات؟
+
+321
+00:34:09,520 --> 00:34:12,580
+اثنين، خاطر المستخدم اللي هو فوق، يعني الـ y يساوي
+
+322
+00:34:12,580 --> 00:34:18,520
+اثنين، الـ y بقداش؟ الـ R ساين θ، بده يساوي
+
+323
+00:34:18,520 --> 00:34:23,730
+اثنين، الـ ساين هي مقلوب مين؟ مقلوب الـ cosecant
+
+324
+00:34:23,730 --> 00:34:28,310
+يبقى هذه باعتبار R على cosecant يساوي اثنين، يعني R
+
+325
+00:34:28,310 --> 00:34:33,610
+تساوي اثنين cosecant θ، تمام؟ إذا هذه معناها إن
+
+326
+00:34:33,610 --> 00:34:39,970
+R تساوي اثنين cosecant θ، اللي هي مين؟ cosecant θ،
+
+327
+00:34:39,970 --> 00:34:45,070
+يبقى صارت النقطة اللي عندنا هذه، اللي هي اثنين
+
+328
+00:34:45,070 --> 00:34:50,520
+cosecant θ، اللي تساوي طول الخط هذا كله، يبقى
+
+329
+00:34:50,520 --> 00:34:55,980
+بناء عليه المنطقة الزرقاء هذه، المناطق، هأقول أن الـ
+
+330
+00:34:55,980 --> 00:35:02,920
+θ ستتغير من π على ستة إلى π على اثنين، والـ R
+
+331
+00:35:02,920 --> 00:35:13,820
+ستتغير من الواحد إلى اثنين cosecant θ، واضحة؟
+
+332
+00:35:13,820 --> 00:35:21,660
+هيك استطعنا كتابة اللي هو حدود هذه المنطقة، صار مش
+
+333
+00:35:21,660 --> 00:35:24,620
+إمكانية إلا نجزئها إلى جزئين
+
+334
+00:35:28,470 --> 00:35:36,630
+جزئين، وكتبنا حدود كل جزء من هذين الجزئين، هذا نوع
+
+335
+00:35:36,630 --> 00:35:41,290
+من أنواع المسائل، طبعاً في الكتاب حاطط عندك بيجي خمس
+
+336
+00:35:41,290 --> 00:35:46,610
+رسمات أعتقد أو ستة، هتلاقِ منهم، وأنت بنفس الطريقة
+
+337
+00:35:46,610 --> 00:35:49,530
+بتقدر تروح تجيب مين؟ الباقي
+
+338
+00:36:03,490 --> 00:36:09,490
+Cartesian integral، حول
+
+339
+00:36:09,490 --> 00:36:17,890
+التكامل في الإحداثيات الكارتيزية إلى تكامل مكافئ
+
+340
+00:36:17,890 --> 00:36:21,730
+قطبي
+
+341
+00:36:21,730 --> 00:36:22,410
+integral
+
+342
+00:36:34,040 --> 00:36:47,720
+then evaluate the polar integral، نمر
+
+343
+00:36:47,720 --> 00:36:56,080
+بأيه؟ من الأمثلة، بيقول: تكامل من صفر إلى اثنين، تكامل من صفر
+
+344
+00:36:56,080 --> 00:37:03,260
+لجذر التربيعي للأربعة ناقص y تربيع، لمين؟ للـ x
+
+345
+00:37:03,260 --> 00:37:16,400
+تربيع زائد y تربيع، dx dy، نمسح
+
+346
+00:37:16,400 --> 00:37:22,410
+اللوح، خلاص يا بنات؟ اللوح، طيب، بقول: it changed
+
+347
+00:37:22,410 --> 00:37:26,330
+the cartesian integral، حول التكامل في الإحداثيات
+
+348
+00:37:26,330 --> 00:37:30,770
+الكارتيزية إلى التكامل المكافئ له في الإحداثيات
+
+349
+00:37:30,770 --> 00:37:36,750
+القطبية، ومن ثم احسب له التكامل في الإحداثيات
+
+350
+00:37:36,750 --> 00:37:42,110
+القطبية، بقول له: كويس، هي التكامل كارتيزي، بدي أحوله
+
+351
+00:37:42,110 --> 00:37:46,710
+إلى قطبي، عشان أحوله إلى قطبي، بروح أرسم منطقة
+
+352
+00:37:46,710 --> 00:37:52,190
+التكامل في الأول، ومنها بقدر أحول إلى تكامل في
+
+353
+00:37:52,190 --> 00:37:59,150
+الإحداثيات القطبية، بقول: كويس، هذا محور x
+
+354
+00:37:59,150 --> 00:38:04,650
+وهذا محور y، اللي هو في القطبية θ تساوي صفر، وهي
+
+355
+00:38:04,650 --> 00:38:10,470
+θ تساوي قداش؟ π على اثنين، بدا يجي الحدود في الـ
+
+356
+00:38:10,470 --> 00:38:16,130
+كارتيزي، اللي هو التكامل بالنسبة لمين؟ يبقى عند x
+
+357
+00:38:16,130 --> 00:38:23,010
+تساوي صفر، وحول y، يبقى هذا هو الـ x يساوي صفر
+
+358
+00:38:23,010 --> 00:38:30,410
+الثاني، x يساوي الجذر، بقول له: x يساوي الجذر التربيعي
+
+359
+00:38:30,410 --> 00:38:36,830
+للأربعة ناقص y تربيع، لو ربعت ونقلت الـ y على الطرف
+
+360
+00:38:36,830 --> 00:38:41,390
+الثاني، بس الـ x تربيع زائد y تربيع تساوي أربعة، معادلة
+
+361
+00:38:41,390 --> 00:38:47,930
+إيش؟ دائرة، بس يقول لك: هل هي كل الدائرة؟ والله جزء من
+
+362
+00:38:47,930 --> 00:38:53,590
+الدائرة، بيحدده مين؟ بيحدده الـ y، ستتغير من where لـ
+
+363
+00:38:53,590 --> 00:38:59,150
+where، يبقى الـ y بس فتتغير من صفر لعند اثنين، من
+
+364
+00:38:59,150 --> 00:39:04,570
+عند الصفر لغاية قداش؟ لغاية اثنين، يبقى هذا الـ
+
+365
+00:39:04,570 --> 00:39:12,640
+صفر، وهذا اثنين، كل دائرة، الإجابة لا، هل هو نصف
+
+366
+00:39:12,640 --> 00:39:17,920
+الدائرة؟ ولا ربع الدائرة؟ يبقى ربع الدائرة، وليس نصف
+
+367
+00:39:17,920 --> 00:39:22,880
+الدائرة، يبقى لو جيتي قلتي: هذا ربع الدائرة اللي
+
+368
+00:39:22,880 --> 00:39:28,640
+عندنا، هذا ربع الدائرة اللي عندنا، والأصل باقي
+
+369
+00:39:28,640 --> 00:39:33,500
+الدائرة، هي لو روحنا نكملها بالشكل اللي عندنا هذا
+
+370
+00:39:33,500 --> 00:39:39,770
+هيك، المنقط مش موجود، يبقى احنا مقيدين فقط بالربع
+
+371
+00:39:39,770 --> 00:39:45,690
+الأول، من عند x يساوي صفر لغاية x يساوي اثنين اللي هو
+
+372
+00:39:45,690 --> 00:39:49,690
+الدائرة اللي عندنا هذا، والـ y من عند الصفر لغاية
+
+373
+00:39:49,690 --> 00:39:53,210
+اثنين، يبقى احنا بالربع الأول
+
+374
+00:39:56,470 --> 00:40:02,530
+طيب، ممتاز جداً، يبقى بدنا نيجي نشوف θ بدأت تتغير من
+
+375
+00:40:02,530 --> 00:40:07,090
+وين؟ لوين؟ وR بدأت تتغير من وين؟ لوين؟ أظن واضحة، θ من
+
+376
+00:40:07,090 --> 00:40:13,650
+وين؟ لوين؟ ضلت الـ R، الـ R بدأت تبدأ من نقطة الأصل، و
+
+377
+00:40:13,650 --> 00:40:16,290
+لغاية محيط الدائرة
+
+378
+00:40:28,360 --> 00:40:33,470
+نصف القطر اثنين، مش أربعة، يبقى الدائرة هذه اللي هي
+
+379
+00:40:33,470 --> 00:40:38,610
+معادلتها R تساوي اثنين في الإحداثيات القطبية، لما رجعنا
+
+380
+00:40:38,610 --> 00:40:42,630
+في الـ calculus يقول لنا: R تساوي رقم، والرقم إذا كان
+
+381
+00:40:42,630 --> 00:40:45,890
+سالب أو موجب، خذ له الـ absolute value، يطلع رقم موجب
+
+382
+00:40:45,890 --> 00:40:50,710
+يبقى هذا يمثل دائماً أبداً معادلة مين؟ معادلة دائرة
+
+383
+00:40:50,710 --> 00:40:57,840
+في الإحداثيات القطبية، يبقى الـ R ستتغير من عند الـ
+
+384
+00:40:57,840 --> 00:41:03,600
+صفر لغاية الاثنين، هو ده، هيتغير من عند اللي هو الـ
+
+385
+00:41:03,600 --> 00:41:08,640
+صفر لغاية π على اثنين، يبقى هذا التكامل بيصير
+
+386
+00:41:08,640 --> 00:41:12,740
+هذا تكاملين، x تربيع و z و y تربيع، وهم في قدر
+
+387
+00:41:28,090 --> 00:41:32,810
+
+445
+00:47:49,170 --> 00:47:53,530
+كوسيكا تكامل كوسيكا تكامل كوسيكا تكامل كوسيكا تكامل
+
+446
+00:47:53,530 --> 00:47:56,230
+كوسيكا تكامل كوسيكا تكامل كوسيكا تكامل كوسيكا
+
+447
+00:47:56,230 --> 00:47:56,730
+كوسيكا تكامل كوسيكا تكامل كوسيكا تكامل كوسيكا
+
+448
+00:47:56,730 --> 00:47:57,390
+تكامل كوسيكا تكامل كوسيكا تكامل كوسيكا تكامل واحد
+
+449
+00:47:57,390 --> 00:48:03,610
+على الـ sine يعني كأن المسألة صارت كوسيكا تربيع
+
+450
+00:48:03,610 --> 00:48:12,290
+ثيتا على مين؟ على الساين الزاوية ثيتا في كوساين
+
+451
+00:48:12,290 --> 00:48:16,790
+الزاوية ثيتا في دي ثيتا كوسيكا تقريباً أخذنا واحدة
+
+452
+00:48:16,790 --> 00:48:19,790
+صارت واحد على الساين صار عندي كوساين على الساين اللي
+
+453
+00:48:19,790 --> 00:48:26,500
+هو مين؟ كوتان ممتاز جداً يبقى هاي 72 تكامل من باي على
+
+454
+00:48:26,500 --> 00:48:32,260
+أربعة إلى باي على اثنين لكوسيكان تربيع ثيتا كوتان
+
+455
+00:48:32,260 --> 00:48:40,000
+ثيتا دي ثيتا هو تفضل كوتان ثيتا بس بإشارة سالبة يبقى هذه
+
+456
+00:48:40,000 --> 00:48:46,840
+بقدر أكتبها بالشكل التالي سالب 72 تكامل من باي على
+
+457
+00:48:46,840 --> 00:48:54,500
+أربعة إلى باي على اثنين  لكتان ثيتا مشتقة كوتان
+
+458
+00:48:54,500 --> 00:48:59,760
+الثيتا يعني شيلت الـ دي ثيتا مع كوسيكان التربيع ثيتا
+
+459
+00:48:59,760 --> 00:49:05,680
+وكتبت  دي كوتان لو اشتقتها بيطلع سالب كوسيكان
+
+460
+00:49:05,680 --> 00:49:09,580
+التربيع هاي السالب موجود والكوسيكان التربيع كتبنا
+
+461
+00:49:09,580 --> 00:49:14,180
+بدلها مين كوتان ثيتا علموكوا هذه الشغلة في الـ class
+
+462
+00:49:14,180 --> 00:49:21,790
+base لها ناقص بالـ U؟ طيب هذه هي الـ U تبعتك هذه
+
+463
+00:49:21,790 --> 00:49:29,110
+المسألة تبعتنا هذه بقول  cot θ تساوي U يبقى إذن
+
+464
+00:49:29,110 --> 00:49:34,510
+الـ DU سالب كوسيكان تربيع ثيتا دي ثيتا يبقى شو يصير
+
+465
+00:49:34,510 --> 00:49:41,770
+المسألة تكامل لـ U DU بإشارة سالبة هي الـ U و هي الـ
+
+466
+00:49:41,770 --> 00:49:46,160
+DU و هي إشارة السالبة يبقى ياه ولا لا؟ إذا بتعرف إيش
+
+467
+00:49:46,160 --> 00:49:53,120
+على طول ماشي الحال بتعرف إيش خلاص و بطلع تكامل يو
+
+468
+00:49:53,120 --> 00:49:57,620
+دي و بإشارة سالبة هيبقى برا يبقى هذه والله هذه نفس
+
+469
+00:49:57,620 --> 00:50:00,740
+الشيء ولا .. أنتم طبعاً درستوا في شعب مختلفة ولا
+
+470
+00:50:00,740 --> 00:50:07,700
+واحد قال لكم هالشغل هذي؟ كلّكم؟ طيب ما علينا بس في
+
+471
+00:50:07,700 --> 00:50:11,760
+في الكتاب جايلها الكتاب دي ربالك طبعة اثنا عشر جايلها
+
+472
+00:50:11,760 --> 00:50:13,060
+أنا شوفتها بعيني
+
+473
+00:50:16,330 --> 00:50:20,330
+أه مظبوط لكن أنا أدرس كتابة اللي يكتب الكتاب لكن
+
+474
+00:50:20,330 --> 00:50:25,280
+في الكتاب موجودة line كمان طيب علينا ما علينا سواء
+
+475
+00:50:25,280 --> 00:50:28,660
+هذه والله هذه هي اثنين نفس الشيء ماساوي نفس الشيء
+
+476
+00:50:28,660 --> 00:50:35,320
+يبقى هذا الكلام يبقى يساوي ناقص 72 وهذه كوتان تربيع
+
+477
+00:50:35,320 --> 00:50:42,840
+ثيتا على اثنين U DU يبقى U تربيع على اثنين والحكي
+
+478
+00:50:42,840 --> 00:50:50,940
+هذا من باي على أربعة إلى باي على اثنين ويساوي سالب
+
+479
+00:50:50,940 --> 00:50:57,740
+ستة و ثلاثين  خليك برا 72 على 2 بـ 36 يبقى هذا بصير
+
+480
+00:50:57,740 --> 00:51:04,400
+مين بصير كوتان تربيع في باي على اثنين باي على اثنين
+
+481
+00:51:04,400 --> 00:51:12,380
+ناقص كوتان تربيع اللي هو باي على أربعة والجواب هو
+
+482
+00:51:12,380 --> 00:51:19,510
+ناقص ستة و ثلاثين فيه كده كوتان باي على اثنين يعني
+
+483
+00:51:19,510 --> 00:51:25,130
+كوساين باي على اثنين على ساين باي على اثنين صفر على واحد
+
+484
+00:51:25,130 --> 00:51:29,270
+ولا غير على الآلة الحاسبة احسبوها I am here is
+
+485
+00:51:29,270 --> 00:51:34,490
+zero وكوتان باي على أربعة مقلوب تان باي على أربعة و
+
+486
+00:51:34,490 --> 00:51:37,770
+تان الـ باي على أربعة بواحد واحد على واحد يبقى
+
+487
+00:51:37,770 --> 00:51:44,030
+بواحد تربيع قداش بواحد يبقى الجواب ستة و ثلاثين
+
+488
+00:51:44,030 --> 00:52:12,100
+بالموجب فقط لا غير هل بتحب تسأل أي سؤال هنا؟ طيب
+
+489
+00:52:12,100 --> 00:52:13,880
+نمرة C من السؤال
+
+490
+00:52:20,930 --> 00:52:30,930
+من 0 للجذر التربيعي لـ 2x ناقص x تربيع ومن 1 لغاية
+
+491
+00:52:30,930 --> 00:52:39,250
+2 لمن؟ لـ 1 لغاية اللي هو x تربيع زائد y تربيع يعني كل
+
+492
+00:52:39,250 --> 00:52:43,150
+تربيع dy dx
+
+493
+00:53:14,440 --> 00:53:18,540
+أكثر مباشرة لك المشكلة في اللي وين في الحدود إذا ما
+
+494
+00:53:18,540 --> 00:53:23,340
+تروح ترسم منطقة التكامل من أول ومن ثم تروح للحدود
+
+495
+00:53:23,340 --> 00:53:30,620
+بقول يصير هذا من هذا محور X وهذا محور Y وهذا
+
+496
+00:53:30,620 --> 00:53:35,580
+نقطة الأصل اللي هي zero المتغير الأولاني اللي هو مين
+
+497
+00:53:35,580 --> 00:53:40,960
+Y تساوي zero اللي هو مين بيلعب محور X يبقى هذا Y
+
+498
+00:53:40,960 --> 00:53:46,050
+تساوي zero بعدها y تساوي الجذر اللي عندنا هذا بس
+
+499
+00:53:46,050 --> 00:53:50,050
+معادلة دي الشيء اللي أنا مش عارفه مظبوط بيبقى
+
+500
+00:53:50,050 --> 00:53:55,430
+بسيطة بيقولوا دبل حالك راح قال لي y تساوي الجذر
+
+501
+00:53:55,430 --> 00:54:02,470
+التربيعي لـ اثنين x ناقص x تربيع قولوا ماشي شوية
+
+502
+00:54:02,470 --> 00:54:07,450
+تتربعها يمكن الله يحلّ حلها هيك شوية يبقى لو جينا
+
+503
+00:54:07,450 --> 00:54:13,390
+ربعناها إيش بيصير؟ بيصير عندي Y تربيع يساوي اثنين
+
+504
+00:54:13,390 --> 00:54:21,030
+X ناقص X تربيع نطلع عليكم شغلة ثانية شو رأيك نعمل
+
+505
+00:54:21,030 --> 00:54:25,850
+نعمل إكمال المربع؟ يبقى هذا إيش بيصير عندي؟ Y
+
+506
+00:54:25,850 --> 00:54:31,190
+تربيع يساوي واحد ناقص واحد زائد اثنين X ناقص X
+
+507
+00:54:31,190 --> 00:54:37,600
+تربيع يعني هذه عبارة عن مين؟ عبارة عن واحد تربيع
+
+508
+00:54:37,600 --> 00:54:42,340
+ناقص اثنين X زائد واحد هذول الثلاثة أخذت منهم ناقص
+
+509
+00:54:42,340 --> 00:54:48,340
+عامل مشترك يبقى صارت المسألة Y تربيع يساوي واحد X
+
+510
+00:54:48,340 --> 00:54:54,200
+ناقص واحد الكل تربيع بالشكل اللي عنده هذا أو بمعنى
+
+511
+00:54:54,200 --> 00:54:59,360
+آخر صار عندي الـ X ناقص واحد الكل تربيع زائد Y تربيع
+
+512
+00:54:59,360 --> 00:55:01,660
+يساوي واحد معنى النتيجة
+
+513
+00:55:09,370 --> 00:55:18,290
+يبقى هذه circle with center اللي هو واحد
+
+514
+00:55:18,290 --> 00:55:27,690
+و zero and radius واحد طيب تعال نرسمها  جالي
+
+515
+00:55:27,690 --> 00:55:32,110
+المركز واحد و zero  اين الواحد والـ zero هاي النقطة
+
+516
+00:55:32,110 --> 00:55:39,550
+اللي هي واحد و zero وبعدين نصف القطر تبعها قداش؟ واحد
+
+517
+00:55:39,550 --> 00:55:45,850
+يبقى بده يجيك هنا كمان هذا بيصير كده؟ اثنين لأنه
+
+518
+00:55:45,850 --> 00:55:51,610
+هذه واحد وبده يطلع فوق واحد وبده ينزل كمان تحت
+
+519
+00:55:51,610 --> 00:55:57,230
+واحد بالشكل اللي عنده هذا لكن هل هذه هي كل الدائرة
+
+520
+00:55:57,230 --> 00:56:02,210
+ولا ربعها ولا نصفها ولا ثلثها الله أعلم لكن احنا بيقول
+
+521
+00:56:04,500 --> 00:56:09,240
+هذه الدائرة بيصير الدائرة بالشكل اللي عندها يعني
+
+522
+00:56:09,240 --> 00:56:13,300
+طبعاً
+
+523
+00:56:13,300 --> 00:56:17,400
+يبقى هذه الدائرة بالشكل اللي عندها الآن هذه
+
+524
+00:56:17,400 --> 00:56:23,960
+الدائرة بدي أشوف هل هي كل
+
+525
+00:56:23,960 --> 00:56:30,150
+دائرة ولا جزء منها تعال نشوف احنا حددنا y تساوي
+
+526
+00:56:30,150 --> 00:56:34,350
+zero وحددنا y تساوي الجذر يبقى خلّي هذي عبارة عن
+
+527
+00:56:34,350 --> 00:56:40,030
+الجذر لكل x من عند الواحد لغاية اثنين من عند الواحد
+
+528
+00:56:40,030 --> 00:56:46,610
+لغاية اثنين يعني x لغاية هنا من هنا لغاية هنا يبقى
+
+529
+00:56:46,610 --> 00:56:51,030
+لما تيجي تقولي بترفع هيك رأسي وهذا يكون
+
+530
+00:56:55,230 --> 00:57:01,630
+يبقى ربع دائرة فقط ماريا تمام؟ يبقى هاي
+
+531
+00:57:01,630 --> 00:57:05,370
+الـ باقي الدائرة كله مالوش لزوم يبقى هذه يا بنات
+
+532
+00:57:05,370 --> 00:57:12,530
+بتغمّجها يبقى هذه غمجناها يعني دائرة من الواحد
+
+533
+00:57:12,530 --> 00:57:18,140
+لغاية اثنين الشكل اللي عندها إذا بدي أشوف  r
+
+534
+00:57:18,140 --> 00:57:24,300
+تتغير من وين لوين و r تتغير من وين لوين لو جيت
+
+535
+00:57:24,300 --> 00:57:31,040
+رسمت هنا من نقطة الأصل لغاية ما جيت على وين على
+
+536
+00:57:31,040 --> 00:57:36,920
+النقطة هذه يبقى r تستخدم قداش مش عارفينها لابد
+
+537
+00:57:36,920 --> 00:57:43,200
+أنك تعرف كيف بدي أعرف بسيطة جداً هذا الخيار
+
+538
+00:57:50,310 --> 00:57:56,490
+هذا النقطة إحداثياتها واحد و واحد صح ولا لا نقطة فوق
+
+539
+00:57:56,490 --> 00:58:01,050
+إحداثياتها واحد اثنين هذه النقطة تقع على الدائرة
+
+540
+00:58:01,050 --> 00:58:06,990
+وتقع على الخط المستقيم صح ولا لا إذا نقطة تقاطع
+
+541
+00:58:06,990 --> 00:58:12,150
+ما بين الاثنين بتكون هي النقطة المطلوبة طيب واحد
+
+542
+00:58:12,150 --> 00:58:16,890
+ثاني قالت لي لا أستنى شوية بقول لك قالت هي نقطة تقاطع
+
+543
+00:58:16,890 --> 00:58:22,510
+الدائرة مع الخط هذا رأسه له X تساوي واحد يعني بدي
+
+544
+00:58:22,510 --> 00:58:26,470
+أحل الـ X تساوي واحد مع معادلة الدائرة وشوف إيش بدي
+
+545
+00:58:26,470 --> 00:58:32,810
+يطلع عندي وإيش معادلة الدائرة هي X يساوي واحد تساوي
+
+546
+00:58:32,810 --> 00:58:38,410
+واحد يعني أعطتني نقطة هذه واحد أه طبعاً أعطتك
+
+547
+00:58:38,410 --> 00:58:43,720
+نقطة هذه واحد و واحد كارتيزي يبقى هذه اللي
+
+548
+00:58:43,720 --> 00:58:50,080
+هو واحد واحد ممتاز جداً يبقى هذا واحد وهذا واحد
+
+549
+00:58:50,080 --> 00:58:54,820
+والزاوية هذه قائمة مثلث متساوي الساقين يبقى كل
+
+550
+00:58:54,820 --> 00:59:00,720
+زاوية قداش 45 درجة إذا صارت الزاوية هذه باي على 4
+
+551
+00:59:01,180 --> 00:59:05,580
+وهذه صارت باي على أربعة كذلك إذا قيمة ثيتا
+
+552
+00:59:05,580 --> 00:59:09,800
+تساوي قد إيش؟ باي على أربعة، إذا الثيتا ستتغير من
+
+553
+00:59:09,800 --> 00:59:14,700
+وين لوين، من zero لباي على أربعة، حلّينا قصة ثيتا،
+
+554
+00:59:14,700 --> 00:59:20,920
+تبقى لقصة مين؟  r بقى أجي برسم خط من نقطة الأصل
+
+555
+00:59:20,920 --> 00:59:27,240
+وخليه يقطع منطقة التكامل، يبقى هي النقطة الأولى
+
+556
+00:59:27,240 --> 00:59:34,730
+وهي النقطة الثانية بقول الله كويس بدي أشوف r قداش
+
+557
+00:59:34,730 --> 00:59:39,830
+هنا وبدي أشوف قداش r هنا تمام تفضل كيف بدي أجيب
+
+558
+00:59:39,830 --> 00:59:43,690
+هذه يا ربنا بقوله بسيطة هذا الخط الرأسي شوفوا
+
+559
+00:59:43,690 --> 00:59:49,270
+معادلته X يساوي واحد يعني r كوساين θ يساوي واحد يبقى r
+
+560
+00:59:49,270 --> 00:59:54,190
+ساين لأن هذا قضية بسيطة يبقى هذا بروح بقوله هنا
+
+561
+00:59:54,190 --> 00:59:55,510
+الـ X
+
+562
+00:59:58,860 --> 01:00:03,640
+كوساين θ يساوي واحد يبقى الـ r تساوي السيك الزاوية
+
+563
+01:00:03,640 --> 01:00:09,040
+θ ضالّين عندي ضالّ المعادلة اللي عندنا دي معادلة
+
+564
+01:00:09,040 --> 01:00:13,620
+الدائرة وين معادلة الدائرة هاي معادلة الدائرة
+
+565
+01:00:13,620 --> 01:00:19,420
+بقوله أه وين هاي هاي معادلة الدائرة بقوله طيب أنا
+
+566
+01:00:19,420 --> 01:00:24,760
+بأخذ هادي أحسن لي أحسن لي في الشغل كيف أحسن لك قال لي
+
+567
+01:00:24,760 --> 01:00:28,600
+بس أحسن لي بكيس تر بيه على الشجرة ثانية يبقى أطبق
+
+568
+01:00:28,600 --> 01:00:37,780
+ولكن و X تربيع زائد Y تربيع يساوي 2X صح؟ طيب قداش
+
+569
+01:00:37,780 --> 01:00:45,520
+X تربيع زائد Y تربيع؟ والثانية 2R كوساين زاوية ثيتا
+
+570
+01:00:45,520 --> 01:00:50,420
+صحيح ولا لا؟ لو جبتها على الشجرة الثانية وأخذت R
+
+571
+01:00:50,420 --> 01:00:56,660
+عامل مشترك بيبقى عندي R ناقص اثنين كوساين θ بده يساوي
+
+572
+01:00:56,660 --> 01:01:02,180
+قداش zero يبقى الـ R تساوي zero ماليش علاقة فيها
+
+573
+01:01:02,180 --> 01:01:09,980
+بيبقى عندي R تساوي اثنين كوساين زاوية θ يبقى هذه
+
+574
+01:01:09,980 --> 01:01:17,840
+الدائرة عدّلتها R يساوي اثنين كوساين زاوية θ خلّيني
+
+575
+01:01:17,840 --> 01:01:25,060
+أذكّركم يا ناسيين لما
+
+576
+01:01:25,060 --> 01:01:31,550
+جئتم في إحداثيات القطبين جئتم بمعادلة دائرة اللي
+
+577
+01:01:31,550 --> 01:01:37,290
+بتمر بنقطة الأصل ومركزها على محور X الموجب أو على
+
+578
+01:01:37,290 --> 01:01:41,970
+X السالب أو على Y الموجب وقال هو على Y السالب وقلت
+
+579
+01:01:41,970 --> 01:01:46,630
+أنه إذا كان والله مركزها على محور X وتمر بنقطة
+
+580
+01:01:46,630 --> 01:01:51,670
+الأصل يجب أن تقع عليها R يساوي 2A كوساين زاوية T وإذا
+
+581
+01:01:51,670 --> 01:01:56,250
+على السالب  اثنين A كوساين تيتا إذا على الواقع
+
+582
+01:01:56,250 --> 01:02:01,710
+الموجب باثنين A كوساين تيتا ولا اثنين A كوساين تيتا بس
+
+583
+01:02:01,710 --> 01:02:07,710
+بإشارة سالبة أسألكم ماذا تذكرون هذا القرآن قال
+
+584
+01:02:07,710 --> 01:02:13,010
+اللهم اجعله يرقَد يفتكرنا ماشي فبيبقى هذا إيش هاي
+
+585
+01:02:13,010 --> 01:02:16,670
+هطلّق نفس المعادلة لحبيتش أقول لكم من الأول حبيت
+
+586
+01:02:16,670 --> 01:02:22,220
+أصلّبكم بحِزب دقيق لأن هذه الدائرة بتمر بنقطة
+
+587
+01:02:22,220 --> 01:02:25,380
+الأصل ومركزها على الاتجاه الموجب للـ exactly are
+
+588
+01:02:25,380 --> 01:02:32,260
+يساوي اثنين a ساين θ حيث a نصف القطر نصف القطر عندنا
+
+589
+01:02:32,260 --> 01:02:35,220
+الحمد لله بواحد يبقى طلع ثلاثة اثنين في واحد
+
+590
+01:02:35,220 --> 01:02:42,280
+كوساين طلعت اثنين كوساين ثم خلصنا كلّ الحاجات
+
+591
+01:02:42,280 --> 01:02:46,490
+الصعبة خلّصنا هذا عملية show routine يبقى الشغل
+
+592
+01:02:46,490 --> 01:02:53,150
+الروتيني كالتالي بيصير المسألة هي تكاملين وهي واحد
+
+593
+01:02:53,150 --> 01:02:58,450
+على X تربيع زائد Y تربيع تربيع تربيع تربيع تربيع
+
+594
+01:02:58,450 --> 01:03:02,410
+تربيع تربيع تربيع تربيع تربيع تربيع تربيع تربيع
+
+595
+01:03:02,410 --> 01:03:02,710
+تربيع تربيع تربيع تربيع تربيع تربيع تربيع تربيع
+
+596
+01:03:02,710 --> 01:03:13,450
+تربيع تربيع تربيع تربيع تربيع تربيع تربيع تربيع
+
+597
+01:03:13,670 --> 01:03:21,310
+لـ اثنين كوساين الثيتا و ثيتا هذه من zero لغاية باي
+
+598
+01:03:21,310 --> 01:03:27,370
+على أربعة يبقى هذا الكلام بدي أصلحه تكامل من zero
+
+599
+01:03:27,370 --> 01:03:36,090
+لغاية باي على أربعة أربعة أربعة أربعة مقدر يعني كأنه
+
+600
+01:03:36,090 --> 01:03:43,910
+احنا بدنا نكامل من sec θ إلى اثنين كوساين θ للـ r
+
+601
+01:03:43,910 --> 01:03:51,810
+السالب ثلاثة dr dθ مظبوط إيه؟ يبقى بنضيف ناقص واحد
+
+602
+01:03:51,810 --> 01:03:57,830
+بنقسم على القوة الجديدة يبقى هذا الكلام تكامل من
+
+603
+01:03:57,830 --> 01:04:04,950
+zero لغاية باي على أربعة لمين؟ لـ الـ r ناقص اثنين
+
+604
+01:04:04,950 --> 01:04:10,790
+على ناقص اثنين والحكي هذا من sec ثيتا لـ اثنين
+
+605
+01:04:10,790 --> 01:04:21,540
+كوساين الزاوية ثيتا لـ dθ وهذا واضح الشمس في رابعة النهار
+
+606
+01:04:21,540 --> 01:04:27,550
+طيب هذا الكلام يجب أن يساوي
+
+607
+01:04:27,550 --> 01:04:33,570
+ناقص نصف خلّيك برا وهي تكامل من zero لـ π على أربعة
+
+608
+01:04:33,570 --> 01:04:38,990
+هذه يا بنات قداش ليه واحد على R تربيع صح يبقى
+
+609
+01:04:38,990 --> 01:04:45,450
+بيصير عندي مين بيصير عندي واحد على أربعة كوساين تربيع
+
+610
+01:04:45,450 --> 01:
+
+667
+01:12:01,700 --> 01:12:07,660
+بيعطيني فقط المنطقة المظللة، اللي عندنا هذه، يبقى لو
+
+668
+01:12:07,660 --> 01:12:12,980
+ضربتها في أربعة، بيعطيني كل المنطقة اللي
+
+669
+01:12:12,980 --> 01:12:29,920
+بدوها، يبقى هذا الكلام
+
+670
+01:12:29,920 --> 01:12:36,100
+يبدو يساوي 2 تكامل من Zero لغاية Pi على اثنين من
+
+671
+01:12:36,100 --> 01:12:40,780
+Zero لغاية Pi على اثنين، للأر² اللي هو 1 -
+
+672
+01:12:40,780 --> 01:12:46,960
+Cos θ الكل تربيع - Zero، كله في d
+
+673
+01:12:46,960 --> 01:12:53,420
+θ أو انشرتهم، فأقول: 2 تكامل من Zero إلى Pi
+
+674
+01:12:53,420 --> 01:13:00,860
+على اثنين، لـ 1 - 2 Cos θ + Cos² θ
+
+675
+01:13:00,860 --> 01:13:09,720
+كله بالنسبة إلى dθ، هذا ما هو 2 تكامل من Zero
+
+676
+01:13:09,720 --> 01:13:14,680
+لغاية Pi على اثنين، 1 - 2 Cos θ، مافي مشكلة
+
+677
+01:13:14,680 --> 01:13:21,230
+هذه Cos²، بقدر أكتبها بدلالة كوساين ضعف الزاوية
+
+678
+01:13:21,230 --> 01:13:31,270
+½ + ½ كوساين 2θ، كله في dθ، طيب
+
+679
+01:13:31,270 --> 01:13:37,710
+تطلع لي هذا 1 صحيح وهذا ½، كده؟ 3/
+
+680
+01:13:37,710 --> 01:13:44,690
+اثنين، يبقى هذا الكلام 2 (3/2 θ
+
+681
+01:13:44,690 --> 01:13:47,530
+- 2
+
+682
+01:14:04,130 --> 01:14:13,130
+وإليك الجواب، الجواب يطلع يساوي 3π/2
+
+683
+01:14:13,130 --> 01:14:20,030
+- 4 أو إن شئتي، فأقول: 3π - 8
+
+684
+01:14:20,030 --> 01:14:25,490
+كله على 2، هذا بيعطينا المساحة المطلوبة.
+
+685
+01:14:25,490 --> 01:14:38,080
+Example:  Find the area، بدنا مساحة
+
+686
+01:14:38,080 --> 01:14:43,240
+enclosed، والمغلقة
+
+687
+01:14:43,240 --> 01:14:56,800
+by one leaf of the rose، دي
+
+688
+01:14:56,800 --> 01:14:59,500
+الزهرة اللي هي من
+
+689
+01:15:03,240 --> 01:15:19,120
+للزهرة، اللي A = 12 Cos 3θ
+
+690
+01:15:19,120 --> 01:15:22,300
+هذه
+
+691
+01:15:22,300 --> 01:15:28,020
+رسمناها
+
+692
+01:15:28,020 --> 01:15:32,860
+في Calculus B، طبعًا، نطلع على الرقم اللي مضروب في
+
+693
+01:15:32,860 --> 01:15:35,840
+الزاوية، والله إذا الرقم مضروب في الزاوية فردي،
+
+694
+01:15:35,840 --> 01:15:41,260
+يبقى عندي ثلاث ورقات، لأن الرقم عندي ثلاث، إذا خمسة،
+
+695
+01:15:41,260 --> 01:15:44,500
+يبقى خمس ورقات، إذا سبعة، سبع ورقات، لكن إذا كان رقم
+
+696
+01:15:44,500 --> 01:15:48,820
+زوجي، فعدد الورقات ضعف الرقم، يعني لو قلت لك
+
+697
+01:15:48,820 --> 01:15:52,330
+Cos 2θ، بيطلع أربع ورقات، Cos 4θ
+
+698
+01:15:52,330 --> 01:15:56,410
+تطلع ثمانية، وهكذا، فـ دول ثلاث، يبقى ما عنديش إلا
+
+699
+01:15:56,410 --> 01:16:01,070
+ثلاث، يبقى لو راحت قسمت، بنات، بذكركوا، تذكروا رسم
+
+700
+01:16:01,070 --> 01:16:06,350
+بـ θ = 0، و θ = π/2
+
+701
+01:16:06,350 --> 01:16:12,170
+فكلّ الرسم بالشكل اللي أديك، وبتجيلك الورقة اللي
+
+702
+01:16:12,170 --> 01:16:18,170
+بعدها، واللي بعدها، يبقى هذا منحنى الزهرة، دول ثلاث
+
+703
+01:16:18,170 --> 01:16:22,810
+ورقات، اللي بدي مساحة الثلاث ورقات، اللي بس بدي ورقة
+
+704
+01:16:22,810 --> 01:16:27,430
+واحدة، يبقى يكفينا، يا بنات، إحنا الورقة اللي
+
+705
+01:16:27,430 --> 01:16:32,910
+على اليمين، إن جينا بدنا مساحتها، بيكون إيه؟ حصلنا على
+
+706
+01:16:32,910 --> 01:16:37,050
+المطلوب، يجيبوا زي هيك، وبس هذه الورقة المتمثلة، أو
+
+707
+01:16:37,050 --> 01:16:42,230
+المنحنى المتمثل بالنسبة لمحور X، يبقى تكفيني النص
+
+708
+01:16:42,230 --> 01:16:47,300
+اللي فوق هذا، وضربه في 2، بيعطيني مساحة
+
+709
+01:16:47,300 --> 01:16:52,880
+الورقة الواحدة، طيب، مشان هيك بدي أشوف θ تتغير من وين
+
+710
+01:16:52,880 --> 01:16:59,220
+لوين، أها، بدي θ تتغير من وين لوين؟ المنحنى اللي
+
+711
+01:16:59,220 --> 01:17:06,130
+عندنا هذا، هيك، بدي θ أعرف من وين لوين، وبعد هيك بدي
+
+712
+01:17:06,130 --> 01:17:11,790
+أعرف R من وين لوين؟ R من وين لوين؟ سهل، وظلّ بس تحديد
+
+713
+01:17:11,790 --> 01:17:17,750
+θ هذه، يا بنات، لو راحت رسمتيها، بدك تعملي لها جدول
+
+714
+01:17:17,750 --> 01:17:23,630
+الجدول، لو رجعنا إلى Calculus B، بلاقي هذه θ
+
+715
+01:17:23,630 --> 01:17:30,050
+= π/6، ثلاثين درجة، وهذه θ = اللي
+
+716
+01:17:30,050 --> 01:17:37,400
+هو من Zero، إذًا الـ Area المطلوبة = تكاملها للـ
+
+717
+01:17:37,400 --> 01:17:43,640
+R dR dθ، بأننا نجي لـ R، الـ R بتبدأ من نقطة الأصل
+
+718
+01:17:43,640 --> 01:17:48,860
+لنقطة منطقة التكامل، لبعيد، للمنحنى اللي وراه، لحدود
+
+719
+01:17:48,860 --> 01:17:54,660
+المنحنى، إذًا R هتبدأ من الـ Zero، المنحنى هي مقطع
+
+720
+01:17:54,660 --> 01:18:03,220
+عندنا اللي هو 12 Cos 3θ، و θ من Zero
+
+721
+01:18:03,220 --> 01:18:10,660
+لغاية π/6، يبقى هذا الكلام بدل = تكامل من
+
+722
+01:18:10,660 --> 01:18:16,140
+Zero لغاية π/6، لـ R² / 2 من
+
+723
+01:18:16,140 --> 01:18:23,840
+Zero لغاية 12 Cos 3θ، وهذه هنا من خدية
+
+724
+01:18:24,870 --> 01:18:29,530
+أظن لو عوضنا بيطلع 144 كوساين تربيع
+
+725
+01:18:29,530 --> 01:18:35,350
+144/2 = 72، إذًا
+
+726
+01:18:35,350 --> 01:18:40,570
+دغري 72 تكامل من Zero إلى π/6
+
+727
+01:18:40,570 --> 01:18:48,470
+لكوساين تربيع 3θ dθ، برضه هذه لازم
+
+728
+01:18:48,470 --> 01:18:54,070
+نحولها بدلالة ضعف الزاوية، يبقى 72
+
+729
+01:18:57,550 --> 01:19:02,690
+فاهمين؟ θ تكامل من Zero لغاية π/6، لـ 1
+
+730
+01:19:02,690 --> 01:19:10,550
++ كوساين 6θ /2 dθ، يبقى
+
+731
+01:19:10,550 --> 01:19:17,010
+هذه 36، وهذا التكامل تبعها θ + ساين
+
+732
+01:19:17,010 --> 01:19:24,490
+6θ / 6 من Zero لغاية π/6، والجواب
+
+733
+01:19:24,490 --> 01:19:29,600
+دغري مباشرة 12، يبقى هذا الكلام =
+
+734
+01:19:29,600 --> 01:19:38,780
+12، المثال رقم خمسة، مثال رقم خمسة بيقول
+
+735
+01:19:38,780 --> 01:19:48,220
+إيش بيقول؟ The region that lies، المنطقة التي تقع
+
+736
+01:19:48,220 --> 01:19:58,880
+inside the cardioid، داخل الـ
+
+737
+01:19:58,880 --> 01:20:01,920
+cardioid
+
+738
+01:20:01,920 --> 01:20:09,760
+داخل الـ cardioid، الـ R = 1 + Cos θ
+
+739
+01:20:09,760 --> 01:20:14,360
+and outside
+
+740
+01:20:14,360 --> 01:20:21,500
+the circle، وخارج الدائرة R = 1
+
+741
+01:20:23,820 --> 01:20:32,800
+is the base of a solid، هو قاعدة جسم صلب
+
+742
+01:20:32,800 --> 01:20:45,960
+right cylinder of a solid right cylinder، أسطوانة قائمة
+
+743
+01:20:45,960 --> 01:20:50,320
+ونادى ليها قائمة cylinder، أسطوانة
+
+744
+01:20:53,650 --> 01:21:00,950
+الأعلى من السيلندر، الأعلى من
+
+745
+01:21:00,950 --> 01:21:04,330
+السيلندر،
+
+746
+01:21:04,330 --> 01:21:14,190
+الأعلى من السيلندر موجود في الطائرة، موجود في
+
+747
+01:21:14,190 --> 01:21:17,370
+الطائرة،
+
+748
+01:21:17,370 --> 01:21:37,340
+في المستوى Z = X، Find the cylinder's volume، بده
+
+749
+01:21:37,340 --> 01:21:40,560
+كده حجم السيلندر اللي عندها.
+
+750
+01:21:54,640 --> 01:22:03,140
+مافي مشكلة، بيصير هذه الـ R بيصير هيك من 0 لـ 1 زي
+
+751
+01:22:03,140 --> 01:22:07,700
+Cos θ، صحيح، مختلفات
+
+752
+01:22:07,700 --> 01:22:13,060
+الدالة، وبدأنا ضمنا في أربعة، نفس الشيء، ولو أخدت
+
+753
+01:22:13,060 --> 01:22:17,220
+هذه اللي تحت كمان، أو هذه، نفس الشيء، والله الـ
+
+754
+01:22:17,220 --> 01:22:23,020
+area بتتمثل هي نفسها ثابتة، لأن أخدت أي واحدة من
+
+755
+01:22:23,020 --> 01:22:31,660
+الأربعة وضربتها في الأربعة، أخذتها سؤال
+
+756
+01:22:31,660 --> 01:22:46,720
+بيقول: ليه الشيطان بيقول لي: في عندي آه، اثنين
+
+757
+01:22:46,720 --> 01:22:51,900
+كتبناها اثنين قبل؟ لأ، ما كتبناهاش، يبقى الـ area يا
+
+758
+01:22:51,900 --> 01:22:59,700
+بنات، بدنا نلاقي 2 تكامل، وهنا بده يصير 2
+
+759
+01:22:59,700 --> 01:23:05,560
+تكامل، وهذا بيصير هنا 2 بتروح مع 2، بيظل
+
+760
+01:23:05,560 --> 01:23:12,300
+144 مظبوط، آه 144، وهذه
+
+761
+01:23:12,300 --> 01:23:19,510
+بدها تصير 72 بدون ½، دوري، وهذه بدها تصير
+
+762
+01:23:19,510 --> 01:23:25,110
+72، 72، وأنت تيجي تسيبها
+
+763
+01:23:25,110 --> 01:23:31,310
+بعدين، ماشي، كلام صحيح، طيب، يعني بحث، نسينا نضرب في
+
+764
+01:23:31,310 --> 01:23:34,510
+الثاني، وإنتَ تضرب في الأول، لأن إحنا أخذنا نص المنطقة.
+
+765
+01:23:34,510 --> 01:23:38,790
+طيب، نيجي لبعض الكتابة، قولي: The region that lies
+
+766
+01:23:38,790 --> 01:23:42,990
+inside the cardioid and، الدائرة اللي عندنا هذه.
+
+767
+01:23:42,990 --> 01:23:47,370
+تعالى نشوف الكاردويد والدائرة، فين الكاردويد؟
+
+768
+01:23:51,400 --> 01:23:58,660
+θ = π/2، الإشارة بتختلف بكل جهة
+
+769
+01:23:58,660 --> 01:24:03,740
+اليمين، يبقى هذا الـ Cardioid بالشكل اللي عندنا
+
+770
+01:24:03,740 --> 01:24:08,040
+طبعًا؟
+
+771
+01:24:08,040 --> 01:24:12,360
+طيب، لو يبقى هنا تقول θ = 0، أو واقف
+
+772
+01:24:12,360 --> 01:24:14,180
+معادلة الـ Cardioid
+
+773
+01:24:22,670 --> 01:24:29,970
+لكن الدائرة معادلتها إيش؟ R = 1، إذًا هتمر
+
+774
+01:24:29,970 --> 01:24:35,770
+بالنقطة هذه اللي هي R = 1، أو تجيكي الدائرة
+
+775
+01:24:35,770 --> 01:24:38,650
+بالشكل اللي عندنا، نصف قطرها 1
+
+776
+01:24:42,440 --> 01:24:46,560
+هيبقى هذه الدائرة اللي عندنا، هرسمها باللون الأزرق
+
+777
+01:24:46,560 --> 01:24:55,020
+لكي نميز ما بين الاثنين، هذه الدائرة بالشكل
+
+778
+01:24:55,020 --> 01:25:04,380
+اللي عندنا، كويس؟
+
+779
+01:25:05,580 --> 01:25:11,860
+قال إيش؟ قال الـ region داخل الـ cardioid، يبقى جوا
+
+780
+01:25:11,860 --> 01:25:17,220
+الـ cardioid، وفي نفس الوقت برّا مين؟ الدائرة، يبقى وين
+
+781
+01:25:17,220 --> 01:25:22,400
+المنطقة؟ هي اللي برّا الدائرة، وداخل الـ cardioid
+
+782
+01:25:22,400 --> 01:25:28,690
+مالها؟ اعتبرتها قاعدة، وعملت عليها أسطوانة دائرية
+
+783
+01:25:28,690 --> 01:25:34,690
+قائمة، يبقى هذه المظللة هي القاعدة تبع من الأسطوانة
+
+784
+01:25:34,690 --> 01:25:39,330
+الأسطوانة، صارت من تحت لغاية فوق، تمام؟ مين هي
+
+785
+01:25:39,330 --> 01:25:44,930
+الأسطوانة؟ يبقى للأسطوانة اللي هي Z = X، طبعًا
+
+786
+01:25:44,930 --> 01:25:48,170
+يبقى في مستوى، المستوى موجود في المستوى، في
+
+787
+01:25:48,170 --> 01:25:52,850
+المستوى موجود في المستوى موجود في المستوى
+
+788
+01:25:52,850 --> 01:25:53,450
+الموجود في المستوى الموجود في المستوى الموجود في
+
+789
+01:25:53,450 --> 01:25:53,670
+المستوى الموجود في المستوى الموجود في المستوى
+
+790
+01:25:53,670 --> 01:25:57,570
+الموجود في المستوى الموجود في المستوى الموجود في
+
+791
+01:25:57,570 --> 01:25:58,910
+المستوى الموجود في المستوى الموجود في المستوى
+
+792
+01:25:58,910 --> 01:25:58,950
+المستوى الموجود في المستوى الموجود في المستوى
+
+793
+01:25:58,950 --> 01:25:59,010
+المستوى الموجود في المستوى الموجود في المستوى
+
+794
+01:25:59,010 --> 01:26:11,670
+الموجود في المستوى الموجود في المستوى
+
+795
+01:26:11,670 --> 01:26:17,970
+الموج…ضربته في 2، كملت عليه كله وضربته في 2
+
+796
+01:26:17,970 --> 01:26:23,330
+مش هأفتقر إن هذا شكل المنحنى متمثل بالنسبة لمحور X،
+
+797
+01:26:23,330 --> 01:26:29,590
+يبقى بدي أقوله 2 المنطقة
+
+798
+01:26:29,590 --> 01:26:39,030
+دي، R dR dθ، R dR dθ، صحيح؟ لأ، مش صحيح، مش صحيح.
+
+799
+01:26:39,030 --> 01:26:45,660
+بتأخذي تحطي Z = إيش؟ يبقى بنقول هذه هيك
+
+800
+01:26:45,660 --> 01:26:53,980
+ومنطقة Z، وهذه منطقة R، وهذه dF، وتعالي اكتب
+
+801
+01:26:53,980 --> 01:26:59,780
+التفاصيل تبعك الآن، Z دي عندك الـ top من فوق = X
+
+802
+01:26:59,780 --> 01:27:10,590
+يبقى هذه X، تمام، بس إحنا بنشتغل في الـ code بـ R Cos θ
+
+803
+01:27:10,590 --> 01:27:17,690
+يعني كأن الـ X دي = لمنطقة R، يعني كأنه 2
+
+804
+01:27:17,690 --> 01:27:28,190
+تكاملين لـ R Cos θ، والـ dA لـ R dR dθ، نيجي الـ R
+
+805
+01:27:28,190 --> 01:27:34,580
+هتتغير من وين لوين؟ فبدي أرسم خط يقطع منطقة التكامل
+
+806
+01:27:34,580 --> 01:27:40,540
+النقطة هذه، والنقطة هذه، هنا R = كده؟ 1، وهنا
+
+807
+01:27:40,540 --> 01:27:47,790
+R = كده؟ 1 + كوساين الزاوية θ، الـ R
+
+808
+01:27:47,790 --> 01:27:52,790
+ستتغير من 1 إلى 1 + كوساين الزاوية θ،
+
+809
+01:27:52,790 --> 01:27:58,770
+و θ ستتغير من عند الـ Zero لغاية كده؟ لغاية π
+
+810
+01:27:58,770 --> 01:28:02,050
+على 2، من Zero لغاية π على 2
+
+811
+01:28:17,720 --> 01:28:24,060
+ارتفاع على 3، من 1 لغاية 1 + كوساين
+
+812
+01:28:24,060 --> 01:28:29,920
+الزاوية θ، وهذا يظهر عند من كوساين الزاوية θ
+
+813
+01:28:29,920 --> 01:28:36,580
+في dθ، إذًا هذا الكلام سيكون 2/3، خليها برا
+
+814
+01:28:36,580 --> 01:28:43,190
+وهي تكامل من Zero لـ π π/2، من Zero لغاية
+
+815
+01:28:43,190 --> 01:28:51,650
+π/2، لـ 1 + Cos θ الكل تكعيب -
+
+816
+01:28:51,650 --> 01:28:56,330
+القيمة اللي هو -1 تكعيب اللي هو 1، كله
+
+817
+01:28:56,330 --> 01:29:05,450
+مضروب في Cos θ dθ، طيب، يا 2/3، خليها برا، وتكامل
+
+818
+01:29:05,450 --> 01:29:07,190
+من Zero لغاية π/2
+
+819
+01:29:12,710 --> 01:29:18,010
+3 Cos θ + 3 Cos² θ
+
+820
+01:29:18,010 --> 01:29:24,390
++ Cos³ θ - 1، كله في مين؟ في
+
+821
+01:29:24,390 --> 01:29:33,350
+Cos θ في dθ، أضلّ -1 و زاد 1، الله
+
+822
+01:29:33,350 --> 01:29:39,930
+يسهّل عليكم، مش زعلانين عليكم، وهذا يتصير 2/3 تكامل
+
+823
+01:29:39,930 --> 01:29:45,930
+من Zero till π/2، لـ 3 Cos²
+
+824
+01:29:45,930 --> 01:29:52,390
+زاوية θ + 3 Cos³ زاوية θ +
+
+825
+01:29:52,390 --> 01:30:01,190
+Cos 4θ، كله dθ، يبقى ضلّ مسألة بس
+
+826
+01:30:01,190 --> 01:30:05,430
+تكامل هذا المقدار، تعرفوا تكاملوا، والله كله كلام
+
+827
+01:30:05,430 --> 01:30:18,070
+تدرسين Calculus B تعرفوا، يعني نسيبه؟
+
+828
+01:30:18,070 --> 01:30:25,030
+طيب، نخلق لكم، بس نحاول نفتح لكم المجال، هذه يا بنات
+
+829
+01:30:25,030 --> 01:30:30,370
+بتأجي تأخذي الأولى، 3 مع 3 بيظلّ 2 هو
+
+830
+01:30:30,370 --> 01:30:35,070
+عندك هنا تكامل، 3 مع 3 بيظلّ 2 من Zero
+
+831
+01:30:35,070 --> 01:30:40,730
+لـ π/2، و Cos تربيع يبقى ½ (1 +
+
+832
+01:30:40,730 --> 01:30:48,410
+كوساين 2θ) في dθ، طبعًا اللي بعدها 2/3
+
+833
+01:30:48,410 --> 01:30:55,190
+بتروح، يبقى + 2 في تكامل من Zero لغاية π/
+
+834
+01:30:55,190 --> 01:31:01,990
+2، Zero لغاية π/2، لمين؟ 2/3 من
+
+835
+01:31:01,990 --> 01:31:04,350
+2 لـ كوساين
+
+836
+01:31:13,360 --> 01:31:19,300
+وهي تكامل من Zero لغاية π/2، كوساين أوصى
+
+837
+01:31:19,300 --> 01:31:23,440
+4 اللي هي كوساين تربيع في كوساين تربيع، وكوساين
+
+838
+01:31:23,440 --> 01:
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/vNBEf-x0cGk_raw.json b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/vNBEf-x0cGk_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..91beee6e3403371283eddcc05edc26c0ba8a0f87
--- /dev/null
+++ b/PL9fwy3NUQKwZ3Vc5NGzzNwnA5qKW4lNoy/vNBEf-x0cGk_raw.json
@@ -0,0 +1 @@
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"end": 846.91, "text": "ثم functions of a three variables هنجيب ال linearization في الحالتين طب حد من الذكرة يعني بالبلدين شو يعني مقصود ال linearization؟ عندها نقطة؟ أيوة", "tokens": [12984, 2304, 6828, 295, 257, 1045, 9102, 8032, 1863, 7435, 1829, 3555, 2423, 8213, 2144, 8978, 21542, 6027, 2655, 9957, 23032, 3555, 11331, 3215, 9154, 32545, 4117, 25720, 37495, 22653, 20666, 36150, 3215, 9957, 13412, 2407, 37495, 22653, 3714, 4587, 9381, 23328, 2423, 8213, 2144, 22807, 43242, 11296, 8717, 47432, 3660, 22807, 36632, 2407, 3660], "avg_logprob": -0.29324776626058985, "compression_ratio": 1.3885350318471337, "no_speech_prob": 0.0, "words": [{"start": 832.63, "end": 833.01, "word": "ثم", "probability": 0.638671875}, {"start": 833.01, "end": 833.63, "word": " functions", "probability": 0.359375}, {"start": 833.63, "end": 834.39, "word": " of", "probability": 0.96826171875}, {"start": 834.39, "end": 834.85, "word": " a", "probability": 0.69873046875}, {"start": 834.85, "end": 835.15, "word": 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the upper bound", "tokens": [17243, 401, 1169, 2158, 2031, 8717, 4587, 9381, 2423, 2031, 9984, 30767, 16373, 3215, 288, 8717, 4587, 9381, 2423, 288, 9984, 30767, 16373, 3215, 8236, 2158, 710, 8717, 4587, 9381, 2423, 710, 9984, 5296, 28820, 6055, 2288, 16758, 40228, 689, 11331, 1829, 12984, 2423, 376, 307, 264, 6597, 5472], "avg_logprob": -0.310312505364418, "compression_ratio": 1.4083333333333334, "no_speech_prob": 0.0, "words": [{"start": 3350.83, "end": 3351.77, "word": "absolute", "probability": 0.7335611979166666}, {"start": 3351.77, "end": 3352.19, "word": " value", "probability": 0.96337890625}, {"start": 3352.19, "end": 3352.71, "word": " x", "probability": 0.1868896484375}, {"start": 3352.71, "end": 3353.37, "word": " نقص", "probability": 0.578857421875}, {"start": 3353.37, "end": 3353.57, "word": " ال", "probability": 0.5556640625}, {"start": 3353.57, "end": 3353.91, "word": " x", "probability": 0.3564453125}, {"start": 3353.91, "end": 3354.41, "word": " node", "probability": 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0.87109375}], "temperature": 1.0}, {"id": 128, "seek": 340800, "start": 3378.88, "end": 3408.0, "text": "of absolute value لل Fxx absolute value لل Fyy absolute value لل Fzz absolute value لل Fxy absolute value لل Fxz and absolute value لل Fyz", "tokens": [2670, 8236, 2158, 24976, 479, 30569, 8236, 2158, 24976, 479, 15630, 8236, 2158, 24976, 479, 4313, 8236, 2158, 24976, 479, 12876, 8236, 2158, 24976, 479, 87, 89, 293, 8236, 2158, 24976, 479, 37433], "avg_logprob": -0.2392003637026338, "compression_ratio": 2.727272727272727, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 3378.88, "end": 3379.62, "word": "of", "probability": 0.124755859375}, {"start": 3379.62, "end": 3381.32, "word": " absolute", "probability": 0.68115234375}, {"start": 3381.32, "end": 3382.1, "word": " value", "probability": 0.9853515625}, {"start": 3382.1, "end": 3382.96, "word": " لل", "probability": 0.29443359375}, {"start": 3382.96, "end": 3384.0, "word": " Fxx", "probability": 0.498046875}, {"start": 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3398.1, "word": " absolute", "probability": 0.94921875}, {"start": 3398.1, "end": 3398.94, "word": " value", "probability": 0.9892578125}, {"start": 3398.94, "end": 3399.66, "word": " لل", "probability": 0.97314453125}, {"start": 3399.66, "end": 3401.58, "word": " Fxz", "probability": 0.9195963541666666}, {"start": 3401.58, "end": 3402.86, "word": " and", "probability": 0.65673828125}, {"start": 3402.86, "end": 3404.16, "word": " absolute", "probability": 0.95166015625}, {"start": 3404.16, "end": 3405.02, "word": " value", "probability": 0.9873046875}, {"start": 3405.02, "end": 3405.84, "word": " لل", "probability": 0.9736328125}, {"start": 3405.84, "end": 3408.0, "word": " Fyz", "probability": 0.8818359375}], "temperature": 1.0}, {"id": 129, "seek": 346191, "start": 3455.75, "end": 3461.91, "text": "نفس الصيغة اللي قبل اللهم إلا زدنا لها term التالت اللي عندنا هذه", "tokens": [1863, 36178, 31767, 1829, 17082, 3660, 13672, 1829, 12174, 36150, 13672, 16095, 11933, 15040, 30767, 3215, 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"end": 4598.67, "word": " يعني", "probability": 0.73388671875}, {"start": 4598.67, "end": 4599.01, "word": " القيم", "probability": 0.989013671875}, {"start": 4599.01, "end": 4600.07, "word": " الإرهابية", "probability": 0.850927734375}, {"start": 4600.07, "end": 4601.21, "word": " يبقى", "probability": 0.74383544921875}, {"start": 4601.21, "end": 4601.47, "word": " هذه", "probability": 0.4541015625}, {"start": 4601.47, "end": 4601.95, "word": " نسميها", "probability": 0.921142578125}, {"start": 4601.95, "end": 4602.47, "word": " القيم", "probability": 0.933837890625}, {"start": 4602.47, "end": 4603.73, "word": " القصوى", "probability": 0.9866943359375}, {"start": 4603.73, "end": 4604.01, "word": " and", "probability": 0.82861328125}, {"start": 4604.01, "end": 4604.61, "word": " setting", "probability": 0.11083984375}, {"start": 4604.61, "end": 4605.29, "word": " point", "probability": 0.43212890625}], "temperature": 1.0}, {"id": 170, "seek": 463460, "start": 4605.61, "end": 4634.61, "text": "إيش سدل؟ كيف؟ يعني لا حرجة لا مش صحيحة مش ذاكرينيكم أقول نقطة الإنقلاب للمنحنة دي شو نسميها؟ انعطاف أو inflection point تمام؟ هذه بنسميها نقطة الركاب المناظرة لنقطة الانعطاف أو نقطة الإنقلاب تبعت المنحنة", "tokens": [28814, 1829, 8592, 8608, 3215, 1211, 22807, 9122, 33911, 22807, 37495, 22653, 20193, 11331, 47341, 3660, 20193, 37893, 20328, 5016, 1829, 5016, 3660, 37893, 29910, 995, 37983, 9957, 1829, 24793, 5551, 39648, 8717, 47432, 3660, 33688, 1863, 4587, 15040, 3555, 5296, 19528, 1863, 5016, 1863, 3660, 11778, 1829, 13412, 2407, 8717, 38251, 1829, 11296, 22807, 16472, 3615, 9566, 31845, 34051, 1536, 5450, 935, 46811, 10943, 22807, 29538, 44945, 38251, 1829, 11296, 8717, 47432, 3660, 34892, 4117, 16758, 9673, 1863, 5718, 116, 25720, 5296, 1863, 47432, 3660, 2423, 7649, 3615, 9566, 31845, 34051, 8717, 47432, 3660, 33688, 1863, 4587, 15040, 3555, 6055, 3555, 34268, 9673, 1863, 5016, 1863, 3660], "avg_logprob": -0.255447247706422, "compression_ratio": 1.8121827411167513, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 4605.61, "end": 4606.07, "word": "إيش", "probability": 0.56756591796875}, {"start": 4606.07, "end": 4607.75, "word": " سدل؟", "probability": 0.82080078125}, {"start": 4607.75, "end": 4611.95, "word": " كيف؟", "probability": 0.85107421875}, {"start": 4611.95, "end": 4612.71, "word": " يعني", "probability": 0.6822509765625}, {"start": 4612.71, "end": 4613.29, "word": " لا", "probability": 0.5810546875}, {"start": 4613.29, "end": 4613.83, "word": " حرجة", "probability": 0.9222005208333334}, {"start": 4613.83, "end": 4613.97, "word": " لا", "probability": 0.53076171875}, {"start": 4613.97, "end": 4614.21, "word": " مش", "probability": 0.91455078125}, {"start": 4614.21, "end": 4614.81, "word": " صحيحة", "probability": 0.85625}, {"start": 4614.81, "end": 4615.69, "word": " مش", "probability": 0.187744140625}, {"start": 4615.69, "end": 4616.27, "word": " ذاكرينيكم", "probability": 0.69677734375}, {"start": 4616.27, "end": 4616.65, "word": " أقول", "probability": 0.7958984375}, {"start": 4616.65, "end": 4617.43, "word": " نقطة", "probability": 0.9637044270833334}, {"start": 4617.43, "end": 4618.65, "word": " الإنقلاب", "probability": 0.887109375}, {"start": 4618.65, "end": 4619.63, "word": " للمنحنة", "probability": 0.8827311197916666}, {"start": 4619.63, "end": 4620.03, "word": " دي", "probability": 0.52166748046875}, {"start": 4620.03, "end": 4620.29, "word": " شو", "probability": 0.4898681640625}, {"start": 4620.29, "end": 4621.49, "word": " نسميها؟", "probability": 0.64453125}, {"start": 4621.49, "end": 4622.33, "word": " انعطاف", "probability": 0.84423828125}, {"start": 4622.33, "end": 4622.73, "word": " أو", "probability": 0.81640625}, {"start": 4622.73, "end": 4623.87, "word": " inflection", "probability": 0.708251953125}, {"start": 4623.87, "end": 4624.41, "word": " point", "probability": 0.9833984375}, {"start": 4624.41, "end": 4625.39, "word": " تمام؟", "probability": 0.78466796875}, {"start": 4625.39, 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"temperature": 1.0}, {"id": 171, "seek": 465176, "start": 4635.0, "end": 4651.76, "text": "تبقى reflection point نقطة انقلابها نقطة اقافية للمنحنة بقابلها هنا settle point اللي هي نقطة الركاب لإن احنا عندنا مجسم مش خط منحنى وانما عندنا على شكل ا مجسم سير في السطع", "tokens": [2655, 3555, 4587, 7578, 12914, 935, 8717, 47432, 3660, 16472, 4587, 15040, 3555, 11296, 8717, 47432, 3660, 1975, 4587, 31845, 10632, 5296, 19528, 1863, 5016, 1863, 3660, 4724, 4587, 16758, 1211, 11296, 34105, 11852, 935, 13672, 1829, 39896, 8717, 47432, 3660, 34892, 4117, 16758, 5296, 28814, 1863, 1975, 5016, 8315, 43242, 8315, 3714, 7435, 38251, 37893, 16490, 9566, 9154, 5016, 1863, 7578, 4032, 7649, 15042, 43242, 8315, 15844, 13412, 28820, 1975, 3714, 7435, 38251, 8608, 13546, 8978, 21136, 9566, 3615], "avg_logprob": -0.3777006231708291, "compression_ratio": 1.6783625730994152, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 4635.0, "end": 4635.34, "word": "تبقى", "probability": 0.6141815185546875}, {"start": 4635.34, "end": 4635.8, "word": " reflection", "probability": 0.1343994140625}, {"start": 4635.8, "end": 4636.3, "word": " point", "probability": 0.98095703125}, {"start": 4636.3, "end": 4636.78, "word": " نقطة", "probability": 0.8538411458333334}, {"start": 4636.78, "end": 4637.36, "word": " انقلابها", "probability": 0.62021484375}, {"start": 4637.36, "end": 4637.74, "word": " نقطة", "probability": 0.9230143229166666}, {"start": 4637.74, "end": 4638.22, "word": " اقافية", "probability": 0.56048583984375}, {"start": 4638.22, "end": 4639.44, "word": " للمنحنة", "probability": 0.7550048828125}, {"start": 4639.44, "end": 4640.58, "word": " بقابلها", "probability": 0.8833984375}, {"start": 4640.58, "end": 4640.9, "word": " هنا", "probability": 0.325927734375}, {"start": 4640.9, "end": 4641.68, "word": " settle", "probability": 0.40625}, {"start": 4641.68, "end": 4642.36, "word": " point", "probability": 0.97802734375}, {"start": 4642.36, "end": 4642.6, "word": " اللي", "probability": 0.5980224609375}, {"start": 4642.6, "end": 4642.76, "word": " هي", "probability": 0.60498046875}, {"start": 4642.76, "end": 4643.32, "word": " نقطة", "probability": 0.808837890625}, {"start": 4643.32, "end": 4643.88, "word": " الركاب", "probability": 0.77587890625}, {"start": 4643.88, "end": 4644.1, "word": " لإن", "probability": 0.6686197916666666}, {"start": 4644.1, "end": 4644.26, "word": " احنا", "probability": 0.6673990885416666}, {"start": 4644.26, "end": 4644.58, "word": " عندنا", "probability": 0.8583984375}, {"start": 4644.58, "end": 4645.34, "word": " مجسم", "probability": 0.95849609375}, {"start": 4645.34, "end": 4646.02, "word": " مش", "probability": 0.85888671875}, {"start": 4646.02, "end": 4646.5, "word": " خط", "probability": 0.966552734375}, {"start": 4646.5, "end": 4647.1, "word": " منحنى", "probability": 0.7266845703125}, {"start": 4647.1, "end": 4647.52, "word": " وانما", "probability": 0.7589518229166666}, {"start": 4647.52, "end": 4648.4, "word": " عندنا", "probability": 0.785400390625}, {"start": 4648.4, "end": 4648.66, "word": " على", "probability": 0.869140625}, {"start": 4648.66, "end": 4649.22, "word": " شكل", "probability": 0.969482421875}, {"start": 4649.22, "end": 4649.48, "word": " ا", "probability": 0.466064453125}, {"start": 4649.48, "end": 4650.44, "word": " مجسم", "probability": 0.79296875}, {"start": 4650.44, "end": 4650.98, "word": " سير", "probability": 0.89794921875}, {"start": 4650.98, "end": 4651.12, "word": " في", "probability": 0.489990234375}, {"start": 4651.12, "end": 4651.76, "word": " السطع", "probability": 0.6158854166666666}], "temperature": 1.0}, {"id": 172, "seek": 467824, "start": 4652.8, "end": 4678.24, "text": "يبقى هنا نقول settle point نقطة recap يبقى هنا هنا في هذا ال section حمارة على ال local maximum و local minimum طبعا points و كذلك settle points يبقى هذول التلاتة الأساسية في ال section اللي قلناها هنا يبقى نروح نعطي تعريف ل local maximum و local minimum points و بعد هيك نروح لمين", 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الـ local maximum و ال local minimum بعتبر عندي desk مركزه النقطة اللي هي تعتبر local maximum او local minimum لو جيتلي اي قيمة للدالة خلال اي نقطة موجودة في هذا ال domain اذا والله لقيتها", "tokens": [6027, 39184, 9274, 6055, 3555, 3615, 3224, 4724, 1829, 30544, 8978, 9673, 14851, 45865, 3224, 48826, 44381, 34892, 32277, 2304, 39894, 30544, 6156, 30543, 2423, 39184, 2654, 6674, 4032, 2423, 2654, 7285, 4724, 34268, 26890, 18871, 16254, 10026, 3714, 31747, 11622, 3224, 28239, 47432, 3660, 13672, 1829, 39896, 6055, 34268, 26890, 2654, 6674, 1975, 2407, 2654, 7285, 45164, 10874, 36081, 20292, 1975, 1829, 12174, 32640, 3660, 24976, 3215, 6027, 3660, 16490, 1211, 6027, 1975, 1829, 8717, 47432, 3660, 3714, 29245, 23328, 3660, 8978, 23758, 2423, 9274, 1975, 15730, 16070, 43761, 5296, 4587, 36081, 11296], "avg_logprob": -0.27713814973831175, "compression_ratio": 1.7431192660550459, "no_speech_prob": 2.980232238769531e-07, "words": [{"start": 5684.98, "end": 5685.36, "word": "الـ", 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maximum أكبر يبقى local minimum وانتهينا من هنا", "tokens": [10721, 4587, 1211, 9154, 12174, 32640, 3660, 32748, 6027, 3660, 7251, 3555, 4587, 7578, 2654, 6674, 5551, 4117, 26890, 7251, 3555, 4587, 7578, 2654, 7285, 4032, 7649, 47395, 1829, 8315, 9154, 34105], "avg_logprob": -0.12949810606060605, "compression_ratio": 1.2446808510638299, "no_speech_prob": 0.0, "words": [{"start": 5708.3, "end": 5709.1, "word": "أقل", "probability": 0.9306640625}, {"start": 5709.1, "end": 5709.3, "word": " من", "probability": 0.94091796875}, {"start": 5709.3, "end": 5709.92, "word": " قيمة", "probability": 0.99560546875}, {"start": 5709.92, "end": 5711.02, "word": " الدالة", "probability": 0.9466145833333334}, {"start": 5711.02, "end": 5711.46, "word": " يبقى", "probability": 0.8963623046875}, {"start": 5711.46, "end": 5711.6, "word": " local", "probability": 0.71728515625}, {"start": 5711.6, "end": 5711.98, "word": " maximum", "probability": 0.96728515625}, {"start": 5711.98, "end": 5712.72, "word": " 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معرفة عند تلك النقطة هل اختلف تعريف ال critical point عنفي كالكلاسية نفس المفهوم بالضبط تماما بس بدنا نعوض بقيمتين أو بالإحداثين بدل إحداثي واحد إذا مرة تانية النقطة الداخلية هذه اللي موجودة في domain الـ F بسميها critical point النقطة حرجة في حالتين", "tokens": [10721, 2407, 9122, 15040, 3224, 15042, 32771, 13546, 20449, 28480, 3660, 43242, 6055, 23275, 28239, 47432, 3660, 8032, 1211, 1975, 46456, 46538, 37279, 16572, 5172, 2423, 4924, 935, 18871, 5172, 1829, 9122, 6027, 28820, 32277, 10632, 8717, 36178, 9673, 5172, 3224, 20498, 20666, 11242, 3555, 9566, 46811, 10943, 995, 4724, 3794, 47525, 8315, 8717, 3615, 2407, 11242, 4724, 4587, 32640, 2655, 9957, 34051, 20666, 28814, 24401, 5718, 104, 9957, 47525, 1211, 11933, 24401, 5718, 104, 1829, 36764, 24401, 11933, 15730, 3714, 25720, 6055, 7649, 10632, 28239, 47432, 3660, 32748, 47283, 1211, 10632, 29538, 13672, 1829, 3714, 29245, 23328, 3660, 8978, 9274, 2423, 39184, 479, 4724, 38251, 1829, 11296, 4924, 935, 28239, 47432, 3660, 11331, 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6371.57, "word": " و", "probability": 0.2396240234375}, {"start": 6371.57, "end": 6371.71, "word": " لا", "probability": 0.88427734375}, {"start": 6371.71, "end": 6371.97, "word": " لا", "probability": 0.65625}, {"start": 6371.97, "end": 6373.13, "word": " المكان", "probability": 0.60748291015625}, {"start": 6373.13, "end": 6374.05, "word": " الأول", "probability": 0.993896484375}, {"start": 6374.05, "end": 6375.19, "word": " النقاط", "probability": 0.8120930989583334}, {"start": 6375.19, "end": 6376.39, "word": " الداخلية", "probability": 0.986572265625}, {"start": 6376.39, "end": 6377.01, "word": " إيه", "probability": 0.7906901041666666}, {"start": 6377.01, "end": 6377.75, "word": " للمشتقة", "probability": 0.75966796875}, {"start": 6377.75, "end": 6378.25, "word": " بالنسبة", "probability": 0.9874267578125}, {"start": 6378.25, "end": 6378.59, "word": " لك؟", "probability": 0.7618815104166666}, {"start": 6378.59, "end": 6378.89, "word": " سوى", "probability": 0.6482747395833334}, 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{"start": 6440.26, "end": 6441.18, "word": " maximum", "probability": 0.97705078125}, {"start": 6441.18, "end": 6441.5, "word": " و", "probability": 0.9794921875}, {"start": 6441.5, "end": 6442.08, "word": " absolute", "probability": 0.82470703125}, {"start": 6442.08, "end": 6443.2, "word": " minimum", "probability": 0.9755859375}, {"start": 6443.2, "end": 6444.0, "word": " وشوف", "probability": 0.733642578125}, {"start": 6444.0, "end": 6444.28, "word": " كيف", "probability": 0.7265625}, {"start": 6444.28, "end": 6444.46, "word": " كان", "probability": 0.275390625}, {"start": 6444.46, "end": 6444.92, "word": " دور", "probability": 0.4560546875}, {"start": 6444.92, "end": 6445.16, "word": " على", "probability": 0.84716796875}, {"start": 6445.16, "end": 6445.36, "word": " ال", "probability": 0.75537109375}, {"start": 6445.36, "end": 6445.8, "word": " boundary", "probability": 0.94921875}, {"start": 6445.8, "end": 6446.42, "word": " كمان", "probability": 0.9873046875}, {"start": 6446.42, "end": 6447.04, "word": " مين", "probability": 0.557373046875}, {"start": 6447.04, "end": 6447.22, "word": " مين", "probability": 0.850830078125}, {"start": 6447.22, "end": 6447.5, "word": " يكون", "probability": 0.9775390625}, {"start": 6447.5, "end": 6447.68, "word": " على", "probability": 0.70556640625}, {"start": 6447.68, "end": 6447.8, "word": " ال", "probability": 0.9326171875}, {"start": 6447.8, "end": 6448.12, "word": " boundary", "probability": 0.97900390625}, {"start": 6448.12, "end": 6448.34, "word": " في", "probability": 0.84912109375}, {"start": 6448.34, "end": 6448.56, "word": " عندي", "probability": 0.767578125}, {"start": 6448.56, "end": 6448.84, "word": " local", "probability": 0.8984375}, {"start": 6448.84, "end": 6449.38, "word": " maximum", "probability": 0.9658203125}, {"start": 6449.38, "end": 6450.0, "word": " او", "probability": 0.87255859375}, {"start": 6450.0, "end": 6450.4, "word": " local", "probability": 0.92431640625}, {"start": 6450.4, "end": 6450.9, "word": " minimum", "probability": 0.9853515625}, {"start": 6450.9, "end": 6451.58, "word": " ان", "probability": 0.83642578125}, {"start": 6451.58, "end": 6451.9, "word": " شاء", "probability": 0.985595703125}, {"start": 6451.9, "end": 6452.18, "word": " الله", "probability": 0.96142578125}, {"start": 6452.18, "end": 6452.4, "word": " و", "probability": 0.666015625}, {"start": 6452.4, "end": 6453.04, "word": " تعالى", "probability": 0.9021809895833334}, {"start": 6453.04, "end": 6453.66, "word": " طبعا", "probability": 0.9873046875}, {"start": 6453.66, "end": 6453.98, "word": " اليوم", "probability": 0.744384765625}, {"start": 6453.98, "end": 6454.86, "word": " السبت", "probability": 0.92236328125}, {"start": 6454.86, "end": 6455.28, "word": " بصير", "probability": 0.9612630208333334}, {"start": 6455.28, "end": 6455.68, "word": " خير", "probability": 0.987548828125}, {"start": 6455.68, "end": 6456.08, "word": " ان", "probability": 0.9423828125}, {"start": 6456.08, "end": 6456.34, "word": " شاء", "probability": 0.99462890625}, {"start": 6456.34, "end": 6456.5, "word": " الله", "probability": 0.95703125}], "temperature": 1.0}, {"id": 241, "seek": 646659, "start": 6456.73, "end": 6466.59, "text": "حاولوا تجروا السكين ولو زي قناة جريدة قبل ان تجو المرة الجاية عشان احنا نمشيها بالكلمة أبيض المعلومة اللي عشان عليها", "tokens": [5016, 995, 12610, 14407, 6055, 7435, 2288, 14407, 21136, 4117, 9957, 35525, 2407, 30767, 1829, 12174, 8315, 3660, 10874, 16572, 41891, 12174, 36150, 16472, 6055, 7435, 2407, 9673, 25720, 25724, 995, 10632, 6225, 8592, 7649, 1975, 5016, 8315, 8717, 2304, 8592, 1829, 11296, 20666, 4117, 19528, 3660, 5551, 21292, 11242, 9673, 30241, 20498, 3660, 13672, 1829, 6225, 8592, 7649, 25894, 11296], "avg_logprob": -0.38760082087209147, "compression_ratio": 1.6434108527131783, "no_speech_prob": 3.5762786865234375e-07, "words": [{"start": 6456.73, "end": 6457.75, "word": "حاولوا", "probability": 0.83758544921875}, {"start": 6457.75, "end": 6458.09, "word": " تجروا", "probability": 0.8455810546875}, {"start": 6458.09, "end": 6458.61, "word": " السكين", "probability": 0.6715494791666666}, {"start": 6458.61, "end": 6459.37, "word": " ولو", "probability": 0.703857421875}, {"start": 6459.37, "end": 6459.61, "word": " زي", "probability": 0.9189453125}, {"start": 6459.61, "end": 6459.91, "word": " قناة", "probability": 0.769287109375}, {"start": 6459.91, "end": 6460.47, "word": " جريدة", "probability": 0.8079427083333334}, {"start": 6460.47, "end": 6461.03, "word": " قبل", "probability": 0.591796875}, {"start": 6461.03, "end": 6461.15, "word": " ان", "probability": 0.25390625}, {"start": 6461.15, "end": 6461.45, "word": " تجو", "probability": 0.6383463541666666}, {"start": 6461.45, "end": 6461.75, "word": " المرة", "probability": 0.7337646484375}, {"start": 6461.75, "end": 6462.27, "word": " الجاية", "probability": 0.8846028645833334}, {"start": 6462.27, "end": 6462.77, "word": " عشان", "probability": 0.7718098958333334}, {"start": 6462.77, "end": 6463.03, "word": " احنا", "probability": 0.6902669270833334}, {"start": 6463.03, "end": 6463.49, "word": " نمشيها", "probability": 0.638525390625}, {"start": 6463.49, "end": 6464.07, "word": " بالكلمة", "probability": 0.8487548828125}, {"start": 6464.07, "end": 6464.81, "word": " أبيض", "probability": 0.5050862630208334}, {"start": 6464.81, "end": 6465.71, "word": " المعلومة", "probability": 0.9368896484375}, {"start": 6465.71, "end": 6465.97, "word": " اللي", "probability": 0.581298828125}, {"start": 6465.97, "end": 6466.35, "word": " عشان", "probability": 0.8253580729166666}, {"start": 6466.35, "end": 6466.59, "word": " عليها", "probability": 0.5167236328125}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 6466.618, "duration_after_vad": 5778.914718750041}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0KckQDQevjQ.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0KckQDQevjQ.srt
new file mode 100644
index 0000000000000000000000000000000000000000..0487831ae6db1b151fff2bc9210cfae72eda90f1
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0KckQDQevjQ.srt
@@ -0,0 +1,2048 @@
+1
+00:00:20,820 --> 00:00:25,860
+بسم الله الرحمن الرحيم موضوعنا اليوم عن ال
+
+2
+00:00:25,860 --> 00:00:30,420
+إيسوتروبيا بأنواعها المختلفة، واليوم هَنفصل إن شاء
+
+3
+00:00:30,420 --> 00:00:33,660
+الله تعالى على الـ early onset esotropia، يعني الـ
+
+4
+00:00:33,660 --> 00:00:38,460
+إيسوتروبيا التي تيجي في وقت مبكر. حقيقة، لما نلفظ
+
+5
+00:00:38,460 --> 00:00:42,260
+كلمة tropia سواء eso أو exo أو hyper أو hypo
+
+6
+00:00:42,260 --> 00:00:50,160
+بنعني حاجة أساسية، أن هذه الحوالة ظاهرة، يعني بحتاجش
+
+7
+00:00:50,160 --> 00:00:55,960
+لأي test، لإني أعرف أنه هذا عنده يعني حوالة واضحة،
+
+8
+00:00:55,960 --> 00:00:59,540
+حوالة ظاهرة، حوالة واضحة، تمام؟ بحتاج testات لتقييمه
+
+9
+00:00:59,540 --> 00:01:05,360
+ومعرفة كمية الإيسوتروبيا. تعتبر النوع الأكثر شيوعاً
+
+10
+00:01:05,360 --> 00:01:09,700
+في أنواع الحوال، والتي تشكل أكثر من خمسين في المئة من
+
+11
+00:01:09,700 --> 00:01:16,800
+أنواع الحوال المختلفة. لوحدها، طبعاً، في نوعين أساسيين
+
+12
+00:01:16,800 --> 00:01:21,180
+أو تقسيمة تقسم الإيسوتروبيا لنوعين أساسيين، اللّي
+
+13
+00:01:21,180 --> 00:01:25,020
+هما concomitant deviation وincomitant deviation.
+
+14
+00:01:25,020 --> 00:01:29,420
+يعني متجانس وغير متجانس. في الـ concomitant deviation،
+
+15
+00:01:29,420 --> 00:01:32,540
+لما أجيز في الـ horizontal gaze positions، في الـ
+
+16
+00:01:32,540 --> 00:01:34,940
+primary position، في الـ right gaze، في الـ left gaze،
+
+17
+00:01:34,940 --> 00:01:38,600
+القياسات الثلاثة ما بتفرقش عن بعض أكثر من خمسة
+
+18
+00:01:38,600 --> 00:01:41,500
+Prism ديوبتر، يعني تقريباً the same. بينما في
+
+19
+00:01:41,500 --> 00:01:45,580
+الـ incomitant deviation بيكون في عندي فرق واضح بين
+
+20
+00:01:45,580 --> 00:01:48,580
+الـ right gaze والـ left gaze والـ primary position،
+
+21
+00:01:48,580 --> 00:01:52,060
+زي في حالات الـ sixth nerve palsy. طبعاً، الـ incomitant
+
+22
+00:01:52,060 --> 00:01:57,040
+deviation بنعني فيه، يعني mostly، اللي هو إما
+
+23
+00:01:57,040 --> 00:02:01,920
+paralytic eso deviation أو restrictive eso deviation. paralytic eso deviation زي إيش؟ زي الـ
+
+24
+00:02:01,920 --> 00:02:05,140
+sixth nerve palsy، هيعمل لي إيسوتروبيا من النوع اللي
+
+25
+00:02:05,140 --> 00:02:08,580
+هو بيسموه incomitant أو paralytic، يعني إيسوتروبيا
+
+26
+00:02:08,580 --> 00:02:13,320
+restrictive زي الـ medial wall fracture، ويعني الـ
+
+27
+00:02:13,510 --> 00:02:18,250
+medial rectus بيصير لها entrapment في الـ medial wall
+
+28
+00:02:18,250 --> 00:02:21,250
+بتاع الـ orbit، وبيصير عندي إيسوتروبيا. هدول مش
+
+29
+00:02:21,250 --> 00:02:25,410
+هنتكلم عنهم. هنتكلم عن الـ early onset إيسوتروبيا.
+
+30
+00:02:25,410 --> 00:02:29,230
+قبل ما نتكلم عن الـ early onset إيسوتروبيا، التقسيمة
+
+31
+00:02:31,080 --> 00:02:35,260
+بتاعة الإيسوتروبيا بأنواعها، يعني مختلف عليها، مش
+
+32
+00:02:35,260 --> 00:02:40,120
+متفق عليها جداً. يعني، على سبيل المثال، الـ microtropia
+
+33
+00:02:40,120 --> 00:02:44,220
+syndrome أو الـ microtropia بحد ذاتها، هي يعني ممكن
+
+34
+00:02:44,220 --> 00:02:48,360
+تُدرج تحت تقسيمة الإيسوتروبيا، وممكن تُدرج تحت
+
+35
+00:02:48,360 --> 00:02:52,780
+تقسيمات ثانية زي الإكسوتروبيا. فبالتالي، طالما أنه
+
+36
+00:02:52,780 --> 00:02:56,750
+ممكن تيجي في الجهتين، معناته ما فيش تقسيمة متفق
+
+37
+00:02:56,750 --> 00:03:00,430
+عليها وموحدة في العالم كله للإيسوتروبيا. الأهم من
+
+38
+00:03:00,430 --> 00:03:06,190
+أنِّي أركز، وأنِّي أصر على أنِّي أعرف التقسيمة، الأهم من
+
+39
+00:03:06,190 --> 00:03:10,870
+ذلك أنِّي أعرف إيش وضع الـ binocular function عند هذا
+
+40
+00:03:10,870 --> 00:03:15,650
+المريض أو هذا الطفل. إيش وضع الـ refractive error،
+
+41
+00:03:15,650 --> 00:03:18,760
+وإذا كان بإمكاني أصلح الـ refractive error وأستعيد
+
+42
+00:03:18,760 --> 00:03:22,540
+الـ binocular single vision بطريقة أو بأخرى، بيكون
+
+43
+00:03:22,540 --> 00:03:25,800
+أهم من أنِّي أشغل نفسي كثيراً في موضوع يا ترى هذا مع
+
+44
+00:03:25,800 --> 00:03:29,680
+الـ exotropia أحطه، ولا مع الـ esotropia. نيجي نحكي عن
+
+45
+00:03:29,680 --> 00:03:35,100
+موضوعنا الرئيسي، اللي هو early onset esotropia.
+
+46
+00:03:35,100 --> 00:03:37,880
+حقيقة، الـ early onset esotropia فيها علامات كثيرة وسهل
+
+47
+00:03:37,880 --> 00:03:42,940
+سهل، بالغالب، أن الإنسان يعني يتعرف عليها كتشخيص، بس
+
+48
+00:03:43,340 --> 00:03:49,240
+قبل ما نحكي عنها، بدنا نقول لغاية عمر أربع شهور من
+
+49
+00:03:49,240 --> 00:03:53,700
+… من سن الطفل، أو من ميلاد الطفل، إذا كان في عندي
+
+50
+00:03:53,700 --> 00:03:58,120
+infrequent episodes of convergence، هذه تعتبر…
+
+51
+00:04:02,280 --> 00:04:06,540
+يعني ممكن أعتبرها طبيعية. بنركز على كلمة infrequent،
+
+52
+00:04:06,540 --> 00:04:10,860
+يعني أحياناً الآباء بيلاحظوا أن العين بتدخل لجوة، و
+
+53
+00:04:10,860 --> 00:04:13,660
+أحياناً بيلاحظوها طبيعية. يعني، قبل سن الأربع شهور، مش
+
+54
+00:04:13,660 --> 00:04:17,380
+لازم أنا أخاف، لأن الدماغ بيكون ما لحق يعمل good
+
+55
+00:04:17,380 --> 00:04:23,200
+control على الـ eye movement. بعد الأربع شهور، هذه الـ
+
+56
+00:04:23,200 --> 00:04:30,440
+infrequent episodes، أو نوبات قليلة من دخول العين
+
+57
+00:04:30,440 --> 00:04:34,020
+لجوة، لازم آخذها على أساس أنه في مشكلة عندي، ولابد
+
+58
+00:04:34,020 --> 00:04:37,680
+من التعرف عليها. طب، لو قلنا السن أقل من أربع شهور،
+
+59
+00:04:37,680 --> 00:04:41,220
+بس عندي constant eso deviation و large angle، هذا
+
+60
+00:04:41,220 --> 00:04:45,760
+يُعتبر حوالة، يُعتبر حوالة، طبعاً، الـ early onset
+
+61
+00:04:45,760 --> 00:04:49,440
+esotropia لها أسماء أخرى. ممكن بعض الناس يسميها
+
+62
+00:04:49,440 --> 00:04:54,000
+congenital esotropia. بعض الناس يسميها essential
+
+63
+00:04:54,000 --> 00:04:58,860
+esotropia أو infantile esotropia. طبعاً، لو سألنا
+
+64
+00:04:58,860 --> 00:05:02,400
+الآباء من متى بدأ الطفل، يلاحظوا عليه أنه يعني
+
+65
+00:05:02,400 --> 00:05:07,480
+بتدخل عيونه لجوة. تمام؟ كثير منهم بيحكوا أنهم عند
+
+66
+00:05:07,480 --> 00:05:11,180
+الميلاد. بس، لما ندقق في الأسئلة، بنلاقي أن كثير
+
+67
+00:05:11,180 --> 00:05:14,540
+منهم مش متذكرين إذا طفلهم فعلاً كان فيه عنده حوالة
+
+68
+00:05:14,540 --> 00:05:19,240
+عند الميلاد ولا لا. أما المتفق عليه، أن هذا النوع
+
+69
+00:05:19,240 --> 00:05:22,800
+من الحوال، لغاية ست شهور من العمر، بيكون ظهر، بيكون
+
+70
+00:05:22,800 --> 00:05:28,470
+ظهر على شهرين ثلاثة، بس مش…مؤكد أنه بينشأ تماماً
+
+71
+00:05:28,470 --> 00:05:32,490
+عند…يعني من أول لحظة بيولد فيها الطفل. وعشان هيك،
+
+72
+00:05:32,490 --> 00:05:37,150
+كثير من العلماء بيُفضِّلوا استخدام infantile esotropia،
+
+73
+00:05:37,150 --> 00:05:41,850
+عشانها في عمر الـ infants، في عمر الرضيع بتصير،
+
+74
+00:05:41,850 --> 00:05:46,290
+مش مباشرة عند الولادة. أو المصطلح العام اللي إحنا
+
+75
+00:05:46,290 --> 00:05:49,730
+هنستعمله، early onset esotropia، يعني اللي بتنشأ
+
+76
+00:05:49,730 --> 00:05:50,370
+مبكرة.
+
+77
+00:05:54,200 --> 00:05:59,920
+هذا الطفل فيه علامات كثيرة بتحدد التشخيص within
+
+78
+00:05:59,920 --> 00:06:07,860
+the first six months of age. يعني هذه البداية. تاني
+
+79
+00:06:07,860 --> 00:06:13,000
+حاجة، طالما أنها مش accommodative esotropia، واللي
+
+80
+00:06:13,000 --> 00:06:16,880
+هي موضوعنا الأكبر، واللي هيأخذنا معناته ما فيش
+
+81
+00:06:16,880 --> 00:06:19,900
+refractive error أو refractive error طبيعي لسن هذا
+
+82
+00:06:19,900 --> 00:06:25,310
+الطفل. no significant، أي تانية علامة، no significant
+
+83
+00:06:25,310 --> 00:06:31,890
+refractive error. طب كيف أعرف أنه no significant
+
+84
+00:06:31,890 --> 00:06:35,630
+refractive error؟ لما أعمل cycloplegia للطفل وأعمل
+
+85
+00:06:35,630 --> 00:06:40,390
+رتينوسكوبي، وأشوف أنه في حدود الـ plus واحد لـ plus
+
+86
+00:06:40,390 --> 00:06:43,850
+اثنين لهذا الأمر. طبعاً، ست شهور الأولى من عمره يُعتبر
+
+87
+00:06:43,850 --> 00:06:47,810
+طبيعي، ما فيش significant refractive error. no
+
+88
+00:06:47,810 --> 00:06:53,140
+limitation of ocular movement. no limitation، هذه
+
+89
+00:06:53,140 --> 00:06:56,800
+ثالثة علامة. يعني الـ abduction كويس، الـ abduction
+
+90
+00:06:56,800 --> 00:07:02,980
+كويس، عشان ما أشكش مثلاً أنه sixth nerve palsy أو
+
+91
+00:07:02,980 --> 00:07:08,620
+fibrosis أو شيء معين. يعني الـ ocular movements okay.
+
+92
+00:07:08,620 --> 00:07:12,060
+هذه علامات تُعتبر من علامات الـ early onset
+
+93
+00:07:12,060 --> 00:07:17,900
+esotropia. تُضاف إلى العلامات اللي بتخلّيني أصل بكل
+
+94
+00:07:17,900 --> 00:07:22,580
+تأكد للتشخيص. من ضمن العلامات، الـ angle large. وعشان
+
+95
+00:07:22,580 --> 00:07:27,640
+هيك ما بيتخربطش فيها الإنسان. angle of squint is
+
+96
+00:07:27,640 --> 00:07:34,200
+large. يعني إيسوتروبيا عندنا أكثر من أو تساوي
+
+97
+00:07:34,200 --> 00:07:40,090
+ثلاثين prism ديوبتر. ممكن توصل 60 و70 و90 برزم. ده
+
+98
+00:07:40,090 --> 00:07:43,930
+يُفضّل يكون عندي severe esotropia. طيب، في الـ primary
+
+99
+00:07:43,930 --> 00:07:47,970
+position، في عندي alternating fixation. يعني مرة
+
+100
+00:07:47,970 --> 00:07:51,790
+بيركز بعينه اليسرى، واليمنى بتدخل، ومرة بيركز
+
+101
+00:07:51,790 --> 00:07:56,970
+بعينه اليمنى، واليسرى بتدخل. إذا الـ primary
+
+102
+00:07:56,970 --> 00:08:02,490
+position، في الـ primary position alternating
+
+103
+00:08:02,490 --> 00:08:03,510
+fixation.
+
+104
+00:08:11,420 --> 00:08:15,320
+طيب، في الـ side gaze، الإنسان اللي ما بحتاج في حياته
+
+105
+00:08:15,320 --> 00:08:19,940
+بالضبط أنه يتطلع على اليمين مرة، وعلى الشمال مرة، في
+
+106
+00:08:19,940 --> 00:08:23,660
+عندي cross fixation في الـ side gaze. إيش يعني cross
+
+107
+00:08:23,660 --> 00:08:28,840
+fixation؟ بدنا نفهمها. يعني، في الـ early onset
+
+108
+00:08:28,840 --> 00:08:33,860
+esotropia، بيستخدم عينه اليسرى عشان رؤية الـ right
+
+109
+00:08:33,860 --> 00:08:40,100
+field، وبيستخدم عينه اليمنى عشان رؤية إيش؟ الـ left
+
+110
+00:08:40,100 --> 00:08:44,380
+field. بمعنى، كل عين ووين موجهة، بتشوف المنطقة اللي هي
+
+111
+00:08:44,380 --> 00:08:48,600
+موجهة عليها. طالما هو بيستخدم عينه اليمنى عشان يشوف
+
+112
+00:08:48,600 --> 00:08:51,620
+الـ left field، معناته هذه العين مش محتاجة تعمل
+
+113
+00:08:51,620 --> 00:08:56,160
+abduction، تمام؟ وعشان بيستخدم عينه اليسرى لرؤية الـ
+
+114
+00:08:56,160 --> 00:08:58,740
+right field، معناته الـ right eye مش محتاجة تعمل
+
+115
+00:08:58,740 --> 00:09:02,220
+abduction عند النظر لليمين. يعني بيستخدم عين واحدة
+
+116
+00:09:03,070 --> 00:09:06,970
+في كل lateral field. في كل lateral field. هذا ممكن
+
+117
+00:09:06,970 --> 00:09:10,970
+يُخَرْبِط الإنسان اللي بيفحص، ويقول ربما يكون عنده
+
+118
+00:09:10,970 --> 00:09:15,430
+bilateral sixth nerve palsy. ليش؟ هيظن الإنسان اللي
+
+119
+00:09:15,430 --> 00:09:18,610
+بيفحص، أن هذا ما فيش abduction عنده. هو في
+
+120
+00:09:18,610 --> 00:09:21,830
+abduction عنده، بس هو مش محتاج للـ abduction، لأنه في
+
+121
+00:09:21,830 --> 00:09:26,490
+عنده كفاية بما يلزم للرؤية. كفاية بما يلزم للرؤية.
+
+122
+00:09:26,490 --> 00:09:30,590
+ساعتها، إحنا لازم نتأكد هل في abduction ولا ما فيش
+
+123
+00:09:30,590 --> 00:09:32,990
+abduction، لأنه إذا ما فيش فعلاً abduction، معناته
+
+124
+00:09:32,990 --> 00:09:35,630
+التشخيص بتاع الـ early onset of esotropia ينهار
+
+125
+00:09:35,630 --> 00:09:40,470
+تماماً. إحنا قلنا من ضمن الشروط، no limitation of
+
+126
+00:09:40,470 --> 00:09:43,070
+ocular movement. لازم أتأكد أنه كل الـ ocular
+
+127
+00:09:43,070 --> 00:09:46,570
+movements في الـ eccentric gaze positions طبيعية.
+
+128
+00:09:46,570 --> 00:09:53,350
+طيب، كيف أتأكد أنه بيقدر يعمل abduction؟ هذه إحدى
+
+129
+00:09:53,350 --> 00:09:56,690
+الوسائل الممتازة. إذا ما جاش، طبعاً، الوسيلة الأخيرة
+
+130
+00:09:56,690 --> 00:09:59,750
+اللي بتبقى الجالة في حاجة اسمها doll's head maneuver،
+
+131
+00:09:59,750 --> 00:10:03,090
+يعني ببقى امسك الطفل من رأسه، وبلف رأسه على ناحية،
+
+132
+00:10:03,090 --> 00:10:06,430
+عيونه هيروح على ناحية التانية. فهلاحظ الـ abduction،
+
+133
+00:10:06,430 --> 00:10:10,230
+بعدين بلف رأسه على ناحية التانية، فعيونه بيروح عكس
+
+134
+00:10:10,230 --> 00:10:13,210
+ذلك. فبالتالي، ببقى لاحظ الـ abduction في العين
+
+135
+00:10:13,210 --> 00:10:17,710
+التانية. إذا…إذا عشان أعرف الـ abduction بيصير ولا
+
+136
+00:10:17,710 --> 00:10:23,110
+لأ، في عندي ثلاث وسائل. أول وسيلة، doll's head maneuver.
+
+137
+00:10:23,110 --> 00:10:29,930
+تاني
+
+138
+00:10:29,930 --> 00:10:34,970
+وسيلة، rotating the child. يعني
+
+139
+00:10:34,970 --> 00:10:41,050
+بامسك الطفل، وبلف فيه على أساس يصير عنده نستجمس…
+
+140
+00:10:41,050 --> 00:10:46,810
+rotation، نستجمس، وبالتالي بلا حظ… إحدى العينين، التانية
+
+141
+00:10:46,810 --> 00:10:50,330
+هتروح في وضع الـ upduction. بقى ألف العكس، العين
+
+142
+00:10:50,330 --> 00:10:53,190
+التانية هتروح في وضع الـ upduction. طب، ما نفعش، ساعتها
+
+143
+00:10:53,190 --> 00:10:59,570
+بأعمل covering of one eye. covering of one eye لفترة
+
+144
+00:10:59,570 --> 00:11:04,050
+ممكن دقائق، أو ممكن توصل لربع ساعة أو نصف ساعة.
+
+145
+00:11:04,050 --> 00:11:09,050
+covering of one eye. هاكتشف أن كل عين بتقدر تعمل
+
+146
+00:11:09,050 --> 00:11:18,330
+upduction، وبتأكد من أن القضية يعني مش قضية أنه
+
+147
+00:11:18,330 --> 00:11:21,470
+ما فيش abduction، أنه هذا just a cross fixation، تمام؟
+
+148
+00:11:21,470 --> 00:11:27,570
+just a cross fixation. من
+
+149
+00:11:27,570 --> 00:11:31,750
+ضمن العلامات. إحنا وصلنا كم علامة؟ ست علامات لغاية
+
+150
+00:11:31,750 --> 00:11:35,990
+الآن. من
+
+151
+00:11:35,990 --> 00:11:39,270
+ضمن العلامات أيضاً، rotating the child. هنا حكينا
+
+152
+00:11:40,510 --> 00:11:43,410
+هنا covering one eye، وبعدين بأعمل covering للتانية
+
+153
+00:11:43,410 --> 00:11:47,530
+عشان أشوف الـ abduction في العين اللي بتظل مفتوحة. من
+
+154
+00:11:47,530 --> 00:11:54,210
+ضمن العلامات أيضاً، الأطفال هدول، أو جزء منهم، بيكون
+
+155
+00:11:54,210 --> 00:11:59,010
+عنده nystagmus. عنده nystagmus، اللي هو رقم سبعة.
+
+156
+00:11:59,010 --> 00:12:02,370
+nystagmus، مش الكل حقيقة، بس كثير منهم بيكون عندهم
+
+157
+00:12:02,370 --> 00:12:08,710
+nystagmus. الـ nystagmus هذا إله عدة ميزات، تمام؟ وإله
+
+158
+00:12:08,710 --> 00:12:18,350
+نوعين، إما latent أو manifest. latent إيش
+
+159
+00:12:18,350 --> 00:12:22,330
+هو الـ nystagmus؟ خلّينا نعرف إيش هو الـ nystagmus. رَقْرَقة
+
+160
+00:12:22,330 --> 00:12:27,570
+العين، تمام؟ رَقْرَقة العين باختصار شديد، عشان اللي
+
+161
+00:12:27,570 --> 00:12:34,010
+بيحصلها، العين لما بتكون بتتطلع على target. الرقْرَقة
+
+162
+00:12:34,010 --> 00:12:37,370
+بتتم بحركة بيسموها defixating movement،
+
+163
+00:12:41,850 --> 00:12:47,930
+ثم حركة تصحيحية بيسموها refixating… refixating
+
+164
+00:12:47,930 --> 00:12:51,790
+movement. إيش يعني defixating movement؟ يعني العين
+
+165
+00:12:51,790 --> 00:12:57,570
+لما بتتطلع على target معين، مثلاً، في سبب معين بيحرفها عن
+
+166
+00:12:57,570 --> 00:13:00,910
+هذا الـ target. فبدل ما صورة الـ target تسقط على
+
+167
+00:13:00,910 --> 00:13:05,230
+الفوفيا، بتصير تسقط على extra foveal area. الدماغ
+
+168
+00:13:05,230 --> 00:13:10,350
+بنتبه، بيرجع الصورة على الفوفيا. فإذا defixating
+
+169
+00:13:10,350 --> 00:13:14,510
+movement، بعدين refixating movement. هذا نستجمسه
+
+170
+00:13:14,510 --> 00:13:19,270
+بصورة بسيطة جداً. إذا تساوت سرعة الـ defixating
+
+171
+00:13:19,270 --> 00:13:23,140
+movement مع الـ refixating movement، يعني الروحة و
+
+172
+00:13:23,140 --> 00:13:27,660
+الرجعة تساوت في السرعة، بتسمى pendular nystagmus.
+
+173
+00:13:27,660 --> 00:13:33,700
+عارفين
+
+17
+
+223
+00:17:32,510 --> 00:17:35,590
+Nystagmus, up-beating nystagmus، معناته الاتجاه
+
+224
+00:17:35,590 --> 00:17:39,130
+متغيرش عن الـ Nystagmus إلا في حالة الـ early onset
+
+225
+00:17:39,130 --> 00:17:44,500
+في حالة الـ early onset esotropia
+
+226
+00:17:44,500 --> 00:17:48,260
+نستجمس له الخصائص التالية، أول حاجة أنه latent، إيش
+
+227
+00:17:48,260 --> 00:17:52,300
+يعني latent؟ خفي، بمعنى هو مفتح عينيه الاتنين، مافيش
+
+228
+00:17:52,300 --> 00:17:57,500
+بنغطي عين، بينشأ الـ latent nystagmus اللي هو
+
+229
+00:17:57,500 --> 00:18:00,780
+عبارة عن jerk nystagmus، اتجاهه في اتجاه العين
+
+230
+00:18:00,780 --> 00:18:04,400
+المفتوحة، يعني لما بنغطي لطفل اللي عنده early
+
+231
+00:18:04,400 --> 00:18:07,780
+onset esotropia، بنغطيله عينه اليمين، بيصير عنده
+
+232
+00:18:07,780 --> 00:18:11,420
+jerk nystagmus في عينه الشمال، واتجاهه وين؟ بيسموه
+
+233
+00:18:11,420 --> 00:18:14,980
+left-beating nystagmus، تمام؟ غطينا العين اليمين،
+
+234
+00:18:14,980 --> 00:18:18,160
+اتحول من left-beating لـ right-beating، لـ right
+
+235
+00:18:18,160 --> 00:18:23,460
+beating، فإذا هو latent وبيغير اتجاهه حسب اتجاه
+
+236
+00:18:23,460 --> 00:18:27,920
+العين، الـ open eye، يعني اتجاهه يساوي اتجاه الـ open
+
+237
+00:18:27,920 --> 00:18:30,940
+eye، معناته مرة بيكون right-beating ومرة بيكون
+
+238
+00:18:30,940 --> 00:18:35,740
+left-beating، طيب أيضاً من خصائص بعض المرضى اللي
+
+239
+00:18:35,740 --> 00:18:38,200
+عندهم early onset esotropia، ممكن يكون عندهم
+
+240
+00:18:38,200 --> 00:18:44,240
+manifest latent nystagmus، هو نفس الـ latent nystagmus، ليش
+
+241
+00:18:44,240 --> 00:18:48,160
+سمينا manifest latent؟ هو بيظهر بدون ما نغطي أي عين
+
+242
+00:18:48,160 --> 00:18:51,440
+من العينين، بس لما بنغطي عين من العينين بتزيد
+
+243
+00:18:51,440 --> 00:18:56,100
+شدته، بتزيد شدته، يعني هو موجود بصورة خفيفة، غطينا
+
+244
+00:18:56,100 --> 00:19:00,060
+عين من العينين، زاد بكثير، فبالتالي بنسميه manifest
+
+245
+00:19:00,060 --> 00:19:03,080
+latent، يعني في جزء منه manifest وجزء منه إيش؟
+
+246
+00:19:03,080 --> 00:19:08,950
+latent، أما الـ latent بيكون هو مفتح عينيه الاتنين، وضعه
+
+247
+00:19:08,950 --> 00:19:12,350
+كويس، مش مبين أي نستجمس عنده، إذا سابع علامة
+
+248
+00:19:12,350 --> 00:19:17,310
+manifest، latent، نستجمس أو نستجمس بصورة عامة،
+
+249
+00:19:17,310 --> 00:19:22,750
+واللي قلنا عنه إيش؟ jerk nystagmus، لغاية الآن سابع
+
+250
+00:19:22,750 --> 00:19:29,350
+علامات، بدنا نكمل بعد هيك، قلنا
+
+251
+00:19:29,350 --> 00:19:33,600
+refractive error، حنخليها من ضمن العلامة التانية طبعاً،
+
+252
+00:19:33,600 --> 00:19:36,380
+في حدود الـ plus واحد لـ plus اتنين، وهذه مش
+
+253
+00:19:36,380 --> 00:19:42,040
+significant، لأنها تعتبر مناسبة لسن الطفل، تمام؟
+
+254
+00:19:42,040 --> 00:19:46,620
+مناسبة لسن الطفل، أيضاً في نوع تاني من الـ nystagmus
+
+255
+00:19:46,620 --> 00:19:52,800
+بدنا نحكي عنه بتفصيل شوية، اللي هو asymmetry of
+
+256
+00:19:52,800 --> 00:19:56,540
+optokinetic nystagmus،  optokinetic nystagmus،
+
+257
+00:19:56,540 --> 00:20:02,680
+عارفين الـ optokinetic drum؟ الـ optokinetic drum لو
+
+258
+00:20:02,680 --> 00:20:07,120
+أنا مشيته أو لفيته أمام عين واحد، عينه هتتبع الـ
+
+259
+00:20:07,120 --> 00:20:09,820
+target اللي عليها، أو الخطوط اللي عليها، الـ stripes
+
+260
+00:20:09,820 --> 00:20:15,180
+اللي عليها، باتجاه الحركة، هتعمل pursuit بعدين ترجع
+
+261
+00:20:15,180 --> 00:20:18,420
+تستجيب للخط اللي بعده، أو الـ target اللي بعده، يعني
+
+262
+00:20:18,420 --> 00:20:22,200
+هتعمل pursuit باتجاه معين، بعدين تعمل saccade بالاتجاه
+
+263
+00:20:22,200 --> 00:20:28,060
+اللي هو عكسه، وجدوا عند الأطفال الطبيعيين،  نحكي عن
+
+264
+00:20:28,060 --> 00:20:36,770
+الطفل الطبيعي، الطفل الطبيعي، لو سكرنا عين من عينيه
+
+265
+00:20:36,770 --> 00:20:44,050
+الاتنين واختبرنا الـ monocular، monocular optokinetic
+
+266
+00:20:44,050 --> 00:20:50,050
+nystagmus هذا،
+
+267
+00:20:50,050 --> 00:20:55,270
+الطفل عمره أقل من ست شهور، أقل من ست شهور، وطبيعي،
+
+268
+00:20:55,270 --> 00:20:56,190
+طفل طبيعي،
+
+269
+00:20:58,770 --> 00:21:03,050
+خلينا الـ optokinetic drum تلف بالاتجاه هذا، من الـ
+
+270
+00:21:03,050 --> 00:21:06,430
+nasal، من اتجاه الـ nasal للعين هذه، باتجاه الـ
+
+271
+00:21:06,430 --> 00:21:10,590
+temporal، بعدين هنلاحظ أنه صار عنده optokinetic
+
+272
+00:21:10,590 --> 00:21:14,050
+nystagmus، بعدين عكسنا اللف، يعني صارت من الـ
+
+273
+00:21:14,050 --> 00:21:18,650
+temporal للـ nasal، بنلاقي أي طفل طبيعي تحت سن ست
+
+274
+00:21:18,650 --> 00:21:25,230
+شهور، الـ response بتاعه لما نلف له الـ drum هذه من الـ
+
+275
+00:21:25,230 --> 00:21:29,530
+nasal side للـ temporal side، يعني بالاتجاه…
+
+276
+00:21:29,530 --> 00:21:34,320
+بالاتجاه هذا، تمام؟ أمام عينه، تمام؟ less well
+
+277
+00:21:34,320 --> 00:21:38,760
+developed than، لما نلف له باتجاه العكسي، يعني الـ
+
+278
+00:21:38,760 --> 00:21:41,780
+response بتاعه بيكون أضعف، لما نلف له من الـ nasal للـ
+
+279
+00:21:41,780 --> 00:21:45,780
+temporal، وبكون أقوى لما نلف له من الـ temporal للـ
+
+280
+00:21:45,780 --> 00:21:49,180
+nasal، لغاية ست شهور من العمر، هذا موجود عند الأطفال
+
+281
+00:21:49,180 --> 00:21:53,100
+الطبيعيين، وبيطلق عليه asymmetry of optokinetic
+
+282
+00:21:53,100 --> 00:21:57,820
+nystagmus، يعني الـ monocular nystagmus، لما ألف الـ
+
+283
+00:21:57,820 --> 00:22:00,600
+optokinetic drum هيك من الـ nasal للـ temporal،
+
+284
+00:22:00,600 --> 00:22:03,760
+بيعطيني response، بس هذا الـ response أضعف من ما ألف
+
+285
+00:22:03,760 --> 00:22:09,360
+في العكس، تمام؟ بعد سن ست شهور بيصير symmetric، إلا
+
+286
+00:22:09,360 --> 00:22:12,160
+عند الـ early onset of esotropia، هذا بيظل على طول،
+
+287
+00:22:12,160 --> 00:22:16,100
+بيظل على طول asymmetry of optokinetic nystagmus،
+
+288
+00:22:16,100 --> 00:22:20,200
+عشان نفهم الكلمة هاي من وين اجت، طبعاً احنا باختصار،
+
+289
+00:22:20,200 --> 00:22:22,900
+لما بيقول asymmetry of optokinetic nystagmus، بيبقى
+
+290
+00:22:22,900 --> 00:22:27,820
+نفهم هذا الكلام اللي حكيناه، أيضاً من ضمن العلامات
+
+291
+00:22:27,820 --> 00:22:30,940
+المميزة، واللي ممكن تكون أو ما تكونش، ساعة ما ييجي
+
+292
+00:22:30,940 --> 00:22:36,800
+الطفل عندي للفحص، وصلنا أي رقم يا بنات؟ تمانية ولا
+
+293
+00:22:36,800 --> 00:22:40,440
+تسعة؟ تسعة، تمانية، تمانية، تسعة، تمانية، تسعة، تمانية،
+
+294
+00:22:40,440 --> 00:22:40,600
+تسعة، تمانية، تسعة، تمانية، تمانية، تمانية، تمانية،
+
+295
+00:22:40,600 --> 00:22:42,020
+تمانية، تمانية، تمانية، تمانية، تمانية، تمانية، تمانية،
+
+296
+00:22:42,020 --> 00:22:47,160
+تمانية، تمانية، تمانية، تمانية، تمانية، تمانية، تمانية،
+
+297
+00:22:47,160 --> 00:22:48,140
+تمانية، تمانية، تمانية، تمانية، تمانية، تمانية، تمانية،
+
+298
+00:22:48,140 --> 00:22:48,440
+تمانية، تمانية، تمانية، تمانية، تمانية، تمانية، تمانية،
+
+299
+00:22:48,440 --> 00:22:50,940
+تمانية، تمانية، تمانية، تمانية، هذا بيظهر عند
+
+300
+00:22:50,940 --> 00:22:55,340
+اختبار الـ optokinetic drum، تمام؟ أما هذا موجود مع
+
+301
+00:22:55,340 --> 00:22:58,860
+كتير من المرضى اللي عندهم early onset esotropia،
+
+302
+00:22:58,860 --> 00:23:04,560
+الآن بنيجي للتاسعة، اللي هي بعض المرضى، أو كثير من
+
+303
+00:23:04,560 --> 00:23:09,100
+المرضى، ممكن خمسين في المئة أو أكثر، بيكون عندهم IOO،
+
+304
+00:23:09,100 --> 00:23:13,200
+inferior oblique over action، الـ inferior oblique
+
+305
+00:23:13,200 --> 00:23:20,940
+في أي وضع بنختبرها؟ in and up، هذا المريض أو هذا
+
+306
+00:23:20,940 --> 00:23:23,840
+الطفل، لما يكون عنده مثلاً right inferior oblique
+
+307
+00:23:23,840 --> 00:23:27,320
+over action، لما بنقوله يتطلع على الـ left، بنلاقي
+
+308
+00:23:27,320 --> 00:23:32,140
+المنظر هذا، هذه بتسمى inferior oblique over action،
+
+309
+00:23:32,140 --> 00:23:35,520
+يعني بدل ما العينين يروحوا بالتساوي وبالتوازن،
+
+310
+00:23:35,520 --> 00:23:41,500
+وعلى نفس الـ level، to the left side، طالما اجت العين
+
+311
+00:23:41,500 --> 00:23:45,330
+في وضع الـ adduction، اللي هو وضع عمل الأبليكات،
+
+312
+00:23:45,330 --> 00:23:48,910
+بنلاقي العين شردة لفوق، لأنه في عنده inferior
+
+313
+00:23:48,910 --> 00:23:53,530
+oblique over action، هذه right، وهنا ممكن تكون
+
+314
+00:23:53,530 --> 00:23:59,590
+unilateral أو bilateral، هنا left inferior oblique
+
+315
+00:23:59,590 --> 00:24:03,870
+over action، أيضاً من ضمن العلامات اللي هي العلامة
+
+316
+00:24:03,870 --> 00:24:05,650
+العاشرة، DVD
+
+317
+00:24:13,030 --> 00:24:18,370
+Dissociated Vertical Deviation، لغاية بلوغ هدول
+
+318
+00:24:18,370 --> 00:24:23,110
+الأطفال سن الثلاث سنوات، كثير منهم، كثير منهم بيصير
+
+319
+00:24:23,110 --> 00:24:27,270
+معه DVD، وخاصة إذا كان من علاماته الأولية، وهو
+
+320
+00:24:27,270 --> 00:24:30,710
+عمره صغير، كان من عنده، من ضمن العلامات، موجود، أن
+
+321
+00:24:30,710 --> 00:24:34,530
+استجمسنا هذا، بنتوقع جداً بعد هيك أنه يصير عنده DVD،
+
+322
+00:24:35,340 --> 00:24:39,520
+بنتوقع جداً يصير عنده DVD، dissociated vertical
+
+323
+00:24:39,520 --> 00:24:43,900
+deviation، أثناء ما هذا المريض أو هذا الطفل يكون
+
+324
+00:24:43,900 --> 00:24:47,980
+مركز في شيء معين، بنلاقي إحدى العين تطلع، أو لما
+
+325
+00:24:47,980 --> 00:24:52,240
+أغطي العين الثانية، العين اللي تحت الغطاء أو اللي
+
+326
+00:24:52,240 --> 00:24:57,340
+بيوصلها ضوء أقل، بنلاقيها عاملة slow up movement
+
+327
+00:24:57,340 --> 00:25:03,400
+with x cyclotorsion، يعني بتطلع لفوق، بنفرض غطينا
+
+328
+00:25:03,400 --> 00:25:08,310
+العين، هاي غطينا العين هاي، هاي الغطاء، بنلاقي أن هذه
+
+329
+00:25:08,310 --> 00:25:13,810
+العين طلعت بالتدريج لفوق، وعملت كمان إيش؟ X-
+
+330
+00:25:13,810 --> 00:25:20,810
+cyclotorsion، يعني تحت الغطاء هتكون مبينة إيش؟ عاملة
+
+331
+00:25:21,130 --> 00:25:25,230
+لفوق و X-cyclotorsion، وهذه من الحالات النادرة اللي
+
+332
+00:25:25,230 --> 00:25:29,110
+احنا بنشوف فيها الـ X-cyclotorsion، عيناً احنا قلنا
+
+333
+00:25:29,110 --> 00:25:32,090
+التورشين، الـ movement متكونش واضحة لنا في الوضع
+
+334
+00:25:32,090 --> 00:25:36,470
+الطبيعي، بس هنا ممكن يكون الـ DVD severe ونلاحظه
+
+335
+00:25:36,470 --> 00:25:41,090
+بالعين المجردة، وببساطة نلاحظ كيف العين بتطلع، وكيف
+
+336
+00:25:41,090 --> 00:25:44,610
+بتعمل X-cyclotorsion، وايضاً لما نرفع الغطاء
+
+337
+00:25:44,610 --> 00:25:47,850
+عنها، كيف بتنزل، وكيف بتعمل intorsion عشان ترجع
+
+338
+00:25:47,850 --> 00:25:52,770
+لوضعها الطبيعي، الآن لما بنرفع الغطاء وبتنزل لوضعها
+
+339
+00:25:52,770 --> 00:25:56,690
+الطبيعي، المفروض لما تنزل حسب Hering’s law، هادي إيش؟
+
+340
+00:25:56,690 --> 00:26:00,510
+بتنزل، إلا أنه هادي بتنزل لحالها بدون أي حركة منها،
+
+341
+00:26:00,510 --> 00:26:05,450
+عشان هيك الـ DVD هي الاستثناء الوحيد الذي لا يخضع
+
+342
+00:26:05,450 --> 00:26:09,210
+له Hering’s law، فاكرين في حوايج واحد احنا حكينا هنا
+
+343
+00:26:09,210 --> 00:26:11,910
+Hering’s law له استثناء وحيد، وSherrington’s law له
+
+344
+00:26:11,910 --> 00:26:15,990
+استثناء وحيد، اللي هو Duane syndrome، إذا الـ DVD
+
+345
+00:26:15,990 --> 00:26:20,450
+اللي هي dissociated vertical deviation، وعشان هيك
+
+346
+00:26:20,450 --> 00:26:24,390
+أخذت اسم dissociated، لأنه أثناء تعديلها لنفسها،
+
+347
+00:26:24,390 --> 00:26:28,090
+تمام؟ بعد ما نرفع الغطاء، أو بعد ما ينتبه هذا الطفل،
+
+348
+00:26:28,090 --> 00:26:33,490
+ما بيصيرش عمل مرافق من العين الثانية، أن هذه نزلت،
+
+349
+00:26:33,490 --> 00:26:37,670
+هذه تنزل على جبلها، لأ، هذه بتطلع لحالها under
+
+350
+00:26:37,670 --> 00:26:42,630
+cover، وبتنزل لوضعها الطبيعي بدون يعني ما تخضع لـ
+
+351
+00:26:42,630 --> 00:26:48,270
+Hering’s law، طبعاً هنا الـ early onset esotropia
+
+352
+00:26:48,270 --> 00:26:51,810
+بالـ Hirschberg test، بتكون تقريباً ثلاثين present، هو fixating
+
+353
+00:26:51,810 --> 00:26:56,750
+with the left eye، تمام؟ والـ right eye squinting،
+
+354
+00:26:56,750 --> 00:27:00,190
+طبعاً عنده كمان، بالإضافة للـ early onset esotropia،
+
+355
+00:27:00,190 --> 00:27:04,750
+عنده الـ pseudoesotropia، لأنه Epicanthic fold،
+
+356
+00:27:04,750 --> 00:27:08,310
+Epicanthic fold، طبعاً هذا بالنسبة للـ cross-
+
+357
+00:27:08,310 --> 00:27:11,890
+fixation، هو بيستخدم عينه الشمال للـ right field،
+
+358
+00:27:11,890 --> 00:27:15,770
+وعينه اليمين للـ left field، بينما لما أعمل cover test،
+
+359
+00:27:15,770 --> 00:27:20,330
+باكتشف أن الـ left eye بتقدر تعمل abduction، فهذا مش
+
+360
+00:27:20,330 --> 00:27:23,430
+موضوع sixth nerve palsy أو restriction في الـ
+
+361
+00:27:23,430 --> 00:27:23,930
+abduction،
+
+362
+00:27:27,100 --> 00:27:30,340
+كيف نعالج هدول المرضى اللي عندهم early onset
+
+363
+00:27:30,340 --> 00:27:34,160
+esotropia؟ نرجع للـ history taking، ونقول احنا غالباً
+
+364
+00:27:34,160 --> 00:27:38,300
+لما بناخد history وبنكتشف أن الـ onset of squint
+
+365
+00:27:38,300 --> 00:27:42,880
+before six months of age، يعني as earlier onset،
+
+366
+00:27:42,880 --> 00:27:48,220
+يعني means most probably we will need surgery، إذا
+
+367
+00:27:48,220 --> 00:27:51,920
+early ocular alignment gives the best chance of
+
+368
+00:27:51,920 --> 00:27:55,200
+child developing some kind of، some form of،
+
+369
+00:27:55,200 --> 00:28:00,390
+binocular function، حقيقة زمان، في بداية القرن
+
+370
+00:28:00,390 --> 00:28:06,530
+العشرين وما سبق، كان في جدال بين العلماء على موضوع
+
+371
+00:28:06,530 --> 00:28:09,750
+الـ early onset esotropia، يا ترى مستاهل نشتغل جراحة
+
+372
+00:28:09,750 --> 00:28:15,220
+ولا فيش أمل في استعادة الـ binocularity؟ Worth، سمعته
+
+373
+00:28:15,220 --> 00:28:18,880
+في الاسم هذا، Worth for the test، Worth، حقيقة كان له
+
+374
+00:28:18,880 --> 00:28:23,020
+نظرية أنه في عندي الـ fusion center خلقياً في الدماغ،
+
+375
+00:28:23,020 --> 00:28:25,960
+الـ fusion center اللي بدمج للصورتين، بيكون فيه
+
+376
+00:28:25,960 --> 00:28:29,420
+مشكلة أو مش متطور، وعشان هيك يعني مافيش أي فايدة
+
+377
+00:28:29,420 --> 00:28:31,580
+من إجراء الجراحة،
+
+378
+00:28:33,960 --> 00:28:39,020
+حاجة لأن مشكلة الـ early onset esotropia هي
+
+379
+00:28:39,020 --> 00:28:42,680
+مشكلة ميكانيكية، mechanical problem، وعشان هيك كل
+
+380
+00:28:42,680 --> 00:28:47,800
+ما أنا يعني سرعت في العلاج، كل ما أنا قدرت استعيد الـ
+
+381
+00:28:47,800 --> 00:28:52,110
+… اللي هو الـ binocularity ولو جزئياً، وأنه… أحصل
+
+382
+00:28:52,110 --> 00:28:58,470
+على stin refusal بدرجة يعني مقبولة وجيدة، طبعاً تقدم
+
+383
+00:28:58,470 --> 00:29:01,790
+علم التخدير، تقدم علم التخدير أدى إلى أنه فيه
+
+384
+00:29:01,790 --> 00:29:05,370
+إمكانية لإجراء الجراحة في أشهر مبكرة من عمر الطفل،
+
+385
+00:29:05,370 --> 00:29:10,690
+وفعلاً أجريت عمليات كثيرة على الأطفال تحت سن سنتين،
+
+386
+00:29:10,690 --> 00:29:14,350
+أو بالأحسن من سن ست شهور لسن سنتين، ووجدوا أنه فيه
+
+387
+00:29:14,350 --> 00:29:18,230
+good results، وهذا شجع أن النظرية الثانية ربما تكون
+
+388
+00:29:18,230 --> 00:29:21,700
+هي الأشهر، يعني الأفضل أقوله مش… مش قضية أن fusion
+
+389
+00:29:21,700 --> 00:29:26,280
+center مش موجود، يعني ما… ما بنقدر احنا نصل مئة
+
+390
+00:29:26,280 --> 00:29:29,720
+بالمائة للوضع الأفضل أو السليم، بس ممكن نصل لوضع
+
+391
+00:29:29,720 --> 00:29:34,300
+ممتاز جداً، ويكون فيه some binocularity، طيب إيش
+
+392
+00:29:34,300 --> 00:29:37,500
+نعمل؟ طبعاً ideally، the eyes should be surgically
+
+393
+00:29:37,500 --> 00:29
+
+445
+00:33:14,430 --> 00:33:17,830
+على الرغم من أن الـ bifovial fixation بتحققش بس
+
+446
+00:33:17,830 --> 00:33:20,950
+هيكون في عندي فوفيا وهيكون عندي صدوفوفيا يعني
+
+447
+00:33:20,950 --> 00:33:22,570
+هيكون mono fixation
+
+448
+00:33:31,560 --> 00:33:37,760
+الصورة العليا قبل التدخل الجراحي، والصورة السفلى
+
+449
+00:33:37,760 --> 00:33:41,380
+بعد التدخل الجراحي طبعًا، good ocular alignment
+
+450
+00:33:43,950 --> 00:33:47,030
+وإذا كان في عندي inferior oblique over action، لازم
+
+451
+00:33:47,030 --> 00:33:51,010
+أتعامل معه، ما هو العلاج التابع للعلاج الرئيسي
+
+452
+00:33:51,010 --> 00:33:54,230
+اللي هو العملية، أول حاجة الـ under correction يعني
+
+453
+00:33:54,230 --> 00:33:58,190
+احتمال يصير عندي under correction، بمعنى كان عندي
+
+454
+00:33:58,190 --> 00:34:02,170
+الـ angle مثلاً خمسين prism، بعد العملية لجيت إنها
+
+455
+00:34:02,170 --> 00:34:06,950
+عشرين prism، تحسنت طبعًا، تحسنت بس ما نزلت تحت
+
+456
+00:34:06,950 --> 00:34:10,430
+العشرة، إحنا اتفقنا إن اللي بينزل تحت العشرة قياسه
+
+457
+00:34:10,430 --> 00:34:14,610
+يُعتبر satisfactory result، إذا الخمسين prism لما
+
+458
+00:34:14,610 --> 00:34:18,610
+صارت عندي عشرين prism، إيزوتروبيا، معناته لسه عندي
+
+459
+00:34:18,610 --> 00:34:22,390
+الطفل under corrected، ما تحصلش كامل، وبالتالي بده
+
+460
+00:34:22,390 --> 00:34:26,310
+إيش شغل كمان، عملية جراحية على العضلات اللي
+
+461
+00:34:26,310 --> 00:34:29,410
+ما انشغلتش، جاب الـ inferior oblique over
+
+462
+00:34:29,410 --> 00:34:33,390
+action، ممكن ما تكونش ساعة ما ييجي الطفل، بس ممكن
+
+463
+00:34:33,390 --> 00:34:37,790
+تتطور بعد هيك، غالبًا على عمر سنتين، وممكن تحتاج
+
+464
+00:34:37,790 --> 00:34:43,330
+يعني جراحة، إحنا لما بنقول عضلة over acting، معناته
+
+465
+00:34:43,330 --> 00:34:46,690
+الجراحة بتاعتها weakening، هي over acting، بدي
+
+466
+00:34:46,690 --> 00:34:50,410
+أضعفها عشان ما تصيرش over acting، في وسائل كتير
+
+467
+00:34:50,410 --> 00:34:55,940
+يعني لتضعيفها، وهنيجي نحكي عنها في حينه في الـ ..
+
+468
+00:34:55,940 --> 00:35:01,080
+يعني محاضرة اللي هو الـ strabismus surgery طبعًا
+
+469
+00:35:01,080 --> 00:35:04,480
+من ضمن الأشياء اللي بتضعف فيها اللي هو الـ الـ
+
+470
+00:35:04,480 --> 00:35:06,600
+weakening procedures بتاعة الـ inferior oblique
+
+471
+00:35:06,600 --> 00:35:09,760
+زي الـ recession الإرخاء، زي الـ disinsertion الخلع
+
+472
+00:35:09,760 --> 00:35:15,060
+من مكانها، أو الـ myectomy لإزالة جزء منها بالكامل
+
+473
+00:35:15,060 --> 00:35:19,040
+إزالة جزء منها بالكامل، هاي الـ inferior oblique
+
+474
+00:35:19,040 --> 00:35:21,640
+over action، left inferior oblique over action
+
+475
+00:35:25,200 --> 00:35:30,120
+الـ DVD أيضًا بتصير عند بعض الناس اللي عندهم early
+
+476
+00:35:30,120 --> 00:35:35,420
+onset esotropia، ممكن العملية تكون ناجحة جدًا، وبعد
+
+477
+00:35:35,420 --> 00:35:38,720
+فترة ييجوا الأهل يشكوا إنه صار لاحظوا شيء غريب
+
+478
+00:35:38,720 --> 00:35:43,810
+فبالتالي من البداية .. من البداية لما بدي بقى أحكي
+
+479
+00:35:43,810 --> 00:35:48,570
+بعد الفحص مع الأهل، وبحكي لهم عن المشكلة الرئيسية
+
+480
+00:35:48,570 --> 00:35:52,110
+اللي هي الـ esotropia، الـ L6 esotropia، بدي أعطي
+
+481
+00:35:52,110 --> 00:35:55,090
+تحذير للأهل إنه في احتمال يصير عندي inferior
+
+482
+00:35:55,090 --> 00:35:58,830
+oblique overacting، زيادة نشاط في عضلة .. في
+
+483
+00:35:58,830 --> 00:36:03,950
+العضلة المائلة السفلية، أو بيتسمى بلغتنا هنا حوالي
+
+484
+00:36:03,950 --> 00:36:08,370
+حَوَربِي تمام؟ وممكن أرسمه إليهم على ورق عشان إنه
+
+485
+00:36:08,370 --> 00:36:13,980
+إيش؟ هذا أو حوالي رأسي غير متجانس، DVD، إنه بعض الـ ..
+
+486
+00:36:13,980 --> 00:36:18,980
+هذا لما يصير، ممكن تطلع عينه لفوق، أو لما يكون مركز
+
+487
+00:36:18,980 --> 00:36:22,940
+في .. في شيء معين، ليش أنا بحذر الأهل من هذه القضية؟
+
+488
+00:36:22,940 --> 00:36:26,520
+حتى لما تصير، ما يفكروش إن هذه القضية ناتجة عن
+
+489
+00:36:26,520 --> 00:36:29,680
+العملية اللي أجريت، ناتجة عن العملية اللي أجريت
+
+490
+00:36:29,680 --> 00:36:33,720
+بحذرهم وبقول لهم احتمال يحتاج العملية لهذه الأشياء
+
+491
+00:36:33,720 --> 00:36:37,440
+إذا ظهرت، ما ظهرتش معناته ما إحنا مش محتاجين لإجراء
+
+492
+00:36:37,440 --> 00:36:41,760
+أي تدخل في هذه القضية، إيش هي الـ DVD؟ عبارة عن up
+
+493
+00:36:41,760 --> 00:36:46,500
+and drift with x-cyclotorsion، يعني بنحكي عن العين
+
+494
+00:36:46,500 --> 00:36:51,620
+اليمين، up and drift with x-cyclotorsion، تمام، drift
+
+495
+00:36:51,620 --> 00:36:56,730
+يعني ببطء، تمام، of the eye when undercover، لما بتكون
+
+496
+00:36:56,730 --> 00:37:01,230
+مغطية العين، أو لما .. spontaneous، لحالها، لما يكون
+
+497
+00:37:01,230 --> 00:37:05,270
+المريض مش منتبه، أو سرحان، أو سرحان، لما بنرفع الـ
+
+498
+00:37:05,270 --> 00:37:10,210
+cover، أو المريض بينتبه، الـ affected eye will move
+
+499
+00:37:10,210 --> 00:37:13,110
+down without a corresponding down drift of the
+
+500
+00:37:13,110 --> 00:37:16,650
+other eye، طالما ما صارش down drift of other eye، هذه
+
+501
+00:37:16,650 --> 00:37:20,250
+نزلت من فوق، هذه ما نزلتش من الـ primary position
+
+502
+00:37:20,250 --> 00:37:24,010
+معناته الـ DVD does not obey Hering's law، لا تخضع
+
+503
+00:37:24,010 --> 00:37:29,610
+ولا تحترم Hering's law، وبالتالي يعني هذه الاستثناء
+
+504
+00:37:29,610 --> 00:37:34,030
+الوحيد، لما أنا بشوف في عين الـ DVD، لازم أحاول أبحث
+
+505
+00:37:34,030 --> 00:37:37,350
+عن الـ DVD في العين الثانية، ممكن يكون في العين
+
+506
+00:37:37,350 --> 00:37:40,390
+الثانية الـ DVD خفيف جدًا، لدرجة إني أفكر إنه مش
+
+507
+00:37:40,390 --> 00:37:46,310
+موجود، تمام؟ حصلت كتير إنه تم إجراء عملية جراحية للـ
+
+508
+00:37:46,310 --> 00:37:50,350
+DVD في one eye، وبعد ما اتصلحت الـ DVD في one eye
+
+509
+00:37:50,350 --> 00:37:53,850
+اكتشفنا تمام إنه في في الـ other eye، بس كان خفيف
+
+510
+00:37:53,850 --> 00:37:58,930
+أمتى ظهر؟ لما اتصلح الـ DVD الأشد، تمام؟ فبالتالي لازم
+
+511
+00:37:58,930 --> 00:38:03,410
+أحاول إنه اكتشف، هو غالبًا الـ DVD بيكون في الـ both
+
+512
+00:38:03,410 --> 00:38:06,350
+eyes، بس بيكون asymmetrical، في عين شديد، وفي عين
+
+513
+00:38:06,730 --> 00:38:12,450
+بكون خفيف، طبعًا surgical treatment للـ DVD is
+
+514
+00:38:12,450 --> 00:38:15,010
+indicated when the condition is cosmetically
+
+515
+00:38:15,010 --> 00:38:18,750
+unacceptable، في ناس عندهم DVD خفيفة جدًا، يدوبها
+
+516
+00:38:18,750 --> 00:38:22,620
+ملاحظة الإنسان اللي بيدقق كتير، اللي بلاحظها، أما في
+
+517
+00:38:22,620 --> 00:38:26,760
+الأوضاع العادية، مش ملاحظة، هذا ما بلزموش حاجة، بس ..
+
+518
+00:38:26,760 --> 00:38:29,600
+يعني just follow up، أما بالنسبة إذا كان
+
+519
+00:38:29,600 --> 00:38:33,540
+cosmetically unacceptable، يعني لما بيسرح أو بيركز
+
+520
+00:38:33,540 --> 00:38:36,880
+في شيء، عينه بتطلع كتير وواضحة جدًا، ساعتها هذا بدي
+
+521
+00:38:36,880 --> 00:38:42,100
+تدخل جراحي بهدف إنه تحسين المنظر، أو يعني تحسين
+
+522
+00:38:42,100 --> 00:38:46,820
+اللي هو الـ cosmetic issue، طبعًا وسائل علاج الـ DVD
+
+523
+00:38:46,820 --> 00:38:52,110
+حاجتين، إما أنا بعمل superior rectus recession، أو
+
+524
+00:38:52,110 --> 00:38:56,590
+بعمل inferior oblique anterior transposition، وهذا
+
+525
+00:38:56,590 --> 00:39:00,330
+هنيجي نشرحه في واجهة اللي هو محاضرة اللي هي الـ
+
+526
+00:39:00,330 --> 00:39:03,430
+squint surgery، إما برخي الـ superior rectus، عشان ما
+
+527
+00:39:03,430 --> 00:39:07,750
+تقدرش العين تطلع لفوق، وممكن أعملها posterior
+
+528
+00:39:07,750 --> 00:39:12,870
+fixation suture، وهذا برضه هنحكي عنه، أو إني بعملها
+
+529
+00:39:12,870 --> 00:39:17,090
+إيش؟ inferior oblique anterior transposition، بس
+
+530
+00:39:17,090 --> 00:39:19,550
+نحكي كلمة بسيطة، الـ inferior oblique، الـ insertion
+
+531
+00:39:19,550 --> 00:39:20,850
+بتاعها وين؟
+
+532
+00:39:23,520 --> 00:39:28,140
+Posterior Inferior Temporal Quadrant، Posterior
+
+533
+00:39:28,140 --> 00:39:32,020
+إذا هي في الـ posterior، بعد الـ equator، بتتثبت جوا
+
+534
+00:39:32,020 --> 00:39:35,620
+تمام؟ الآن لما بقول anterior transposition، يعني
+
+535
+00:39:35,620 --> 00:39:39,060
+بدي أمسك الـ insertion بتاعها، أشيله من مكانه، وأ-
+
+536
+00:39:39,060 --> 00:39:42,400
+حطه قدام الـ equator، فبتصير بدل ما هي elevator
+
+537
+00:39:42,400 --> 00:39:45,840
+بتصير depressor، فبيصير عندي تلاتة depressor في
+
+538
+00:39:45,840 --> 00:39:49,720
+العين، وone elevator، اللي هي superior rectus، وهذا
+
+539
+00:39:49,720 --> 00:39:51,580
+هنيجي نشرحه في وقته
+
+540
+00:39:54,270 --> 00:39:57,830
+هذه العين الشمال، فيها DVD، Undercover، طلعت مقارنة
+
+541
+00:39:57,830 --> 00:40:01,350
+مع العين اليمين، وفي الـ practice، هنورّجيكم إن شاء
+
+542
+00:40:01,350 --> 00:40:06,810
+الله بعض الحالات، من ضمن المتابعات اللي أنا بتابعها
+
+543
+00:40:06,810 --> 00:40:09,750
+على مريض الـ early onset esotropia، الأمبيوبيا
+
+544
+00:40:12,300 --> 00:40:17,760
+ممكن تتطور عند 50% من الحالات، ويمكن أكثر، لأن بعد
+
+545
+00:40:17,760 --> 00:40:21,900
+العملية، كثير من الأطفال يفضلوا عين معينة للـ
+
+546
+00:40:21,900 --> 00:40:24,920
+fixation، فالعين الثانية هي الـ microtropic
+
+547
+00:40:27,650 --> 00:40:31,630
+amblyopic، فممكن تصير amblyopic، طبعًا أنا بدي مهم
+
+548
+00:40:31,630 --> 00:40:36,210
+جدا، مهم جدًا، أَتَّبِع الموضوع هذا، وأستعمل الـ anti-
+
+549
+00:40:36,210 --> 00:40:40,570
+amblyopia therapy، مثلاً الـ patching، أو ما شبه، عشان
+
+550
+00:40:40,570 --> 00:40:44,690
+هذا عشان أتجنب الـ amblyopia، أيضًا من ضمن المتابعات
+
+551
+00:40:44,690 --> 00:40:47,910
+مش معناته أنا عملت له cycloplegic refraction قبل
+
+552
+00:40:47,910 --> 00:40:51,230
+العملية مرة، إذا إن خلصنا لأ، إحنا عارفين إن الـ
+
+553
+00:40:51,230 --> 00:40:54,830
+curve بتاع الـ hypermetropia بيصعد بعد سن السنتين
+
+554
+00:40:54,830 --> 00:40:58,800
+لغاية ست سنوات، احتمال يحتاج refractive correction
+
+555
+00:40:58,800 --> 00:41:03,600
+ممكن العينين يكونوا well aligned وممتازين جدًا بعد
+
+556
+00:41:03,600 --> 00:41:07,320
+العملية، بس بعد سنة أو سنتين أو تلاتة، ييجوا الأهل
+
+557
+00:41:07,320 --> 00:41:13,600
+يقولوا إحنا رجعوا العينين في وضع ISO، أو يدخلوا جوا
+
+558
+00:41:13,600 --> 00:41:15,960
+معناته أنا ببدأ أفكر إن الطفل بدأ يعمل
+
+559
+00:41:15,960 --> 00:41:19,120
+accommodation، بدأ يلتحق في الروضة أو في المدرسة
+
+560
+00:41:19,120 --> 00:41:22,480
+فبالتالي بتعمله refraction، ضروري في المتابعات لو
+
+561
+00:41:22,480 --> 00:41:25,720
+كل ست شهور مرة، حتى إيش يعني إذا كان بلزم
+
+562
+00:41:25,720 --> 00:41:29,890
+correction، يعني أكون يعني جاهز بالـ correction
+
+563
+00:41:29,890 --> 00:41:35,130
+عشان يقْدِر يقرأ
+
+564
+00:41:36,980 --> 00:41:40,720
+إحنا جربنا نخلص الـ differential diagnosis، يعني إيش
+
+565
+00:41:40,720 --> 00:41:44,080
+الحاجات اللي بتشبه الـ esotropia، أو الـ early onset
+
+566
+00:41:44,080 --> 00:41:47,520
+esotropia، واللي لازم أنا آخذ بالي منها، الـ
+
+567
+00:41:47,520 --> 00:41:50,380
+differential diagnosis، congenital bilateral sixth
+
+568
+00:41:50,380 --> 00:41:53,520
+nerve palsy، كيف أتأكد إن الطفل هذا ما عنده sixth
+
+569
+00:41:53,520 --> 00:41:58,940
+nerve palsy؟ بغطي عينه، إذا اتحركت العين المفتوحة
+
+570
+00:41:58,940 --> 00:42:02,060
+في وضع الـ abduction، إذا هذا مش sixth nerve palsy، إذا
+
+571
+00:42:02,060 --> 00:42:05,750
+هذا مش sixth nerve palsy، الـ secondary، أو الـ Sensory
+
+572
+00:42:05,750 --> 00:42:09,150
+Esotropia due to organic eye disease، يعني من ضمن
+
+573
+00:42:09,150 --> 00:42:13,350
+الفحص، هنفحص الـ fundus، تمام؟ وهنعمل cycloplegic
+
+574
+00:42:13,350 --> 00:42:15,890
+refraction، هنشوف .. هنشوف الـ optical media، هل في
+
+575
+00:42:15,890 --> 00:42:20,030
+عندي congenital cataract، ولا مثلاً عندي vitreous
+
+576
+00:42:20,030 --> 00:42:24,390
+opacity، ولا retinal disease، تمام؟ فبالتالي الـ
+
+577
+00:42:24,390 --> 00:42:27,650
+sensory، أو الـ secondary، بيسموها Sensory Esotropia
+
+578
+00:42:27,800 --> 00:42:30,760
+نتيجة عن decrease في الـ sensation، وقولنا الـ
+
+579
+00:42:30,760 --> 00:42:33,860
+sensation بتاع العين هو الـ vision .. هو الـ vision
+
+580
+00:42:33,860 --> 00:42:38,280
+تمام؟ أو نستبعد blockage syndrome .. هذا نستبعد
+
+581
+00:42:38,280 --> 00:42:42,990
+blockage syndrome، هذا عبارة عن horizontal nystagmus
+
+582
+00:42:42,990 --> 00:42:46,810
+بس بيخف لما هذا الطفل يعمل convergence، فبيضطر يضال
+
+583
+00:42:46,810 --> 00:42:50,210
+عامل convergence، عشان يتخلص من الـ nystagmus، طب ليش
+
+584
+00:42:50,210 --> 00:42:53,170
+بده يتخلص من الـ nystagmus؟ عشان يوضح الصورة أمامه
+
+585
+00:42:53,170 --> 00:42:58,130
+العين وهي بتهتز، رؤيتها بتكون صعبة ومهتزة أمامه
+
+586
+00:42:58,130 --> 00:43:01,830
+فبالتالي الـ convergence dampens، بيخفف من الـ
+
+587
+00:43:01,830 --> 00:43:05,550
+horizontal nystagmus، طبعًا كيف نعرف إنه عنده
+
+588
+00:43:05,550 --> 00:43:08,570
+nystagmus blockage syndrome؟ الـ nystagmus، نقدر
+
+589
+00:43:08,570 --> 00:43:12,810
+نشوفه لما نعمل abduction، وعادة الطفل بيعمل face
+
+590
+00:43:12,810 --> 00:43:16,470
+turn to fixate in the abducted position، بالظبط
+
+591
+00:43:16,470 --> 00:43:20,310
+بيلف رأسه عشان هذه العين مثلاً تيجي في الـ abduction
+
+592
+00:43:20,310 --> 00:43:23,750
+هذه في الـ abduction، طب في الـ abduction بيبين إنه
+
+593
+00:43:23,750 --> 00:43:26,870
+استجمّاس، فبيغمض عينه بالطريقة هاي، وبيصير يتطلع
+
+594
+00:43:26,870 --> 00:43:30,730
+بالقُدَّة، فيكون عنده face turn باتجاه معين، وبتطلع
+
+595
+00:43:30,730 --> 00:43:34,570
+بِوَسْط العين المفتوحة وهي abducted، لأن الـ abduction
+
+596
+00:43:34,570 --> 00:43:37,650
+بيخفف الـ nystagmus، طب إذا هذه abduction، هذه هتكون
+
+597
+00:43:37,650 --> 00:43:41,370
+abduction، فبيغلقها، فبيغلقها، فبالتالي الـ nystagmus
+
+598
+00:43:41,370 --> 00:43:45,290
+blockage syndrome، طبعًا هو مقارنة مع الـ early onset
+
+599
+00:43:45,290 --> 00:43:51,090
+of esotropia، هيكون إيش؟ هيكون rare، هيكون rare، الـ
+
+600
+00:43:51,090 --> 00:43:54,690
+advanced syndrome، type 1 و3، بيجوا بـ esotropia، مش
+
+601
+00:43:54,690 --> 00:43:59,090
+هنحكي عنهم الآن، لأنه فيه تفصيلة، يُعتبر restrictive
+
+602
+00:43:59,090 --> 00:44:03,110
+.. restrictive squint، بس type 1 و3 بيجوا
+
+603
+00:44:03,110 --> 00:44:08,030
+بـ esotropia، type 2 بيجوا بـ exotropia، تمام؟ لما type
+
+604
+00:44:08,030 --> 00:44:13,370
+1 و3 بيجوا بـ esotropia، وفي علامات كتير سهلة اللي
+
+605
+00:44:13,370 --> 00:44:17,130
+بتخليني أميز بين syndrom عن اللي هو early onset
+
+606
+00:44:17,130 --> 00:44:20,590
+esotropia، بس هنحكيها في موعدها، أيضًا الـ Mobius
+
+607
+00:44:20,590 --> 00:44:25,620
+syndrome، برضه هنحكي عنه في الـ special syndromes، مش
+
+608
+00:44:25,620 --> 00:44:29,280
+هنحكي عنه الآن، هو والـ strabismus fixus، كل هذه
+
+609
+00:44:29,280 --> 00:44:32,780
+الأشياء لابد إني أميزها عن الـ early onset
+
+610
+00:44:32,780 --> 00:44:36,560
+esotropia، حقيقة مش صعب تمييزها، بس أنا بدي أعدّد
+
+611
+00:44:36,560 --> 00:44:41,760
+علاماتي بتاعتي اللي بتخليني أنا متأكد من قضية اللي
+
+612
+00:44:41,760 --> 00:44:44,580
+هو الـ diagnosis بتاعي، ويعطيكم ألف عافية
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0RMTpdIM4v0.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0RMTpdIM4v0.srt
new file mode 100644
index 0000000000000000000000000000000000000000..6a2e8c5212df150ea805756ed234f355b3e68959
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0RMTpdIM4v0.srt
@@ -0,0 +1,1574 @@
+1
+00:00:21,080 --> 00:00:25,000
+بسم الله الرحمن الرحيم اليوم هنتحدث عن ال squint
+
+2
+00:00:25,000 --> 00:00:31,300
+surgery طبعا الـ squint surgery لها indications
+
+3
+00:00:31,300 --> 00:00:34,880
+معينة
+
+4
+00:00:34,880 --> 00:00:41,820
+و كثيرة حقيقة، الـ indication من أهمها اللي هو
+
+5
+00:00:41,820 --> 00:00:45,220
+استعادة الـ binocular single vision، يعني  restore
+
+6
+00:00:45,220 --> 00:00:52,060
+binocular single vision.  و كذلك cosmetic indication عشان
+
+7
+00:00:52,060 --> 00:00:57,420
+نعمل يعني expansion للـ field of binocular single
+
+8
+00:00:57,420 --> 00:01:01,460
+vision أو نعمل centralization له، to reduce الـ
+
+9
+00:01:01,460 --> 00:01:05,860
+abnormal head posture، to eliminate diplopia. بعض الـ
+
+10
+00:01:05,860 --> 00:01:11,140
+indications اللي أخصها في قضية اللي هو نستجمس، تمام؟
+
+11
+00:01:11,140 --> 00:01:15,760
+يعني نقل الـ null point مثلا من الـ side gaze للـ
+
+12
+00:01:15,760 --> 00:01:19,660
+primary gaze إلى أخرى. ففي indications كثيرة حقيقة
+
+13
+00:01:20,420 --> 00:01:25,200
+لـ Squint Surgery. يمكن نعدد من اللي هو أهمها الـ
+
+14
+00:01:25,200 --> 00:01:30,120
+Squint Surgery. طبعا هي عملية جراحية بتنعمل على
+
+15
+00:01:30,120 --> 00:01:35,860
+يعني عضلة أو أكثر من الـ six extraocular muscles. في
+
+16
+00:01:35,860 --> 00:01:39,600
+أنواع كثيرة جدا من الجراحات المختلفة في الـ Squint
+
+17
+00:01:39,600 --> 00:01:44,920
+Surgery، بس كلها بتندرج تحت مجموعة، ثلاث مجموعات في
+
+18
+00:01:44,920 --> 00:01:47,840
+مجموعة بيسموها weakening procedure، اللي فيها بيتم
+
+19
+00:01:47,840 --> 00:01:51,420
+إضعاف العضلة، إضعاف الـ pull بتاع الـ muscle، يعني قوة
+
+20
+00:01:51,420 --> 00:01:55,340
+شد العضلة بتضعف. وفي مجموعة ثانية بيسموها
+
+21
+00:01:55,340 --> 00:01:59,260
+strengthening procedures، اللي هي بتم تقوية العضلة
+
+22
+00:01:59,260 --> 00:02:02,300
+أو الـ pull بتاعها، الشد بتاعها بيصير أقوى مما هي
+
+23
+00:02:02,300 --> 00:02:08,320
+عليه. و المجموعة الثالثة: تغيير اتجاه عمل العضلة.
+
+24
+00:02:08,320 --> 00:02:11,840
+changing the direction of the action of the
+
+25
+00:02:11,840 --> 00:02:15,280
+extraocular muscle. تمام؟ ممكن في العملية الجراحية
+
+26
+00:02:15,280 --> 00:02:18,700
+الواحدة تشتمل على weakening للعضلة و strengthening
+
+27
+00:02:18,700 --> 00:02:22,560
+للعضلة و transposition أو changing the direction
+
+28
+00:02:22,560 --> 00:02:26,520
+of action of the muscle، of one or both of the
+
+29
+00:02:26,520 --> 00:02:30,420
+muscles اللي تم ترخيتها أو يعني إضعافها أو تم
+
+30
+00:02:30,420 --> 00:02:34,580
+تهويتها. فبالتالي أنا عندي يعني weakening procedure
+
+31
+00:02:46,710 --> 00:02:58,030
+و عندي strengthening procedures و
+
+32
+00:02:58,030 --> 00:03:05,670
+عندي اللي هو changing the direction of muscle
+
+33
+00:03:05,670 --> 00:03:08,730
+action.
+
+34
+00:03:08,730 --> 00:03:12,670
+مثل
+
+35
+00:03:12,670 --> 00:03:17,130
+أمثلة كثيرة لـ weakening procedures،
+
+36
+00:03:17,130 --> 00:03:22,290
+زي مثلا recession، الإرخاء، ترجيع الـ insertion عشان
+
+37
+00:03:22,290 --> 00:03:26,310
+يصير أقرب للـ origin، فالعضلة بترخي، تمام؟ هذا أكثر
+
+38
+00:03:26,310 --> 00:03:33,450
+weakening procedure بنعمله. زي الـ myotomy، الـ
+
+39
+00:03:33,450 --> 00:03:40,730
+myotomy بعمل قطع بسيط في العضلة ليعني يكتمل، لقطع
+
+40
+00:03:40,730 --> 00:03:43,910
+العضلة بالكامل، تمام؟ زي الـ myectomy.
+
+41
+00:03:48,270 --> 00:03:52,270
+هنا بعمل قطع كامل للعضلة، وممكن أشيل جزء منها،
+
+42
+00:03:52,270 --> 00:03:58,950
+تمام؟ زي
+
+43
+00:03:58,950 --> 00:04:07,610
+الـ extirpation، يعني استئصال العضلة، تمام؟ زي الـ
+
+44
+00:04:07,610 --> 00:04:12,930
+disinsertion، يعني
+
+45
+00:04:12,930 --> 00:04:17,530
+بشيلها من منطقة الـ insertion و بسيبها فالتة، تمام؟
+
+46
+00:04:37,350 --> 00:04:40,930
+العضلة الوحيدة اللي بنعملش فيها recession هي
+
+47
+00:04:40,930 --> 00:04:47,030
+superior oblique muscle، except superior oblique
+
+48
+00:04:47,030 --> 00:04:53,000
+muscle. الـ strengthening procedures، زي إيش؟ الـ
+
+49
+00:04:53,000 --> 00:04:58,400
+resection، بقصر العضلة، بشيل جزء منها، بس بعيد بثبتها
+
+50
+00:04:58,400 --> 00:05:02,960
+في الـ insertion نفسه، فتصير مشدودة كثيرا، زي الـ
+
+51
+00:05:02,960 --> 00:05:09,840
+tucking، tucking يعني أطوي العضلة أو جزء منها، وممكن
+
+52
+00:05:09,840 --> 00:05:13,540
+هذا ينعمل على superior oblique tendon، فبيقصر
+
+53
+00:05:13,540 --> 00:05:18,080
+فبيصير هذا الجزء ما له علاقة فيه، لهذا فبيقصر الـ
+
+54
+00:05:18,080 --> 00:05:22,540
+tendon. فبالتالي تصير العضلة أقوى، تصير العضلة أقوى
+
+55
+00:05:22,540 --> 00:05:27,000
+في الـ function بتاعتها. talking زي الـ advancement،
+
+56
+00:05:27,000 --> 00:05:31,780
+إيش يعني advancement؟ تقديم، يعني العضلة بجرّ
+
+57
+00:05:31,780 --> 00:05:35,200
+نعملها recession في الأول عشان تضعف. لاحظنا أن الـ
+
+58
+00:05:35,200 --> 00:05:39,000
+recession مثلا نعمل أكثر من اللازم أو أدى إلى
+
+59
+00:05:39,000 --> 00:05:42,710
+consecutive squint، كانت Esotropia وصارت Exotropia، أو كانت X
+
+60
+00:05:42,710 --> 00:05:45,770
+وصارت E مثلا، فأنا هذه العضلة اللي عملت لها
+
+61
+00:05:45,770 --> 00:05:49,390
+recession، ما بروحش أعمل لها resection، ممكن أعملها
+
+62
+00:05:49,390 --> 00:05:54,470
+advancement، أرجع أثبتها للأمام، طبعا، وفي قياسات
+
+63
+00:05:54,470 --> 00:05:58,710
+معينة، تمام؟ changing direction of action of the
+
+64
+00:05:58,710 --> 00:06:02,990
+muscle، زي مثلا في الـ A pattern و الـ V pattern. قلنا
+
+65
+00:06:02,990 --> 00:06:07,120
+إحنا بنشتغل على قاعدة ميل، إذا كان ما عنديش oblique
+
+66
+00:06:07,120 --> 00:06:10,380
+muscle dysfunction. إيش قاعدة ميل بتقول؟ إنه الـ
+
+67
+00:06:10,380 --> 00:06:13,960
+medial rectus إما برخيها أو بشدها، حسب إذا كان عندي
+
+68
+00:06:13,960 --> 00:06:18,020
+Esotropia أو Exotropia. بس في النهاية أنا بدي أوجهها باتجاه الـ
+
+69
+00:06:18,020 --> 00:06:20,560
+apex بتاعة الـ button، الـ V button، الـ apex بتاعتها
+
+70
+00:06:20,560 --> 00:06:24,840
+لتحت، فالـ medial rectus بدها تنزل. الـ A button، الـ
+
+71
+00:06:24,840 --> 00:06:27,240
+medial rectus بتطلع. الـ lateral rectus العكس، الـ
+
+72
+00:06:27,240 --> 00:06:30,340
+lateral rectus بتروح للـ empty space أو للـ edge
+
+73
+00:06:30,340 --> 00:06:33,980
+بتاعة الـ button. بحرف الـ A، الـ lateral rectus
+
+74
+00:06:33,980 --> 00:06:37,920
+بتنزل لتحت. في الـ V، الـ lateral rectus بتطلع لفوق بمقدار
+
+75
+00:06:37,920 --> 00:06:41,000
+نصف عرض التندن أو نصف عرض العضلة. فهذا بيسموه الـ
+
+76
+00:06:41,000 --> 00:06:43,960
+transposition procedure. أيضا من ضمن الـ
+
+77
+00:06:43,960 --> 00:06:48,910
+transposition procedure، زي الـ inferior oblique، الـ
+
+78
+00:06:48,910 --> 00:06:51,670
+inferior oblique anterior transposition. معروف أن
+
+79
+00:06:51,670 --> 00:06:53,970
+الـ inferior oblique بتيجي من تحت الـ inferior
+
+80
+00:06:53,970 --> 00:06:58,830
+rectus و بتروح، بتعدي من تحت الـ lateral rectus،
+
+81
+00:06:58,830 --> 00:07:03,370
+تمام؟ بثبت في الـ posterior inferior temporal
+
+82
+00:07:03,370 --> 00:07:07,210
+quadrant. أنا ممكن أنا أشيلها من هذا الـ quadrant و
+
+83
+00:07:07,210 --> 00:07:11,230
+أثبتها إما جنب الـ insertion بتاع الـ inferior
+
+84
+00:07:11,230 --> 00:07:18,170
+rectus، تمام؟ أو خلفه بكمية بسيطة، أو يعني أمامه بكمية
+
+85
+00:07:18,170 --> 00:07:21,430
+بسيطة، حسب إيش الـ indication اللي عندي. هل بتعمل
+
+86
+00:07:21,430 --> 00:07:24,390
+inferior oblique recession أو بتعمل inferior
+
+87
+00:07:24,390 --> 00:07:27,730
+oblique anterior transposition. تمام؟ يعني غيرت مكان
+
+88
+00:07:27,730 --> 00:07:34,610
+العضلة بتاعته.
+
+89
+00:07:34,610 --> 00:07:39,800
+هل الـ origin بتاعها قدام؟ باخدها، غالبا من الـ
+
+90
+00:07:39,800 --> 00:07:43,960
+insertion، أقصى منطقة بقدر أني أوصلها، تمام؟ للـ
+
+91
+00:07:43,960 --> 00:07:48,240
+inferior oblique، تمام؟ و بـ، أحط خطاني هنا و
+
+92
+00:07:48,240 --> 00:07:51,900
+بالتالي بجس وبعدين بثبت العضلة هنا. anterior
+
+93
+00:07:51,900 --> 00:07:55,830
+transposition، بتصير لها، إلها depressor action، مش
+
+94
+00:07:55,830 --> 00:08:00,290
+elevator action، تمام؟ عشان في حالات الـ DVD مثلا،
+
+95
+00:08:00,290 --> 00:08:04,290
+تمام؟ و بعض، بعض الأحيان في حالات اللي هو الـ
+
+96
+00:08:04,290 --> 00:08:06,810
+inferior oblique over action، الـ plus four و الـ
+
+97
+00:08:06,810 --> 00:08:10,130
+plus three، وممكن أعمل recession يعني أرجعها لورا
+
+98
+00:08:10,130 --> 00:08:12,950
+في حالة inferior oblique over action، الـ plus one و الـ
+
+99
+00:08:12,950 --> 00:08:20,070
+plus three. ما هو إحنا بدنا، بدنا نخفف من الـ
+
+100
+00:08:20,070 --> 00:08:23,520
+elevation، لأنه معروف في الـ DVD إنه يعني بتطلع
+
+101
+00:08:23,520 --> 00:08:26,640
+لفوق. في الـ inferior oblique over action، تمام؟ أيضا
+
+102
+00:08:26,640 --> 00:08:29,140
+اللي بيكون غالبا ناتج عن superior oblique palsy،
+
+103
+00:08:29,140 --> 00:08:31,880
+بيكون في عندي hypertropia. أنا معنى إني أنزلها، يعني
+
+104
+00:08:31,880 --> 00:08:34,460
+معنى إني أنزلها للـ primary position. في هذه
+
+105
+00:08:34,460 --> 00:08:41,380
+العمليات، يعني، يعني من ضمن العمليات اللي ممكن تعتبر
+
+106
+00:08:41,380 --> 00:08:44,300
+transposition surgery. أيضا مثلا في عندي collateral
+
+107
+00:08:44,300 --> 00:08:48,560
+rectus palsy، لما يكون عندي يعني complete palsy،
+
+108
+00:08:48,560 --> 00:08:50,200
+مثلا ممكن أنا آخذ جزء
+
+109
+00:08:55,560 --> 00:08:58,680
+من الـ superior rectus، يعني نص الـ superior rectus، و
+
+110
+00:08:58,680 --> 00:09:03,700
+أثبتها بجانب اللي هو الـ lateral rectus، وآخذ جزء
+
+111
+00:09:03,700 --> 00:09:09,280
+أيضا من الـ inferior rectus، تمام؟ يمكن أرسم، مش كتير
+
+112
+00:09:09,280 --> 00:09:14,000
+هذا، يعني نص لهذا، ممكن آخذها أو ممكن آخذ نصها فعلا،
+
+113
+00:09:14,000 --> 00:09:18,320
+تمام؟ وأثبتها بجانب، عشان يصير لها إيش؟ يعني
+
+114
+00:09:18,320 --> 00:09:22,610
+abduction action، تمام؟ abduction action يساعد في الـ
+
+115
+00:09:22,610 --> 00:09:24,970
+straightening بتاع الـ eye، لأنه معروف لما يكون عندي
+
+116
+00:09:24,970 --> 00:09:28,070
+complete sixth nerve palsy، Lateral rectus palsy، يكون
+
+117
+00:09:28,070 --> 00:09:30,570
+عندي وقتها Esotropia، وممكن عندي حتى يصير
+
+118
+00:09:30,570 --> 00:09:34,490
+contracture في الـ medial rectus. فهذه القضية بدي
+
+119
+00:09:34,490 --> 00:09:38,930
+أنا، يعني ممكن تخضع لعمليات transposition surgery،
+
+120
+00:09:38,930 --> 00:09:41,690
+أيضا من ضمن العمليات اللي هي بتاعة الـ
+
+121
+00:09:41,690 --> 00:09:44,150
+transposition surgery، لما نقول عنها monocular
+
+122
+00:09:44,150 --> 00:09:49,120
+elevation defect، تمام؟ أنا باخذ الـ، ناتج عن weak
+
+123
+00:09:49,120 --> 00:09:52,060
+superior rectus، باخذ الـ medial rectus و الـ lateral
+
+124
+00:09:52,060 --> 00:09:56,080
+rectus و برفعهم لفوق، و اللي بنسميها NAPS PROCEDURE،
+
+125
+00:09:56,080 --> 00:09:59,660
+NAPS PROCEDURE، تمام؟ لما تكون في الـ monocular
+
+126
+00:09:59,660 --> 00:10:04,320
+elevation deficit. حقيقة إن إحنا بنستعرض يعني كيفية
+
+127
+00:10:04,320 --> 00:10:08,480
+عمل هذه العضلات، بس مش بشكل شريح، بشكل عرض الفيديو، و
+
+128
+00:10:08,480 --> 00:10:12,000
+نعليق على الفيديو بالتدريج، إن شاء الله تعالى. فإحنا
+
+129
+00:10:12,000 --> 00:10:17,050
+ننطلق الآن، يعني نشوف كيف الـ، اللي هو الـ recession
+
+130
+00:10:17,050 --> 00:10:21,170
+بتاع اللي هو الـ rectus. مصطلح الـ recession بتاع الـ
+
+131
+00:10:21,170 --> 00:10:27,210
+rectus، مصطلح الـ
+
+132
+00:10:27,210 --> 00:10:29,910
+procedure we are going to show on this tape is a
+
+133
+00:10:29,910 --> 00:10:33,770
+standard medial rectus recession through a limbal
+
+134
+00:10:33,770 --> 00:10:38,550
+incision. Initially we perform four seductions on
+
+135
+00:10:38,550 --> 00:11:04,930
+the eye.  خلّي الصوت ولا نخفيه؟  هاي
+
+136
+00:11:04,930 --> 00:11:06,490
+بيفتح لكوا conjunctiva يا بنات.
+
+137
+00:11:12,760 --> 00:11:15,780
+وصولا للـ لمبة، هذا بيسموه لمبة الانسجين.
+
+138
+00:11:45,560 --> 00:11:52,180
+ماشي؟ في تحت الـ conjunctiva، لا في  Tenon’s capsule صح ولا
+
+139
+00:11:52,180 --> 00:11:56,540
+ما أخذتو الـ Tenon’s capsule. بقى لها اللي قبضت لها
+
+140
+00:11:56,540 --> 00:12:06,920
+حاولي
+
+141
+00:12:06,920 --> 00:12:09,420
+تركزوا يا بنات، لأنه بدنا نعرف إيش الـ recession هو
+
+142
+00:12:09,420 --> 00:12:10,680
+إيش بنعمل في الـ recession؟
+
+143
+00:12:16,660 --> 00:12:20,180
+يفتح من فوق العضلة ومن تحتها عشان يقدر يعملها
+
+144
+00:12:20,180 --> 00:12:25,320
+hooking، يعني بالخطاف يقدر يمسك. هاي الخطاف هذا الـ
+
+145
+00:12:25,320 --> 00:12:32,160
+squint hook.
+
+146
+00:12:32,160 --> 00:12:39,960
+تمام؟
+
+147
+00:12:39,960 --> 00:12:43,500
+هاي العضلة انمسكت، لسه ما بينتش كويس، ولكنها انمسكت.
+
+148
+00:12:44,550 --> 00:12:48,350
+أديش الـ medial rectus بتبعد عن الـ limbus؟ خمسة ونص
+
+149
+00:12:48,350 --> 00:12:52,090
+مليمتر، عشان هيك بيقدر الجراح، وين بده يحط الـ
+
+150
+00:12:52,090 --> 00:12:57,870
+hook بتاعه. حطه أبعد شوية عشان يقدر يخطف العضلة، لسه
+
+151
+00:12:57,870 --> 00:13:00,670
+بس ينظفها من الـ Tenon’s capsule اللي عليها، تمام؟
+
+152
+00:13:00,670 --> 00:13:07,350
+بتبين باللون، العضلة العادية اللي إحنا بنشوفها، هاي
+
+153
+00:13:07,350 --> 00:13:08,830
+كمان squint hook انحطّ.
+
+154
+00:13:14,780 --> 00:13:22,700
+عشان يتفرج، عشان يتفرج، يتفرج، يتفرج، يتفرج، يتفرج،
+
+155
+00:13:22,700 --> 00:13:24,940
+يتفرج.
+
+156
+00:13:28,820 --> 00:13:34,020
+طبعا بده ينظف العضلة من كل الـ facial attachments،
+
+157
+00:13:34,020 --> 00:13:39,480
+الجراح بده ينظف العضلة تماما.
+
+158
+00:13:39,480 --> 00:13:44,640
+هل الـ cheek ligament أخذه؟
+
+159
+00:13:44,640 --> 00:13:46,660
+طبعا، في الـ Anatomy، ولا نسينا الكلام هذا؟
+
+160
+00:13:58,430 --> 00:14:08,250
+ماذا ترى؟ ماذا
+
+161
+00:14:08,250 --> 00:14:10,610
+ترى؟ ماذا ترى؟ ماذا ترى؟ ماذا ترى؟
+
+162
+00:14:13,560 --> 00:14:21,740
+كل هذا الـ tissue بده تنظيف. يمكن بدأ تبين العضلة.
+
+163
+00:14:35,090 --> 00:14:39,070
+أنا قاعد أسمع شغل الناس. all along the muscle and
+
+164
+00:14:39,070 --> 00:14:43,010
+everything, but only in areas where the assistant
+
+165
+00:14:43,010 --> 00:14:46,590
+has exposed, and part of me can't let go of these
+
+166
+00:14:46,590 --> 00:14:59,610
+hard tissues.  دلوقت، كده، كده، كده، كده، كده، كده، كده،
+
+167
+00:14:59,610 --> 00:15:04,030
+كده، كده، كده، كده، كده، كده، كده، كده، كده، كده، كده،
+
+168
+00:15:04,030 --> 00:15:04,150
+كده، كده، كده، كده، كده، كده، كده، كده،
+
+169
+00:15:08,840 --> 00:15:15,180
+هي بينت العضلة تماما.
+
+170
+00:15:56,710 --> 00:16:01,710
+هذا الكتري اللي هو أداة الكي، عشان ما يصيرش
+
+171
+00:16:01,710 --> 00:16:02,130
+bleeding.
+
+172
+00:16:16,310 --> 00:16:20,670
+الجراح بيحط الغرز طبعا على الـ muscle، بيحطها في
+
+173
+00:16:20,670 --> 00:16:23,530
+الربع الخارجي، الربع الخارجي العلوي والربع
+
+174
+00:16:23,530 --> 00:16:24,690
+الخارجي السفلي.
+
+175
+00:16:33,650 --> 00:16:39,390
+شايفين الخيط ولا مش شايفينه؟ طبعا
+
+176
+00:16:39,390 --> 00:16:43,670
+هذا الخيط عبارة عن، بيسموه خيط Vicryl، طبعا، 6-0 Vicryl.
+
+177
+00:16:43,670 --> 00:16:44,890
+6-0 Vicryl.
+
+178
+00:16:53,370 --> 00:16:59,550
+بعد ما يثبت الخطان طبعا بيجسّ العضلة من الـ
+
+179
+00:16:59,550 --> 00:17:03,990
+insertion بتاعها وبيثبتها للخلف حسب يعني
+
+223
+00:21:06,450 --> 00:21:10,530
+الطبيعي جدامه بالظبط هنا يعني very thin اسكليرة
+
+224
+00:21:10,530 --> 00:21:13,870
+ممكن توصل لتلاتة من عشرة ملي أو أربع من عشرة ملي
+
+225
+00:21:13,870 --> 00:21:19,870
+إذا أنا أدفع الانبعاد وأدفع البرنامج وأدفع
+
+226
+00:21:19,870 --> 00:21:21,410
+البرنامج وأدفع البرنامج وأدفع البرنامج وأدفع
+
+227
+00:21:21,410 --> 00:21:24,630
+البرنامج وأدفع البرنامج وأدفع البرنامج وأدفع
+
+228
+00:21:24,630 --> 00:21:26,290
+البرنامج وأدفع البرنامج وأدفع البرنامج وأدفع
+
+229
+00:21:26,290 --> 00:21:27,070
+البرنامج وأدفع البرنامج وأدفع البرنامج وأدفع
+
+230
+00:21:27,070 --> 00:21:30,890
+البرنامج وأدفع البرنامج وأدفع البرنامج وأدفع
+
+231
+00:21:30,890 --> 00:21:34,350
+البرنامج وأدفع البرنا
+
+232
+00:21:36,340 --> 00:21:40,520
+وهو مجرد طريقة مختلفة من السنة الماضية
+
+233
+00:21:40,520 --> 00:21:47,720
+مجرد طريقة مختلفة
+
+234
+00:21:47,720 --> 00:21:49,220
+ومختلفة من السنة الماضية مجرد طريقة مختلفة ومختلفة
+
+235
+00:21:49,220 --> 00:21:54,000
+من السنة الماضية مجرد طريقة مختلفة ومختلفة من
+
+236
+00:21:54,000 --> 00:22:00,720
+السنة
+
+237
+00:22:12,480 --> 00:22:17,920
+بس يشد الخطان هتثبت العضلة في المكان الجديد، هاي
+
+238
+00:22:17,920 --> 00:22:20,300
+العضلة قاعدة بتيجي وبيشد في الخطان قاعدًا
+
+239
+00:22:44,500 --> 00:22:47,860
+بس كيف؟ صحيح
+
+240
+00:22:52,110 --> 00:22:54,810
+هنا ننتبه كمان يا بنات
+
+241
+00:23:22,510 --> 00:23:28,250
+هي الـ muscle هي الحافة بتاعتها اللي انقطعت هي يعني
+
+242
+00:23:28,250 --> 00:23:31,070
+رجعت المسافة هذه.. رجعت المسافة هذه
+
+243
+00:23:50,770 --> 00:23:56,490
+بتتم تسكير الكنجنتايفة عشان تتم العملية
+
+244
+00:24:02,290 --> 00:24:06,810
+هذا normal saline أو distilled water يعني عصير،  تظل
+
+245
+00:24:06,810 --> 00:24:09,970
+ما يصيرش dryness في العين لأن المريض تحت الـ general
+
+246
+00:24:09,970 --> 00:24:13,550
+anesthesia واحنا فاتحين له بالـ spiculum هذا الـ led
+
+247
+00:24:13,550 --> 00:24:17,790
+spiculum هذا يصير dryness عندي فلابد أن أنا عشان
+
+248
+00:24:17,790 --> 00:24:22,310
+ما يصيرش dryness عندي أعمل يعني تقطير يعني بـ normal
+
+249
+00:24:22,310 --> 00:24:22,910
+saline
+
+250
+00:24:31,640 --> 00:24:35,360
+أيو، بيحاول يسكر الـ conjunctiva الآن يرجعها مكانها
+
+251
+00:24:35,360 --> 00:24:41,980
+وتكون العملية هيك خلصت هذا
+
+252
+00:24:41,980 --> 00:24:45,000
+الـ recession اللي هو إضعاف العضلة، ترخيها عشان
+
+253
+00:24:45,000 --> 00:24:49,500
+ترخي تمام ويصير الـ ball بتاعها يعني هذا طبعًا هذا
+
+254
+00:24:49,500 --> 00:24:52,500
+لمبة الـ incision يعني بدأ من عند اللمبة في
+
+255
+00:24:52,500 --> 00:24:55,880
+incision ثاني بيسموه fornix incision بيكون أصغر
+
+256
+00:24:55,880 --> 00:25:01,270
+بكثير طبعًا وبده طبعًا experience ليعمله تمامًا
+
+257
+00:25:01,270 --> 00:25:05,650
+بيكون الـ field فيه أضيق طبعًا، ما فيش الوضوح هذا اللي
+
+258
+00:25:05,650 --> 00:25:09,770
+احنا اتفرجنا عليه، بس بيكون يعني أريح للمريض post
+
+259
+00:25:09,770 --> 00:25:14,870
+operatively أنه بيكون يعني الـ incision أصغر بكثير
+
+260
+00:25:14,870 --> 00:25:18,350
+من الـ limbal incision بس إمرار لما بحتاج أنا field
+
+261
+00:25:18,350 --> 00:25:22,230
+أكبر للـ .. operative field أكبر فبالتالي بختار الـ
+
+262
+00:25:22,230 --> 00:25:25,170
+limbal incision بيريح لإنه بيعطي field واسع من
+
+263
+00:25:25,170 --> 00:25:27,550
+اللي هو الـ view تمام؟
+
+264
+00:25:37,170 --> 00:25:40,830
+يعني هنا الـ insertion عند هذا المريض احنا قلنا الـ
+
+265
+00:25:40,830 --> 00:25:44,110
+media rectus خمسة ونصف بس هذا عند المريض هذا وجدوها
+
+266
+00:25:44,110 --> 00:25:47,930
+تلاتة ملي فيعني في variation between patients يعني
+
+267
+00:25:47,930 --> 00:25:51,610
+مش يعني المتوسط خمسة ونصف ملي بناءً على دراسات
+
+268
+00:25:51,610 --> 00:25:55,290
+أُجريت، بس مثلًا بعض المرضى بيكون أقرب الـ insertion
+
+269
+00:25:55,290 --> 00:25:58,310
+بتاعه، بعضه بيكون أبعد الـ insertion الطبيعي بتاعه
+
+270
+00:26:01,240 --> 00:26:05,380
+بواسطة الـ caliber.. بواسطة الـ caliber الأداء اللي
+
+271
+00:26:05,380 --> 00:26:18,820
+حطها قبل شوية عشان ي guess فيها طبعًا
+
+272
+00:26:18,820 --> 00:26:23,760
+بيحاول يرجع الـ conjunctiva مطرحها بالظبط على أساس
+
+273
+00:26:23,760 --> 00:26:29,160
+يعني يكون cosmetically acceptable
+
+274
+00:26:35,290 --> 00:26:38,630
+بعض الأوقات بنعمل conjunctival recession، أيضًا الـ
+
+275
+00:26:38,630 --> 00:26:43,190
+conjunctiva بتترخى عشان ما تشدش يعني بالاتجاه اللي
+
+276
+00:26:43,190 --> 00:26:48,490
+هي فيه this includes a demonstration of a local
+
+277
+00:26:48,490 --> 00:26:53,590
+approach for a medium-length recession in the
+
+278
+00:26:53,590 --> 00:26:59,040
+space of the world هيك بتنتهي عملية الـ media rectus
+
+279
+00:26:59,040 --> 00:27:07,200
+recession نشوف
+
+280
+00:27:07,200 --> 00:27:10,660
+برضه عملية إضعاف ثانية من نوع ثاني اللي هي الـ
+
+281
+00:27:10,660 --> 00:27:16,640
+inferior Oblique
+
+282
+00:27:16,640 --> 00:27:21,020
+Myectomy
+
+283
+00:27:41,220 --> 00:27:51,460
+برضه هذا الجراح دخل.. دخل
+
+284
+00:27:51,460 --> 00:27:55,360
+بطريقة limbal approach حدد الـ lateral rectus عشان
+
+285
+00:27:55,360 --> 00:28:00,300
+ما يغلطش فيها ويقطعها بدل الـ inferior oblique طبعًا
+
+286
+00:28:00,300 --> 00:28:05,300
+هذا هيعطيني جرح أكبر بس يعني يكون الجراح مطمئن أن
+
+287
+00:28:05,300 --> 00:28:10,500
+هو مش هذا هذا طبعًا الـ lateral rectus اه الآن الآن
+
+288
+00:28:10,500 --> 00:28:13,780
+الـ inferior oblique بتمر من تحت الـ lateral rectus
+
+289
+00:28:13,780 --> 00:28:17,260
+هيقعد في الـ inferotemporal هاي الـ inferior oblique
+
+290
+00:28:17,260 --> 00:28:21,200
+بدأت تتبين شايفينها هاي هذا هي اللون الوردي للعضلة
+
+291
+00:28:21,200 --> 00:28:27,360
+تمام هذا هي تمام هذا هي  ion هذا هي هيطلعها الـ
+
+292
+00:28:27,360 --> 00:28:28,720
+inferior oblique
+
+293
+00:28:48,140 --> 00:28:52,660
+الآن هو بدأ يعملها recession بدأ يثبتها بالقرب من
+
+294
+00:28:52,660 --> 00:28:56,740
+الـ inferior rectus muscle طبعًا قطعها من الـ
+
+295
+00:28:56,740 --> 00:29:00,620
+insertion بتاعها في الـ posterior quadrant بتاع
+
+296
+00:29:00,620 --> 00:29:06,030
+العين، posterior inferior temporal quadrant، بيثبتها
+
+297
+00:29:06,030 --> 00:29:11,510
+بالخيوط الجراحية الـ E60 vicral، بعد ما يثبتها بده
+
+298
+00:29:11,510 --> 00:29:16,010
+يجربها الـ insertion بتاعها طبعًا هذا كثير عشان
+
+299
+00:29:16,010 --> 00:29:19,290
+ما يصيرش bleeding تمام، الآن هو بيدور على الـ
+
+300
+00:29:19,290 --> 00:29:24,550
+inferior rectus muscle عشان يثبت، الآن بالـ hook حدد
+
+301
+00:29:24,550 --> 00:29:28,700
+وين الـ inferior rectus muscle وهي guess رجع ورا الـ
+
+302
+00:29:28,700 --> 00:29:34,000
+inferior rectus muscle بمسافة ممكن تكون أربعة ملي
+
+303
+00:29:34,000 --> 00:29:39,620
+أو اتنين ملي، طبعًا هذه marker هذا أساس أنه يحدد
+
+304
+00:29:39,620 --> 00:29:43,240
+بالظبط وين المسافة اللي بده إياها، أصبحت الـ
+
+305
+00:29:43,240 --> 00:29:47,620
+inferior oblique depressor مش elevator لأنها مثبتة
+
+306
+00:29:47,620 --> 00:29:50,160
+في الـ anterior part of the globe
+
+307
+00:29:52,680 --> 00:30:01,240
+inferior oblique recession دعنا
+
+308
+00:30:01,240 --> 00:30:04,860
+ننتبه يا بنات وما نناقش كثير لأن هذه لسه يعني
+
+309
+00:30:04,860 --> 00:30:08,920
+عمليات يعني ممكن احنا نشرح عنها بس يعني الصورة
+
+310
+00:30:08,920 --> 00:30:17,040
+ممكن تكون يعني self explanatory أيضًا
+
+311
+00:30:17,040 --> 00:30:20,180
+هذه من عمليات الإضعاف، بس إضعاف للـ inferior oblique
+
+312
+00:30:20,180 --> 00:30:24,370
+muscle، الـ conjunctiva خلينا نرجع بس نشوف الـ
+
+313
+00:30:24,370 --> 00:30:40,590
+inferior oblique myectomy هذا
+
+314
+00:30:40,590 --> 00:30:41,770
+يعني
+
+315
+00:30:45,810 --> 00:30:49,570
+Inferotemporal approach  على السريع، بيفتح مش limbal
+
+316
+00:30:49,570 --> 00:30:52,470
+Inferotemporal approach بيدور على الـ inferior
+
+317
+00:30:52,470 --> 00:30:56,110
+oblique لما بيلاقيها في الـ inferotemporal quadrant
+
+318
+00:30:56,110 --> 00:31:01,690
+هيطلع الـ inferior oblique بسرعة، الآن هيقطعها
+
+319
+00:31:01,690 --> 00:31:06,130
+ويرجعها مكانها زي ما هي طبعًا بدون ما يشيل جزء منها
+
+320
+00:31:06,130 --> 00:31:10,490
+مع أن بعض الجراحين بيشيل جزء منها عشان يعني يضمن
+
+321
+00:31:10,490 --> 00:31:13,550
+أنه ما فيش reattachment between the two ends of the
+
+322
+00:31:13,550 --> 00:31:19,750
+cut، هيرجع الطريق عشان ما يصيرش bleeding طبعًا هيقطع
+
+323
+00:31:19,750 --> 00:31:25,530
+الـ inferior oblique muscle هيك
+
+324
+00:31:25,530 --> 00:31:30,250
+خلصت العملية، بتصير
+
+325
+00:31:30,250 --> 00:31:33,410
+لها contraction وكل جزء برجع في المكان اللي ناحية
+
+326
+00:31:33,410 --> 00:31:36,870
+الـ posterior aspect اللي ناحية الـ insertion بتاعها
+
+327
+00:31:36,870 --> 00:31:42,430
+برجع، بيصير like contraction الـ muscle.. الـ muscle
+
+328
+00:31:42,430 --> 00:31:45,590
+tissue بيعمل contraction فبيصير بيقصر.. بيقصر عن
+
+329
+00:31:45,590 --> 00:31:49,870
+ما هو عليه وهيك بتكون خلصت الـ inferior oblique
+
+330
+00:31:49,870 --> 00:31:53,870
+myectomy إضعاف عضلة تمام، نشوف احنا الـ resection
+
+331
+00:31:53,870 --> 00:31:59,410
+اللي هو عملية تقوية يا بنات rectus
+
+332
+00:32:19,830 --> 00:32:23,250
+نشوف الـ lateral rectus resection مثلًا
+
+333
+00:32:50,830 --> 00:32:53,630
+واضحة الصورة؟
+
+334
+00:32:57,290 --> 00:33:04,350
+بالطبع نحن في مطعم في مدينة مكسيكو في مدينة مكسيكو في
+
+335
+00:33:04,350 --> 00:33:07,890
+مدينة مكسيكو في مدينة مكسيكو في مدينة مكسيكو في مدينة
+
+336
+00:33:07,890 --> 00:33:08,390
+مكسيكو في مدينة مكسيكو في مدينة مكسيكو في مدينة مكسيكو في
+
+337
+00:33:08,390 --> 00:33:09,030
+مدينة مكسيكو في مدينة مكسيكو في مدينة مكسيكو في مدينة
+
+338
+00:33:09,030 --> 00:33:09,550
+مكسيكو في مدينة مكسيكو في مدينة مكسيكو في مدينة مكسيكو في
+
+339
+00:33:09,550 --> 00:33:20,490
+مكسيكو في مدينة مكسيكو في مدينة مكسيكو في مدينة مكسيكو
+
+340
+00:33:20,490 --> 00:33:22,410
+في مدينة
+
+341
+00:33:56,830 --> 00:34:01,110
+زي ما حكينا الـ limbal incision بيعطيني field أوسع
+
+342
+00:34:01,110 --> 00:34:11,650
+وأريح، بس برضه بيكون الجروح أكبر بالنسبة للمريض، الـ
+
+343
+00:34:11,650 --> 00:34:17,390
+fornix incision بيكون الـ field أقل وأضيق بس طبعًا
+
+344
+00:34:17,390 --> 00:34:20,310
+الجراح اللي بيستطيع بالـ fornix incision بيكون أفضل
+
+345
+00:34:20,310 --> 00:34:25,290
+للمريض طبعًا إلا في بعض الحالات
+
+346
+00:34:44,860 --> 00:34:48,620
+طبعًا لما يفتح الـ conjunctiva لازم يفتح فوق وتحت
+
+347
+00:34:48,620 --> 00:34:52,600
+العضلة عشان يقدر يعمل hooking للعضلة ويقدر يجيبها
+
+348
+00:34:52,600 --> 00:34:53,400
+عنده
+
+349
+00:35:04,380 --> 00:35:07,520
+هنا استعرضنا قبل شوية موضوع الـ recession إرخاء
+
+350
+00:35:07,520 --> 00:35:11,800
+العضلة، موضوع الـ myectomy، برضه إضعاف، الآن بدنا نعمل
+
+351
+00:35:11,800 --> 00:35:14,620
+recession يعني تقوية للـ lateral rectus لعند المريض
+
+352
+00:35:14,620 --> 00:35:14,840
+هذا
+
+353
+00:35:33,450 --> 00:35:56,150
+Iris Quint Hook يعني
+
+354
+00:35:56,150 --> 00:35:59,290
+دي يتأكد أن كل الـ fibers بتاعت الـ muscle أُخذت في
+
+355
+00:35:59,290 --> 00:36:03,120
+الـ hook عشان ما يكونش دخل من نص الـ muscle أو تلات
+
+356
+00:36:03,120 --> 00:36:08,000
+أرباع عشان يصير فيه يعني إجراء صحيح بالنسبة
+
+357
+00:36:08,000 --> 00:36:24,440
+للعملية بعد
+
+358
+00:36:24,440 --> 00:36:28,040
+هذا الكلام، يبدأ بتنظيف الـ muscle عشان يجس جزء منها
+
+359
+00:36:28,040 --> 00:36:32,470
+تمامًا، بعد هيك يخبطها في مكان الـ insertion الأصلي
+
+360
+00:36:32,470 --> 00:36:36,230
+بتاعها طبعًا، إذا في عندي bleeding بدي أعمل كتري
+
+361
+00:36:36,230 --> 00:36:41,230
+عشان ما يصيرش مزعج إِلى بالنسبة لموضوع الرؤية
+
+362
+00:36:41,230 --> 00:36:45,670
+بالنسبة للنسيج اللي أنا بدأ أشتغل عليه
+
+363
+00:36:56,990 --> 00:37:00,510
+بمجرد ما يبدأ ينظف العضلة هتبين معاه العضلة كويس
+
+364
+00:37:00,510 --> 00:37:04,750
+هيقدر يعرف الجزء اللي بده إياه يعني يجسه منها أو يعمل
+
+365
+00:37:04,750 --> 00:37:14,690
+recession طبعًا
+
+366
+00:37:14,690 --> 00:37:17,990
+واضح أن الجراحين هنا بيشتغلوا وفي protocol محدد
+
+367
+00:37:17,990 --> 00:37:22,870
+تمامًا وهم اللي شفناهم بالعملية الأولى تحت الـ
+
+368
+00:37:22,870 --> 00:37:31,580
+recession، من طريقة الشغل هو نفس الـ protocol اللي
+
+369
+00:37:31,580 --> 00:37:33,920
+اتبع في الـ media rectus recession
+
+370
+00:38:02,380 --> 00:38:06,680
+الاستثناء يرفع الـ conjunctiva عشان يتمكن الجراح من
+
+371
+00:38:06,680 --> 00:38:13,600
+تنظيف كل الـ tissue اللي محيط بالعضلة طبعًا
+
+372
+00:38:13,600 --> 00:38:18,300
+التنظيف لازم يكون بحذر وتحت رؤية مباشرة حتى
+
+373
+00:38:18,300 --> 00:38:21,040
+ما يقطعش العضلة نفسها اللي هيعمل lost muscle
+
+374
+00:38:40,050 --> 00:38:44,590
+هي العضلة بدأت تتبين عندي بس لسه مش كلها تم
+
+375
+00:38:44,590 --> 00:38:46,210
+تنظيفها
+
+376
+00:39:06,670 --> 00:39:10,910
+هو بيعمل كتري عشان الـ bleeding ما يزعجهش في
+
+377
+00:39:10,910 --> 00:39:15,650
+الشغل و
+
+378
+00:39:15,650 --> 00:39:19,990
+بيكمل التنظيف بعدين
+
+379
+00:39:38,150 --> 00:39:41,450
+هيعمل كوتر هنا عشان يتوقف النزيف
+
+380
+00:40:00,710 --> 00:40:04,090
+الآن بدأت العضلة تتنظف تمامًا
+
+381
+00:40:36,770 --> 00:40:39,410
+هي سطح العضلة أصبح واضح الآن
+
+382
+00:41:08,160 --> 00:41:11,260
+يعني هذه الكمية اللي بده يجسها من العضلة بده
+
+383
+00:41:11,260 --> 00:41:21,160
+يعملها resection، هيه بيجسها بالـ caliber يعني
+
+384
+00:41:21,160 --> 00:41:26,460
+هو هيجس العضلة، هذا الجزء هينشال كاملًا، هذا بعدين
+
+385
+00:41:26,460 --> 00:41:30,020
+هذا الجزء اللي ثبت فيه الخطان بده ينجزه ويشده
+
+386
+00:41:30,020 --> 00:41:45,140
+لغاية الـ insertion وهالجزء هنشوفه، هذه طبعًا
+
+387
+00:41:45,140 --> 00:41:49,280
+ضروري الخطان يكونوا يعني تم تمكينهم في الأطراف
+
+388
+00:41:49,280 --> 00:41:53,640
+بتاعة العضلة في الـ outer quarters تمام، الـ Upper
+
+389
+00:41:53,640 --> 00:41:55,200
+and Lower Quadrants
+
+390
+00:42:22,080 --> 00:42:30,880
+ثم يختار الـ  (unclear word - possibly "إبرة" or similar) الـ (unclear word - possibly "إبرة" or similar)
+
+391
+00:42:30,880 --> 00:42:38,180
+موجودة في موقع البرنامج أو البرنامج الإسباني أو
+
+392
+00:42:38,180 --> 00:42:39,320
+الإسبانية
+
+393
+00:43:02,950 --> 00:43:07,190
+أمام الخطان بيعمل crushing للـ muscle عشان يسكر
+
+394
+00:43:07,190 --> 00:43:11,770
+الأوعية الدموية تمام؟
+
+395
+00:43:11,770 --> 00:43:14,930
+أمام الخطان تمام؟
+
+396
+00:43:23,890 --> 00:43:31,090
+وبشد الـ new insertion عشان يشوف بيصل بالراحة تمام
+
+397
+00:43:31,090 --> 00:43:32,770
+قبل ما يقطع
+
+398
+00:43:44,230 --> 00:43:47,330
+الآن بيشيل الـ muscle اللي بده تنشال من الـ
+
+399
+00:43:47,330 --> 00:43:51,650
+insertion الأساسي بتاعها، هذا الجزء الزائد هذا بده
+
+400
+00:43:51,650 --> 00:43:57,250
+ينشال تمامًا هذا
+
+401
+00:43:57,250 --> 00:44:01,310
+الجزء اللي انقطع وبده يتثبت فيه، الآن هتشوفوا كده
+
+402
+00:44:01,310 --> 00:44:05,090
+في نفس الـ insertion طبعًا، هي تقصير للـ muscle
+
+403
+00:44:08,660 --> 00:44:12,660
+هذا الجزء انشال تمامًا خلاص من الـ muscle، الآن الجزء
+
+404
+
+445
+00:49:14,380 --> 00:49:16,200
+بتعامل باسم التعامل باسم التعامل باسم التعامل باسم
+
+446
+00:49:16,200 --> 00:49:16,520
+التعامل باسم التعامل باسم التعامل باسم التعامل
+
+447
+00:49:16,520 --> 00:49:16,840
+باسم التعامل باسم التعامل باسم التعامل باسم
+
+448
+00:49:16,840 --> 00:49:17,700
+التعامل باسم التعامل باسم التعامل باسم التعامل
+
+449
+00:49:17,700 --> 00:49:18,120
+باسم التعامل باسم التعامل باسم التعامل باسم
+
+450
+00:49:18,120 --> 00:49:18,240
+التعامل باسم التعامل باسم التعامل باسم التعامل
+
+451
+00:49:18,240 --> 00:49:18,560
+باسم التعامل باسم التعامل باسم التعامل باسم
+
+452
+00:49:18,560 --> 00:49:26,680
+التعامل باسم التعامل باسم التعامل باسم
+
+453
+00:49:26,680 --> 00:49:30,360
+التعامل بقى تجاوز البرنامج البرنامج البرنامج
+
+454
+00:49:30,360 --> 00:49:38,140
+البرنامج البرنامج البرنامج البرنامج
+
+455
+00:49:38,140 --> 00:49:44,540
+البرنامج
+
+456
+00:49:44,540 --> 00:49:45,280
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+457
+00:49:45,280 --> 00:49:46,080
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+458
+00:49:46,080 --> 00:49:54,760
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+459
+00:49:54,760 --> 00:49:55,000
+ال
+
+460
+00:50:29,350 --> 00:50:34,230
+مش عارف أتفرج في مستوى البرنامج بتاع الشرق؟
+
+461
+00:50:56,040 --> 00:51:00,280
+بس again you should think about how much time and
+
+462
+00:51:00,280 --> 00:51:03,220
+how much power are you going to put on these
+
+463
+00:51:03,220 --> 00:51:07,080
+humans in these states of destruction
+
+464
+00:51:31,570 --> 00:51:34,850
+إذن هذه strengthening procedure .. strengthening
+
+465
+00:51:34,850 --> 00:51:35,670
+procedure
+
+466
+00:52:02,770 --> 00:52:10,030
+أنا عارف بقى كده لما تستخدم لما تستخدم الـ bite لما
+
+467
+00:52:10,030 --> 00:52:19,570
+تستخدم الـ .. لما تستخدم الـ .. لما تستخدم الـ .. لما
+
+468
+00:52:19,570 --> 00:52:21,070
+تستخدم الـ .. لما تستخدم الـ ..
+
+469
+00:52:28,420 --> 00:52:32,140
+بس الصورة اللي بيبقى ع الـ school تجريت ماشي معايا
+
+470
+00:52:32,140 --> 00:52:35,160
+دوامها في الـ school بيبقى دوامي ع الـ department
+
+471
+00:52:35,160 --> 00:52:46,820
+four
+
+472
+00:52:46,820 --> 00:52:49,880
+sections من عملي يتجاوز ع عملي يبقى school six
+
+473
+00:52:49,880 --> 00:52:55,940
+percent procedure وما يوزعج مع الـ communication مع
+
+474
+00:52:55,940 --> 00:52:57,260
+عضة مش ممكن
+
+475
+00:53:05,680 --> 00:53:09,980
+يعطيكم العافية كده
+
+476
+00:53:09,980 --> 00:53:12,680
+إيش ساعة ده؟ ده ده ده ده ده ده ده ده ده ده ده ده
+
+477
+00:53:12,680 --> 00:53:15,180
+ده ده ده ده ده ده ده ده ده ده ده ده ده
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0RMTpdIM4v0_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0RMTpdIM4v0_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..2abac2bc7eb1fee0dcc7adb4864c36c56dd9ee0b
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+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/0RMTpdIM4v0_postprocess.srt
@@ -0,0 +1,1908 @@
+1
+00:00:21,080 --> 00:00:25,000
+بسم الله الرحمن الرحيم اليوم هنتحدث عن ال squint
+
+2
+00:00:25,000 --> 00:00:31,300
+surgery طبعا ال squint surgery إله indications
+
+3
+00:00:31,300 --> 00:00:34,880
+معينة
+
+4
+00:00:34,880 --> 00:00:41,820
+و كتيرة حقيقة ال indication من أهمها اللي هو
+
+5
+00:00:41,820 --> 00:00:45,220
+استعادة ال binocular single vision يعني ترستورب
+
+6
+00:00:45,220 --> 00:00:52,060
+binocular single vision cosmetic indicationعشان
+
+7
+00:00:52,060 --> 00:00:57,420
+نعمل يعني expansion لل field of binocular single
+
+8
+00:00:57,420 --> 00:01:01,460
+vision أو نعمل centralization له to reduce ال
+
+9
+00:01:01,460 --> 00:01:05,860
+abnormal head posture to eliminate diplopia بعض ال
+
+10
+00:01:05,860 --> 00:01:11,140
+indications اللي أخصها في قضية اللي هو نستجمس تمام
+
+11
+00:01:11,140 --> 00:01:15,760
+يعني نقل ال null point مثلا من ال side gaze لل
+
+12
+00:01:15,760 --> 00:01:19,660
+primary gaze إلى أخرى ففي indications حقيقة كتيرة
+
+13
+00:01:20,420 --> 00:01:25,200
+لـ Squint Surgery يمكن نعدد من اللي هو أهمها ال
+
+14
+00:01:25,200 --> 00:01:30,120
+Squint Surgery طبعا هي عملية جراحية بتنعمل على
+
+15
+00:01:30,120 --> 00:01:35,860
+يعني عضلة أو أكتر من ال six extraocular muscles في
+
+16
+00:01:35,860 --> 00:01:39,600
+أنواع كتيرة جدا من الجراحات المختلفة في ال Squint
+
+17
+00:01:39,600 --> 00:01:44,920
+Surgery بس كلها بتندرج تحت مجموعة من تلت مجموعةفي
+
+18
+00:01:44,920 --> 00:01:47,840
+مجموعة بيسموها weakening procedure اللي فيها بيتم
+
+19
+00:01:47,840 --> 00:01:51,420
+إضعاف العضلة إضعاف ال pull بتاع ال muscle يعني قوة
+
+20
+00:01:51,420 --> 00:01:55,340
+شد العضلة بتضعف وفي مجموعة تانية بيسموها
+
+21
+00:01:55,340 --> 00:01:59,260
+strengthening procedures اللي هي بتم تقوية العضلة
+
+22
+00:01:59,260 --> 00:02:02,300
+أو ال pull بتاعها الشد بتاعها بيصير أقوى مما هي
+
+23
+00:02:02,300 --> 00:02:08,320
+عليه و المجموعة التالتة تغيير اتجاه عمل العضلة
+
+24
+00:02:08,320 --> 00:02:11,840
+changing the direction ofthe action of the
+
+25
+00:02:11,840 --> 00:02:15,280
+extraocular muscle تمام ممكن في العملية الجراحية
+
+26
+00:02:15,280 --> 00:02:18,700
+الواحدة تشتمل على weakening العضلة و strengthening
+
+27
+00:02:18,700 --> 00:02:22,560
+العضلة و transposition او changing the direction
+
+28
+00:02:22,560 --> 00:02:26,520
+of action of the muscle of one of or both of the
+
+29
+00:02:26,520 --> 00:02:30,420
+muscles اللي تم ترخيتها او يعني اضعافها او تم
+
+30
+00:02:30,420 --> 00:02:34,580
+تهويتها فبالتالي انا عندى يعني weakening procedure
+
+31
+00:02:46,710 --> 00:02:58,030
+و عندي strengthening procedures و
+
+32
+00:02:58,030 --> 00:03:05,670
+عندي اللي هو changing the direction of muscle
+
+33
+00:03:05,670 --> 00:03:08,730
+action
+
+34
+00:03:08,730 --> 00:03:12,670
+زي
+
+35
+00:03:12,670 --> 00:03:17,130
+shall weakening .. weakening proceduresأمثلة كتيرة
+
+36
+00:03:17,130 --> 00:03:22,290
+زي مثلا recession الإرخاء ترجيع ال insertion عشان
+
+37
+00:03:22,290 --> 00:03:26,310
+يصير أقرب لل origin فالعضلة بترخي تمام هذا أكتر
+
+38
+00:03:26,310 --> 00:03:33,450
+weakening procedure بنعمله زي ال myotomy ال
+
+39
+00:03:33,450 --> 00:03:40,730
+myotomy بعمل قطع بسيط في العضلة ليعني يكتمل لقطع
+
+40
+00:03:40,730 --> 00:03:43,910
+العضلة بالكامل تمام زي الmyectomy
+
+41
+00:03:48,270 --> 00:03:52,270
+هنا بعمل قطعة كامل للعضلة و ممكن أشيل جزء منها
+
+42
+00:03:52,270 --> 00:03:58,950
+تمام زي
+
+43
+00:03:58,950 --> 00:04:07,610
+ال extirpation يعني استقصال العضلة تمام زي ال
+
+44
+00:04:07,610 --> 00:04:12,930
+disinsertion يعني
+
+45
+00:04:12,930 --> 00:04:17,530
+بشيلها من منطقة ال insertion و بسيبها فالتة تمام
+
+46
+00:04:37,350 --> 00:04:40,930
+العضلة الوحيدة اللى بنعملش فيها recession هي
+
+47
+00:04:40,930 --> 00:04:47,030
+superior oblique muscle except superior oblique
+
+48
+00:04:47,030 --> 00:04:53,000
+muscleالـ string filling procedures زي إيش ال
+
+49
+00:04:53,000 --> 00:04:58,400
+resection بقصر العضلة بشيل جزء منها بس بعيد بثبتها
+
+50
+00:04:58,400 --> 00:05:02,960
+في ال insertion نفسه فتصير مشدودة كتير زي ال
+
+51
+00:05:02,960 --> 00:05:09,840
+tucking tucking يعني أتن العضلة أو جزء منها و ممكن
+
+52
+00:05:09,840 --> 00:05:13,540
+هذا ينعمل على superior oblique tendon فبيقصر
+
+53
+00:05:13,540 --> 00:05:18,080
+فبيصير هذا الجزء ما لهوش علاقة فيه لهذا فبيقصر ال
+
+54
+00:05:18,080 --> 00:05:22,540
+tendonفبالتالي تصير العضلة أقوى، تصير العضلة أقوى
+
+55
+00:05:22,540 --> 00:05:27,000
+في ال function بتاعة ال talking زي ال advancement،
+
+56
+00:05:27,000 --> 00:05:31,780
+إيش يعني advancement؟ تقديم، يعني العضلة بجر
+
+57
+00:05:31,780 --> 00:05:35,200
+نعملها recession في الأول عشان تضعف، لاحظنا أن ال
+
+58
+00:05:35,200 --> 00:05:39,000
+recession مثلا نعمل أكتر من اللازم أو أدى ل
+
+59
+00:05:39,000 --> 00:05:42,710
+consecutive squint كانت Ese وصارت Exoأو كانت X
+
+60
+00:05:42,710 --> 00:05:45,770
+وصارت E مثلا فانا هذه العضلة اللي عملت لها
+
+61
+00:05:45,770 --> 00:05:49,390
+resection بروحش أعمل لها resection ممكن أعملها
+
+62
+00:05:49,390 --> 00:05:54,470
+advancement أرجع أثبتها للأمام طبعا و في قياسات
+
+63
+00:05:54,470 --> 00:05:58,710
+معينة تمام changing direction of action of the
+
+64
+00:05:58,710 --> 00:06:02,990
+muscle زي مثلا في ال A pattern و ال V pattern قلنا
+
+65
+00:06:02,990 --> 00:06:07,120
+احنا بنشتغل على قاعدةميل إذا كان ماعنديش oblique
+
+66
+00:06:07,120 --> 00:06:10,380
+muscle dysfunction إيش قاعدة ميل بتقول إنه ال
+
+67
+00:06:10,380 --> 00:06:13,960
+media rectus إما برخيها أو بشدها حسب إذا كان عندي
+
+68
+00:06:13,960 --> 00:06:18,020
+ISO أو EXO بس في النهاية أنا بده أوجهها باتجاه ال
+
+69
+00:06:18,020 --> 00:06:20,560
+apex بتاعة ال button ال V button ال apex بتاعتها
+
+70
+00:06:20,560 --> 00:06:24,840
+لتحت فال media rectus بدها تنزل ال A buttonال
+
+71
+00:06:24,840 --> 00:06:27,240
+media rectus بتتطلع ال letter rectus العكس ال
+
+72
+00:06:27,240 --> 00:06:30,340
+letter rectus بتروح لل empty space او لل edge
+
+73
+00:06:30,340 --> 00:06:33,980
+بتاعة ال button بحرف ال button a ال letter rectus
+
+74
+00:06:33,980 --> 00:06:37,920
+بتنزل لتحت v ال letter rectus بتطلع لفوق بمقدار
+
+75
+00:06:37,920 --> 00:06:41,000
+نصف عرض التندن او نصف عرض العضلة فهذا بيسموه ال
+
+76
+00:06:41,000 --> 00:06:43,960
+transposition procedure ايضا من ضمن ال
+
+77
+00:06:43,960 --> 00:06:48,910
+transposition procedure زي ال inferior obliqueالـ
+
+78
+00:06:48,910 --> 00:06:51,670
+inferior oblique anterior transposition معروف أن
+
+79
+00:06:51,670 --> 00:06:53,970
+الـ inferior oblique بتيجي من تحت ال inferior
+
+80
+00:06:53,970 --> 00:06:58,830
+rectus و بتروح .. بتعدي من تحت ال lateral rectus
+
+81
+00:06:58,830 --> 00:07:03,370
+تمام ثبت في ال posterior inferior temporal
+
+82
+00:07:03,370 --> 00:07:07,210
+quadrant أنا ممكن أنا أشيلها من هذا ال quadrant و
+
+83
+00:07:07,210 --> 00:07:11,230
+أثبتها إما جنب ال insertion بتاع ال inferior
+
+84
+00:07:11,230 --> 00:07:18,170
+rectus تمامأو خلفه بكمية بسيطة أو يعني أمامه بكمية
+
+85
+00:07:18,170 --> 00:07:21,430
+بسيطة حسب إيش ال indication اللي عندي هل بتعمل
+
+86
+00:07:21,430 --> 00:07:24,390
+inferior oblique recession أو بتعمل inferior
+
+87
+00:07:24,390 --> 00:07:27,730
+oblique anterior transposition تمام يعني غيرت مكان
+
+88
+00:07:27,730 --> 00:07:34,610
+العضلة بتاعته هو
+
+89
+00:07:34,610 --> 00:07:39,800
+هل ال origin بتاعها قدامباخدها من الغالب من ال
+
+90
+00:07:39,800 --> 00:07:43,960
+insertion أقصى منطقة بستطيع أني أوصلها تمام لل
+
+91
+00:07:43,960 --> 00:07:48,240
+inferior oblique تمام و ب .. أحط خطاني هنا و
+
+92
+00:07:48,240 --> 00:07:51,900
+بالتالي بجس و بعدين بثبت العضلة هنا anterior
+
+93
+00:07:51,900 --> 00:07:55,830
+transposition بتصير هي .. إلها depressor actionمش
+
+94
+00:07:55,830 --> 00:08:00,290
+elevation action تمام عشان في حالات ال DVD مثلا
+
+95
+00:08:00,290 --> 00:08:04,290
+تمام و بعض .. بعض الأوقات في حالات اللي هو ال
+
+96
+00:08:04,290 --> 00:08:06,810
+inferior oblique over action ال plus four و ال
+
+97
+00:08:06,810 --> 00:08:10,130
+plus three و ممكن أعمل recession يعني أرجعها لورا
+
+98
+00:08:10,130 --> 00:08:12,950
+في حالة inferior oblique over action ال plus one و
+
+99
+00:08:12,950 --> 00:08:20,070
+plus three ما هو احنا بدنا .. بدنا نخفف من ال
+
+100
+00:08:20,070 --> 00:08:23,520
+elevation لإنه معروف في ال DVD انه لإنيعني بتطلع
+
+101
+00:08:23,520 --> 00:08:26,640
+لفوق في ال inferior oblique over action تمام أيضا
+
+102
+00:08:26,640 --> 00:08:29,140
+اللي بيكون غالبا ناتج عن superior oblique palsy
+
+103
+00:08:29,140 --> 00:08:31,880
+بيكون في عندي hypertropia أنا معنى أني أنزلها يعني
+
+104
+00:08:31,880 --> 00:08:34,460
+معنى أني أنزلها لل primary position في هذه
+
+105
+00:08:34,460 --> 00:08:41,380
+العمليات يعني يعني من ضمن العمليات اللي ممكن تعتبر
+
+106
+00:08:41,380 --> 00:08:44,300
+transposition surgery أيضا مثلا في عندي collateral
+
+107
+00:08:44,300 --> 00:08:48,560
+rectus palsy لما يكون عندي يعني complete palsy
+
+108
+00:08:48,560 --> 00:08:50,200
+مثلا ممكن أنا أخد جزء
+
+109
+00:08:55,560 --> 00:08:58,680
+من ال superior rectus يعني نص ال superior rectus و
+
+110
+00:08:58,680 --> 00:09:03,700
+أثبتها بجانب اللي هو ال lateral rectus و أخد جزء
+
+111
+00:09:03,700 --> 00:09:09,280
+أيضا من ال inferior rectus تمام يمكن أرسم مش كتير
+
+112
+00:09:09,280 --> 00:09:14,000
+هذا يعني نص لهذا ممكن أخدها أو ممكن أخد نصة فعلا
+
+113
+00:09:14,000 --> 00:09:18,320
+تمام و أثبتها بجانب عشان يصير لها إيش يعني
+
+114
+00:09:18,320 --> 00:09:22,610
+abduction action تمامabduction action يساعد في ال
+
+115
+00:09:22,610 --> 00:09:24,970
+straightening بتاع ال eye لأنه معروف لما يكون عندي
+
+116
+00:09:24,970 --> 00:09:28,070
+complete sex nerve palsy Lateral rectus palsy يكون
+
+117
+00:09:28,070 --> 00:09:30,570
+عندي الوقت ايزوتروبيا وممكن عندي حتى يصير
+
+118
+00:09:30,570 --> 00:09:34,490
+contracture في ال medial rectus فهذه القضية بدي
+
+119
+00:09:34,490 --> 00:09:38,930
+انا يعني ممكن تخضع لعمليات transposition surgery
+
+120
+00:09:38,930 --> 00:09:41,690
+ايضا من ضمن العمليات اللي هي بتاعة ال
+
+121
+00:09:41,690 --> 00:09:44,150
+transposition surgery لما نقول عنها monocular
+
+122
+00:09:44,150 --> 00:09:49,120
+elevation defect تمام؟أنا باخد ال .. ناتج عن weak
+
+123
+00:09:49,120 --> 00:09:52,060
+superior rectus باخد ال media rectus و ال lateral
+
+124
+00:09:52,060 --> 00:09:56,080
+rectus و برفعهم لفوق و اللي بنسميها NAPS PROCEDURE
+
+125
+00:09:56,080 --> 00:09:59,660
+NAPS PROCEDURE تمام لما تكون في ال monocular
+
+126
+00:09:59,660 --> 00:10:04,320
+elevation deficit حقيقة ان احنا بنستعرض يعني كيفية
+
+127
+00:10:04,320 --> 00:10:08,480
+عمل هذه العضلات بس مش بشكل شريح بشكل عرض الفيديو و
+
+128
+00:10:08,480 --> 00:10:12,000
+نعلق على الفيديو بالتدريج ان ش الله تعالى فاحنا
+
+129
+00:10:12,000 --> 00:10:17,050
+ننطلق الآن يعني نشوف كيف ال ..اللي هو ال recession
+
+130
+00:10:17,050 --> 00:10:21,170
+بتاع اللي هو ال rectus مصطلح ال recession بتاع ال
+
+131
+00:10:21,170 --> 00:10:27,210
+rectus مصطلح ال
+
+132
+00:10:27,210 --> 00:10:29,910
+procedure we are going to show on this tape is a
+
+133
+00:10:29,910 --> 00:10:33,770
+standard medial rectus recession through a limpal
+
+134
+00:10:33,770 --> 00:10:38,550
+incision initially we perform four seductions on
+
+135
+00:10:38,550 --> 00:11:04,930
+the eyeخل الصوت و لا نخفيه هاي
+
+136
+00:11:04,930 --> 00:11:06,490
+بيفتح لكوا conjunctiva يا بنات
+
+137
+00:11:12,760 --> 00:11:15,780
+وصولا لللمبة، هذا بيسموه لمبة الانسجين
+
+138
+00:11:45,560 --> 00:11:52,180
+ماش في تحت ال conjunctiva لا في تنون كابسول صح ولا
+
+139
+00:11:52,180 --> 00:11:56,540
+مااخدتوش ال تنون كابسول بقى ليها اللي قبصت ليها
+
+140
+00:11:56,540 --> 00:12:06,920
+حاولي
+
+141
+00:12:06,920 --> 00:12:09,420
+تركزوا يا بنات لأنه بدنا نعرف إيش ال recession هو
+
+142
+00:12:09,420 --> 00:12:10,680
+إيش بنعمل في ال recession
+
+143
+00:12:16,660 --> 00:12:20,180
+يفتح من فوق العضلة و من تحتها عشان يقدر يعملها
+
+144
+00:12:20,180 --> 00:12:25,320
+hawking يعني بالخطاف يقدر يمسك هاي الخطاف هدا ال
+
+145
+00:12:25,320 --> 00:12:32,160
+hawks quint hawk
+
+146
+00:12:32,160 --> 00:12:39,960
+تمام
+
+147
+00:12:39,960 --> 00:12:43,500
+هاي العضلة انمسكت لسه مابينتش كويس ولكنها انمسكت
+
+148
+00:12:44,550 --> 00:12:48,350
+ياديش ال media rectus بتبعد عن ال limbus؟ خمسة و
+
+149
+00:12:48,350 --> 00:12:52,090
+نص ملي متر عشان هيك بيقدر الجراح وين بده يحط ال
+
+150
+00:12:52,090 --> 00:12:57,870
+hook بتاعه حطه أبعد شويه عشان يقدر يخطف العطل لسه
+
+151
+00:12:57,870 --> 00:13:00,670
+بس ينظفها من ال telon capsule اللي عليها تمام
+
+152
+00:13:00,670 --> 00:13:07,350
+بتبين باللون العضلة العادية اللي احنا بنشوفها هاي
+
+153
+00:13:07,350 --> 00:13:08,830
+كمان squint hook انحط
+
+154
+00:13:14,780 --> 00:13:22,700
+عشان اتفرج عشان اتفرج اتفرج اتفرج اتفرج اتفرج
+
+155
+00:13:22,700 --> 00:13:24,940
+اتفرج
+
+156
+00:13:28,820 --> 00:13:34,020
+طبعا بده ينظف العضلة من كل ال facial attachments
+
+157
+00:13:34,020 --> 00:13:39,480
+الجد حيبده ينظف العضلة تماما
+
+158
+00:13:39,480 --> 00:13:44,640
+هل ال cheek ligament أخدته
+
+159
+00:13:44,640 --> 00:13:46,660
+طبعا في ال Anatomy و لا نسينا الكلام هذا
+
+160
+00:13:58,430 --> 00:14:08,250
+ماذا ترى؟ ماذا
+
+161
+00:14:08,250 --> 00:14:10,610
+ترى؟ ماذا ترى؟ ماذا ترى؟ ماذا ترى؟
+
+162
+00:14:13,560 --> 00:14:21,740
+كل هذا الـ tissue بده تنظيف يمكن بدأ تبين العضلة
+
+163
+00:14:35,090 --> 00:14:39,070
+أنا قاعد اسمع شغل الناس all along the muscle and
+
+164
+00:14:39,070 --> 00:14:43,010
+everything but only in areas where the assistant
+
+165
+00:14:43,010 --> 00:14:46,590
+has exposed and part of me can't let go of these
+
+166
+00:14:46,590 --> 00:14:59,610
+hard tissues دلوقت كده كده كده كده كده كده كده كده
+
+167
+00:14:59,610 --> 00:15:04,030
+كده كده كده كده كده كده كده كده كده كده كده كده
+
+168
+00:15:04,030 --> 00:15:04,150
+كده كده كده كده كده كده كده كده كده
+
+169
+00:15:08,840 --> 00:15:15,180
+هي بينت العضلة تماما
+
+170
+00:15:56,710 --> 00:16:01,710
+هذا الكتري اللي هو أداة الكاي عشان مايصيرش
+
+171
+00:16:01,710 --> 00:16:02,130
+bleeding
+
+172
+00:16:16,310 --> 00:16:20,670
+الجد بيحط الغرز طبعا على ال muscle، بيحطها في
+
+173
+00:16:20,670 --> 00:16:23,530
+الأرباع الخارجي، الرُبع الخارجي العلوي والرُبع
+
+174
+00:16:23,530 --> 00:16:24,690
+الخارجي السفلي
+
+175
+00:16:33,650 --> 00:16:39,390
+شايفين الخيط و لا مش شايفينه طبعا
+
+176
+00:16:39,390 --> 00:16:43,670
+هذا الخيط عبارة عن سموه خيط vikrail طبعا switcher
+
+177
+00:16:43,670 --> 00:16:44,890
+6 0 vikrail
+
+178
+00:16:53,370 --> 00:16:59,550
+بعد ما يثبت الخطان طبعا بيجس العضلة من ال
+
+179
+00:16:59,550 --> 00:17:03,990
+insertion بتاعها و بيثبتها للخلف حسب يعني المسافة
+
+180
+00:17:03,990 --> 00:17:07,330
+اللى بدى يرجعها إلى حسب قياس الحول اللى جاسه
+
+181
+00:17:07,330 --> 00:17:08,830
+للمريض أثناء الفحص
+
+182
+00:17:15,550 --> 00:17:21,290
+الفرق الأخر هو الـ switch down تقري أكتر من مصر
+
+183
+00:17:21,290 --> 00:17:25,830
+لتنقل ال position which is 1.5 millimeters or 1.5
+
+184
+00:17:25,830 --> 00:17:27,910
+millimeters from the insertion point. On the other
+
+185
+00:17:27,910 --> 00:17:31,470
+hand, the CT has a meter which is passed through
+
+186
+00:17:31,470 --> 00:17:34,250
+the lower half at the bottom of the muscle at the
+
+187
+00:17:34,250 --> 00:17:36,970
+end which is 1.5 millimeters from the insertion
+
+188
+00:17:36,970 --> 00:17:40,510
+point through the septum of the muscle of the
+
+189
+00:17:40,510 --> 00:17:46,700
+right foot.وهو يتجاوز و يتجاوز و يتجاوز و يتجاوز و
+
+190
+00:17:46,700 --> 00:17:49,300
+يتجاوز و يتجاوز و يتجاوز و يتجاوز و يتجاوز و
+
+191
+00:17:49,300 --> 00:17:51,140
+يتجاوز و يتجاوز و يتجاوز و يتجاوز و يتجاوز و
+
+192
+00:17:51,140 --> 00:17:55,380
+يتجاوز و يتجاوز و يتجاوز و يتجاوز و يتجاوز و
+
+193
+00:17:55,380 --> 00:17:56,420
+يتجاوز و يتجاوز و يتجاوز و يتجاوز و يتجاوز و
+
+194
+00:17:56,420 --> 00:17:56,920
+يتجاوز و يتجاوز و يتجاوز و يتجاوز و يتجاوز و
+
+195
+00:17:56,920 --> 00:18:07,460
+يتجاوز و يتجاوز و
+
+196
+00:18:07,460 --> 00:18:11,070
+يتجاGiving non-sufficient muscles to perform a
+
+197
+00:18:11,070 --> 00:18:13,930
+good movement, but not too much that it will
+
+198
+00:18:13,930 --> 00:18:20,450
+collapse the muscle.A lot of people don't find a
+
+199
+00:18:20,450 --> 00:18:27,490
+bad model and search the art of it.The surgeon
+
+200
+00:18:27,490 --> 00:18:33,000
+gathers portions of the suturesالان بده يبدأ يقطع
+
+201
+00:18:33,000 --> 00:18:40,980
+ال muscle من ال insertion بتاعها طبعا
+
+202
+00:18:40,980 --> 00:18:45,400
+بيقطع بحذر شديد عشان ما تقطعش الخطان معاهلأنه إذا
+
+203
+00:18:45,400 --> 00:18:47,980
+فلتت ال muscle بصير عندي lost muscle و بالتالي
+
+204
+00:18:47,980 --> 00:18:53,260
+بصير عندي مشكلة كبيرة جدا صعب جدا جدا .. صعب جدا
+
+205
+00:18:53,260 --> 00:18:58,960
+جدا يعني استعادة ال muscle إذا كان صارت lost
+
+206
+00:18:58,960 --> 00:19:02,520
+muscle لا سامح الله يعني و أسوأ شيء يتدرج جراح
+
+207
+00:19:02,520 --> 00:19:05,350
+يحاولإنه يصير عنده lost muscle
+
+208
+00:19:35,250 --> 00:19:40,670
+هي مكان ال insertion مسكه المساعد بتاع الجراح اللي
+
+209
+00:19:40,670 --> 00:19:47,270
+هو يعني هذا المكان المسكه between two forceps هذا
+
+210
+00:19:47,270 --> 00:19:50,870
+المكان الأصلي لل insertion الآن هنشوف جديش هنرجع
+
+211
+00:19:50,870 --> 00:19:51,210
+عنه
+
+212
+00:20:00,200 --> 00:20:04,580
+هذه الاسكليرة خلف ال insertion طبعا هذا المقياس
+
+213
+00:20:04,580 --> 00:20:08,220
+هذا ال caliber اللي بيجيس فيه طبعا معمول بشكل دائر
+
+214
+00:20:08,220 --> 00:20:11,960
+عشان يماثل دوران العين دوران العين
+
+215
+00:20:24,420 --> 00:20:28,340
+هي الآن بدأ يغرز ال needle بتاعته في ال sclera في
+
+216
+00:20:28,340 --> 00:20:33,980
+المكان اللي المفروض يصير new insertion طبعا
+
+217
+00:20:33,980 --> 00:20:37,580
+هذا بدأ تم الطريقة بحذر شديد جدا عشان مايعملش
+
+218
+00:20:37,580 --> 00:20:41,770
+scleral perforationتمام عشان مايعملش sclera
+
+219
+00:20:41,770 --> 00:20:54,590
+البرفورية يعني
+
+220
+00:20:54,590 --> 00:20:58,830
+تقريبا في أسمك مناطق بتوصل لوحد ملي واحد واحد من
+
+221
+00:20:58,830 --> 00:21:03,690
+عشرة ملي بالتقريب تمام أضعف منطقة أو أرقف منطقة ما
+
+222
+00:21:03,690 --> 00:21:06,450
+قبل ال insertion في المنطقة هذه ال insertion
+
+223
+00:21:06,450 --> 00:21:10,530
+الطبيعي جدامه بالظبط هنايعني very thin اسكليرة
+
+224
+00:21:10,530 --> 00:21:13,870
+ممكن توصل لتلاتة من عشرة ملي أو اربع من عشرة ملي
+
+225
+00:21:13,870 --> 00:21:19,870
+اذا انا ادفع الانبعاد و ادفع البرنامج و ادفع
+
+226
+00:21:19,870 --> 00:21:21,410
+البرنامج و ادفع البرنامج و ادفع البرنامج و ادفع
+
+227
+00:21:21,410 --> 00:21:24,630
+البرنامج و ادفع البرنامج و ادفع البرنامج و ادفع
+
+228
+00:21:24,630 --> 00:21:26,290
+البرنامج و ادفع البرنامج و ادفع البرنامج و ادفع
+
+229
+00:21:26,290 --> 00:21:27,070
+البرنامج و ادفع البرنامج و ادفع البرنامج و ادفع
+
+230
+00:21:27,070 --> 00:21:30,890
+البرنامج و ادفع البرنامج و ادفع البرنامج و ادفع
+
+231
+00:21:30,890 --> 00:21:34,350
+البرنامج و ادفع البرنا
+
+232
+00:21:36,340 --> 00:21:40,520
+وهو مجرد طريقة مختلفة ومختلفة من السنة الماضية
+
+233
+00:21:40,520 --> 00:21:47,720
+مجرد طريقة مختلفة
+
+234
+00:21:47,720 --> 00:21:49,220
+ومختلفة من السنة الماضية مجرد طريقة مختلفة ومختلفة
+
+235
+00:21:49,220 --> 00:21:54,000
+من السنة الماضية مجرد طريقة مختلفة ومختلفة من
+
+236
+00:21:54,000 --> 00:22:00,720
+السنة
+
+237
+00:22:12,480 --> 00:22:17,920
+بس يشد الخطان هتثبت العضلة في المكان الجديد، هاي
+
+238
+00:22:17,920 --> 00:22:20,300
+العضلة قاعدة بتيجي و بيشد في الخطان قاعدى
+
+239
+00:22:44,500 --> 00:22:47,860
+بس كيف؟ صحيح
+
+240
+00:22:52,110 --> 00:22:54,810
+هنا ننتبه كمان يا بنات
+
+241
+00:23:22,510 --> 00:23:28,250
+هي ال muscle هي الحافة بتاعتها اللي انقطعت هي يعني
+
+242
+00:23:28,250 --> 00:23:31,070
+رجعت المسافة هذه .. رجعت المسافة هذه
+
+243
+00:23:50,770 --> 00:23:56,490
+بتم تسكير الكنجنتايفة عشان تم العملية
+
+244
+00:24:02,290 --> 00:24:06,810
+هذا normal saline او distilled water يعني عصاس تظل
+
+245
+00:24:06,810 --> 00:24:09,970
+مايصيرش dryness في العين لأن المريض تحت ال general
+
+246
+00:24:09,970 --> 00:24:13,550
+anesthesia و احنا فاتحينله بال spiculum هذا ال led
+
+247
+00:24:13,550 --> 00:24:17,790
+spiculum هذا هصير dryness عندي فلابد ان انا عشان
+
+248
+00:24:17,790 --> 00:24:22,310
+مايصيرش dryness عندي اعمل يعني تقطير يعني ب normal
+
+249
+00:24:22,310 --> 00:24:22,910
+saline
+
+250
+00:24:31,640 --> 00:24:35,360
+أيو بيحاول يسكر ال conjunctiva الآن يرجعها مكانها
+
+251
+00:24:35,360 --> 00:24:41,980
+و تكون العملية هيك خلصت هذا
+
+252
+00:24:41,980 --> 00:24:45,000
+ال recession اللي هو إضعاف العضلة ترجيحها عشان
+
+253
+00:24:45,000 --> 00:24:49,500
+ترخي تمام و يصير ال ball بتاعها يعني هذا طبعا هذا
+
+254
+00:24:49,500 --> 00:24:52,500
+لمبة ال incision يعني بدأ من عند اللمبة في
+
+255
+00:24:52,500 --> 00:24:55,880
+incision تاني بيسموه fornix incision بيكون أصغر
+
+256
+00:24:55,880 --> 00:25:01,270
+بكتير طبعا و بده طبعا experience ليعمله تمامو
+
+257
+00:25:01,270 --> 00:25:05,650
+بيكون ال field فيه أضيق طبعا مافيش الوضوح هذا اللي
+
+258
+00:25:05,650 --> 00:25:09,770
+احنا اتفرجنا عليه بس بيكون يعني أريح للمريض post
+
+259
+00:25:09,770 --> 00:25:14,870
+operatively انه بيكون يعني ال incision أصغر بكتير
+
+260
+00:25:14,870 --> 00:25:18,350
+من ال limbal incision بس إمرار لما بحتاج انا field
+
+261
+00:25:18,350 --> 00:25:22,230
+أكبر لل .. operative field أكبر فبالتالي بختار ال
+
+262
+00:25:22,230 --> 00:25:25,170
+limbal incision بيريح لإنه بيعطي field واسع من
+
+263
+00:25:25,170 --> 00:25:27,550
+اللي هو ال view تمام؟
+
+264
+00:25:37,170 --> 00:25:40,830
+يعني هنا ال insertion عند هذا المرضي احنا قلنا ال
+
+265
+00:25:40,830 --> 00:25:44,110
+media rectus خمسة و نص بس هذا عند المرض هذا وجدوها
+
+266
+00:25:44,110 --> 00:25:47,930
+تلاتة ملي فيعني في variation between patients يعني
+
+267
+00:25:47,930 --> 00:25:51,610
+مش يعني المتوسط خمسة و نص ملي بناء على دراسات
+
+268
+00:25:51,610 --> 00:25:55,290
+أجريات بس مثلا بعض المرضى بيكون أقرب ال insertion
+
+269
+00:25:55,290 --> 00:25:58,310
+بتاعه بعضه بيكون أبعد ال insertion الطبيعي بتاعه
+
+270
+00:26:01,240 --> 00:26:05,380
+بواسطة ال caliber .. بواسطة ال caliber الأداء اللى
+
+271
+00:26:05,380 --> 00:26:18,820
+حطها قبل شوية عشان ي guess فيها طبعا
+
+272
+00:26:18,820 --> 00:26:23,760
+بيحاول يرجع ال conjunctiva مطرحها بالظبط على أساس
+
+273
+00:26:23,760 --> 00:26:29,160
+يعني يكون cosmetically acceptable
+
+274
+00:26:35,290 --> 00:26:38,630
+بعض الأوقات بنعمل conjunctival recession، أيضًا ال
+
+275
+00:26:38,630 --> 00:26:43,190
+conjunctiva بتترخى عشان ما تشدش يعني بالاتجاه اللي
+
+276
+00:26:43,190 --> 00:26:48,490
+هي فيه this includes a demonstration of a local
+
+277
+00:26:48,490 --> 00:26:53,590
+approach for a medium-length recession in the
+
+278
+00:26:53,590 --> 00:26:59,040
+space of the worldهك بتنتهي عملية ال media rectus
+
+279
+00:26:59,040 --> 00:27:07,200
+recession نشوف
+
+280
+00:27:07,200 --> 00:27:10,660
+برضه عملية إضعاف تانية من نوع تاني اللي هي ال
+
+281
+00:27:10,660 --> 00:27:16,640
+inferior Oblique
+
+282
+00:27:16,640 --> 00:27:21,020
+Myectomy
+
+283
+00:27:41,220 --> 00:27:51,460
+برضه هذا الجراح دخل .. دخل
+
+284
+00:27:51,460 --> 00:27:55,360
+بطريقة limbal approach حدد ال lateral rectus عشان
+
+285
+00:27:55,360 --> 00:28:00,300
+ما يغلطش فيها و يقطعها بدل ال inferior obliqueطبعا
+
+286
+00:28:00,300 --> 00:28:05,300
+هذا هيعطيني جرح أكبر بس يعني يكون الجراح متطمن ان
+
+287
+00:28:05,300 --> 00:28:10,500
+هو مش هذا هذا طبعا ال lateral rectus اه الان الان
+
+288
+00:28:10,500 --> 00:28:13,780
+ال inferior oblique بتمر من تحت ال lateral rectus
+
+289
+00:28:13,780 --> 00:28:17,260
+هيقعد في ال inferotemporal هاي ال inferior oblique
+
+290
+00:28:17,260 --> 00:28:21,200
+بدت تتبين شايفينها هاي هدا هي اللون الوردي للعضلة
+
+291
+00:28:21,200 --> 00:28:27,360
+تمام هدا هي تمام هدا هي ion هدا هي هيطلعها ال
+
+292
+00:28:27,360 --> 00:28:28,720
+inferior oblique
+
+293
+00:28:48,140 --> 00:28:52,660
+الان هو بدى يعملها recession بدى يثبتها بالقرب من
+
+294
+00:28:52,660 --> 00:28:56,740
+ال inferior rectus muscle طبعا جطعها من ال
+
+295
+00:28:56,740 --> 00:29:00,620
+insertion بتاعها في ال posterior quadrant بتاع
+
+296
+00:29:00,620 --> 00:29:06,030
+العيناستيريور انفيريور تيمبور الكوادرانت بيثبتها
+
+297
+00:29:06,030 --> 00:29:11,510
+بالخيوط الجراحية ال E60 vicral بعدما يثبتها بده
+
+298
+00:29:11,510 --> 00:29:16,010
+يجربها ال insertion بتاعها طبعا هذا كتري عشان
+
+299
+00:29:16,010 --> 00:29:19,290
+مايصيرش bleeding تمام الآن هو بيدور على ال
+
+300
+00:29:19,290 --> 00:29:24,550
+inferior rectus muscle عشان يثبت الآن بال hook حدد
+
+301
+00:29:24,550 --> 00:29:28,700
+وين ال inferior rectus muscleو هي guess رجع ورا ال
+
+302
+00:29:28,700 --> 00:29:34,000
+inferior rectus muscle بمسافة ممكن تكون اربعة ملي
+
+303
+00:29:34,000 --> 00:29:39,620
+او اتنين ملي طبعا هذه ماركر هذا اساس انه يحدد
+
+304
+00:29:39,620 --> 00:29:43,240
+بالظبط وين المسافة اللي بده اياها اصبحت ال
+
+305
+00:29:43,240 --> 00:29:47,620
+inferior oblique depressor مش elevator لانها مثبتة
+
+306
+00:29:47,620 --> 00:29:50,160
+في ال anterior part of the globe
+
+307
+00:29:52,680 --> 00:30:01,240
+inferior oblique recession دعنا
+
+308
+00:30:01,240 --> 00:30:04,860
+ننتبه هيبانات و مانتناقشش كتير لأن هذه لسه يعني
+
+309
+00:30:04,860 --> 00:30:08,920
+عمليات يعني ممكن احنا نشرح عنها بس يعني الصورة
+
+310
+00:30:08,920 --> 00:30:17,040
+ممكن تكون يعني self explanatory أيضا
+
+311
+00:30:17,040 --> 00:30:20,180
+هذه من عمليات الإضعاف بس إضعاف لل inferior oblique
+
+312
+00:30:20,180 --> 00:30:24,370
+muscleالكون جانج تايفا خلينا نرجع بس نشوف ال
+
+313
+00:30:24,370 --> 00:30:40,590
+inferior oblique myectomy هذا
+
+314
+00:30:40,590 --> 00:30:41,770
+يعني
+
+315
+00:30:45,810 --> 00:30:49,570
+Inferotemporal approach ع السريع بيفتح مش لمبل
+
+316
+00:30:49,570 --> 00:30:52,470
+Inferotemporal approach بيدور على ال inferior
+
+317
+00:30:52,470 --> 00:30:56,110
+oblique لما بيلاجيها في ال inferotemporal quadrant
+
+318
+00:30:56,110 --> 00:31:01,690
+هيطلع ال inferior oblique بسرعة الان هيقطعها
+
+319
+00:31:01,690 --> 00:31:06,130
+ويرجعها مكانها زي ما هي طبعا بدون ما يشيل جزء منها
+
+320
+00:31:06,130 --> 00:31:10,490
+مع ان بعض الجراحين بيشيل جزء منها عشان يعني يضمن
+
+321
+00:31:10,490 --> 00:31:13,550
+انه مافيش reattachment between the two ends of the
+
+322
+00:31:13,550 --> 00:31:19,750
+cutهراكو الطريق عشان مايصيرش bleeding طبعا هيقطع
+
+323
+00:31:19,750 --> 00:31:25,530
+ال inferior oblique muscle هيك
+
+324
+00:31:25,530 --> 00:31:30,250
+خلصت العملية بتصير
+
+325
+00:31:30,250 --> 00:31:33,410
+لها contraction و كل جزء برجع في المكان اللي ناحية
+
+326
+00:31:33,410 --> 00:31:36,870
+ال posterior aspect اللي ناحية ال insertion بتاعها
+
+327
+00:31:36,870 --> 00:31:42,430
+برجعبيصير like contraction ال muscle .. ال muscle
+
+328
+00:31:42,430 --> 00:31:45,590
+tissue بيعمل contraction فبيصير بيقصر .. بيقصر عن
+
+329
+00:31:45,590 --> 00:31:49,870
+ما هو عليه وهيك بتكون خلصته ال inferior oblique
+
+330
+00:31:49,870 --> 00:31:53,870
+myectomy إضعاف عضلة تمام نشوف احنا ال resection
+
+331
+00:31:53,870 --> 00:31:59,410
+اللي هو عملية تقويا يا بنات rectus
+
+332
+00:32:19,830 --> 00:32:23,250
+نشوف ال lateral rectus resection مثلا
+
+333
+00:32:50,830 --> 00:32:53,630
+واضحة الصورة؟
+
+334
+00:32:57,290 --> 00:33:04,350
+بالطبع نحن في مطعم في مدينة ميكس في مدينة ميكس في
+
+335
+00:33:04,350 --> 00:33:07,890
+مدينة ميكس في مدينة ميكس في مدينة ميكس في مدينة
+
+336
+00:33:07,890 --> 00:33:08,390
+ميكس في مدينة ميكس في مدينة ميكس في مدينة ميكس في
+
+337
+00:33:08,390 --> 00:33:09,030
+مدينة ميكس في مدينة ميكس في مدينة ميكس في مدينة
+
+338
+00:33:09,030 --> 00:33:09,550
+ميكس في مدينة ميكس في مدينة ميكس في مدينة ميكس في
+
+339
+00:33:09,550 --> 00:33:20,490
+ميكس في مدينة ميكس في مدينة ميكس في مدينة ميكس
+
+340
+00:33:20,490 --> 00:33:22,410
+في مدينة
+
+341
+00:33:56,830 --> 00:34:01,110
+زي ما حكينا ال limbal incision بيعطيني field أوسع
+
+342
+00:34:01,110 --> 00:34:11,650
+و أريحبس برضه بيكون الجروح أكبر بالنسبة للمريض ال
+
+343
+00:34:11,650 --> 00:34:17,390
+fornix incision بيكون ال field أقل و أضيق بس طبعا
+
+344
+00:34:17,390 --> 00:34:20,310
+الجراح اللي بيستطيع بال fornix incision بيكون أفضل
+
+345
+00:34:20,310 --> 00:34:25,290
+للمريض طبعا إلا في بعض الحالات
+
+346
+00:34:44,860 --> 00:34:48,620
+طبعا لما يفتح ال conjunctiva لازم يفتح فوق و تحت
+
+347
+00:34:48,620 --> 00:34:52,600
+العضلة عشان يقدر يعمل hawking للعضلة و يقدر يجيبها
+
+348
+00:34:52,600 --> 00:34:53,400
+عنده
+
+349
+00:35:04,380 --> 00:35:07,520
+هنا استعرضنا قبل شوية موضوع ال recession إرخاء
+
+350
+00:35:07,520 --> 00:35:11,800
+العضلة، موضوع الميكتمي، برضه إضعاف، الآن بدنا نعمل
+
+351
+00:35:11,800 --> 00:35:14,620
+recession يعني تقوية لل letter erectus لعند المريض
+
+352
+00:35:14,620 --> 00:35:14,840
+هذا
+
+353
+00:35:33,450 --> 00:35:56,150
+Iris Quint Hook يعني
+
+354
+00:35:56,150 --> 00:35:59,290
+دي اتأكد ان كل ال fibers بتاعت ال muscle اتاخدت في
+
+355
+00:35:59,290 --> 00:36:03,120
+ال hook عشان مايكونش دخل من نص ال muscle أو تلات
+
+356
+00:36:03,120 --> 00:36:08,000
+ترباح عشان يصير فيه يعني إجراء صحيح بالنسبة
+
+357
+00:36:08,000 --> 00:36:24,440
+للعملية بعد
+
+358
+00:36:24,440 --> 00:36:28,040
+هذا الكلام يبدأ تنظيف ال muscle عشان يجس جزء منها
+
+359
+00:36:28,040 --> 00:36:32,470
+تمامو بعد هيك يخبطها في مكان ال insertion الأصلي
+
+360
+00:36:32,470 --> 00:36:36,230
+بتاعه طبعا إذا في عندي bleeding بدي أعمله كتري
+
+361
+00:36:36,230 --> 00:36:41,230
+عساس مايصيرش مزعج إلي بالنسبة لموضوع الرؤية
+
+362
+00:36:41,230 --> 00:36:45,670
+بالنسبة للنسيج اللي أنا بدأ أشتغل عليه
+
+363
+00:36:56,990 --> 00:37:00,510
+بمجرد ما يبدأ ينظف العضلة هتبين معاه العضلة كويس
+
+364
+00:37:00,510 --> 00:37:04,750
+هيقدر يعرف الجزء اللى بدهو يعني يجسه منها او يعمل
+
+365
+00:37:04,750 --> 00:37:14,690
+recession طبعا
+
+366
+00:37:14,690 --> 00:37:17,990
+واضح ان الجراحين هنا بيشتغلوا وفى protocol محدد
+
+367
+00:37:17,990 --> 00:37:22,870
+تماما و هم اللى شفناهم بالعملية الاولى تحت ال
+
+368
+00:37:22,870 --> 00:37:31,580
+recessionمن طريقة الشغل هو نفس ال protocol اللي
+
+369
+00:37:31,580 --> 00:37:33,920
+التبع في ال media vectors recession
+
+370
+00:38:02,380 --> 00:38:06,680
+الاستثناء يرفع الفنجينك تايفا عشان يتمكن الجراح من
+
+371
+00:38:06,680 --> 00:38:13,600
+تنظيف كل ال tissue اللى محيط بالعضلة طبعا
+
+372
+00:38:13,600 --> 00:38:18,300
+التنظيف لازم يكون بحذر و تحت رؤية مباشرة حتى
+
+373
+00:38:18,300 --> 00:38:21,040
+مايقطعش العضلة نفسها اللى هيعملى lost muscle
+
+374
+00:38:40,050 --> 00:38:44,590
+هي العدالة بدأت تتبين عندى بس لسه مش كلها تم
+
+375
+00:38:44,590 --> 00:38:46,210
+تنظيفها
+
+376
+00:39:06,670 --> 00:39:10,910
+هو بيعمل كتري عساس انه ال bleeding مايزعجهش في
+
+377
+00:39:10,910 --> 00:39:15,650
+الشغل و
+
+378
+00:39:15,650 --> 00:39:19,990
+بيكمل التنظيف بعدين
+
+379
+00:39:38,150 --> 00:39:41,450
+هيعمل كوتر هنا عشان يتوقف النزيف
+
+380
+00:40:00,710 --> 00:40:04,090
+الان بدت العضلة تتنظف تماما
+
+381
+00:40:36,770 --> 00:40:39,410
+هي سطح العدالة أصبح اندي فلان
+
+382
+00:41:08,160 --> 00:41:11,260
+يعني هدى الكمية اللى بدى يجسها من العضلة بدى
+
+383
+00:41:11,260 --> 00:41:21,160
+يعملها resection هيه بيجسها بال caliber يعني
+
+384
+00:41:21,160 --> 00:41:26,460
+هو هيجسر العضلة هدى الجزء هيانشال كاملا هدىبعدين
+
+385
+00:41:26,460 --> 00:41:30,020
+هذا الجزء اللى ثبت فيه الخطان بده ينجله و يشده
+
+386
+00:41:30,020 --> 00:41:45,140
+لغاية ال insertion و هالجد هنشوف القضية هذه طبعا
+
+387
+00:41:45,140 --> 00:41:49,280
+ضروري الخطان يكونوا يعني تم تمكينهم في الأطراف
+
+388
+00:41:49,280 --> 00:41:53,640
+بتاعة العضلة في ال outer quarters تمامالـ Upper
+
+389
+00:41:53,640 --> 00:41:55,200
+and Lower Quadrants
+
+390
+00:42:22,080 --> 00:42:30,880
+ثم اختار الاردوان الاردوان
+
+391
+00:42:30,880 --> 00:42:38,180
+موجودة في موقع البرنامج او البرنامج الاسبانية او
+
+392
+00:42:38,180 --> 00:42:39,320
+الاسبانية
+
+393
+00:43:02,950 --> 00:43:07,190
+أمام الخطان بيعمل crushing لل muscle عشان يسكر
+
+394
+00:43:07,190 --> 00:43:11,770
+الأوية الدموية تمام؟
+
+395
+00:43:11,770 --> 00:43:14,930
+أمام الخطان تمام؟
+
+396
+00:43:23,890 --> 00:43:31,090
+و بشد ال new insertion عشان يشوف بيصل بالراحة تمام
+
+397
+00:43:31,090 --> 00:43:32,770
+قبل ما يقطع
+
+398
+00:43:44,230 --> 00:43:47,330
+الان بيشيل ال muscle اللى بده تنشال من ال
+
+399
+00:43:47,330 --> 00:43:51,650
+insertion الأساسى بتاعها هذه الجزء الزائدة هذى بده
+
+400
+00:43:51,650 --> 00:43:57,250
+تنشال تماما هذا
+
+401
+00:43:57,250 --> 00:44:01,310
+الجزء اللى انقطع و بده يتسبب فيه الان هتشوفوا كده
+
+402
+00:44:01,310 --> 00:44:05,090
+في نفس ال insertion طبعا هى تقصير للمuscle
+
+403
+00:44:08,660 --> 00:44:12,660
+هذا الجزء انشال تماما خلاص من ال muscle الآن الجزء
+
+404
+00:44:12,660 --> 00:44:14,920
+اللي اتثبت فيه الخطان هو اللي بده يتثبت في ال
+
+405
+00:44:14,920 --> 00:44:18,680
+insertion الأساسي طبعا بيعمل كتر عشان مايصيرش
+
+406
+00:44:18,680 --> 00:44:27,010
+bleedingولم يكن يكون مقرر بشكل كام ان الناس يعرفوا
+
+407
+00:44:27,010 --> 00:44:30,950
+ان هذه الحياة تتولع و تتولع و تتولع و تتولع و
+
+408
+00:44:30,950 --> 00:44:32,670
+تتولع و تتولع و تتولع و تتولع و تتولع و تتولع و
+
+409
+00:44:32,670 --> 00:44:32,830
+تتولع و تتولع و تتولع و تتولع و تتولع و تتولع و
+
+410
+00:44:32,830 --> 00:44:33,150
+تتولع و تتولع و تتولع و تتولع و تتولع و تتولع و
+
+411
+00:44:33,150 --> 00:44:35,610
+تتولع و تتولع و تتولع و تتولع و تتولع و تتولع و
+
+412
+00:44:35,610 --> 00:44:35,630
+تتولع و تتولع و تتولع و تتولع و تتولع و تتولع و
+
+413
+00:44:35,630 --> 00:44:43,270
+تتولع و تتولع و تتولع و تتولع و تتولع و
+
+414
+00:44:43,270 --> 00:44:44,870
+تت
+
+415
+00:44:48,150 --> 00:44:55,450
+والنساء كانت تحاول تحضير 4 سيجينيدر بسيطة لكي تفسر
+
+416
+00:44:55,450 --> 00:45:00,130
+ماذا تريد ان تفعل تحضر
+
+417
+00:45:00,130 --> 00:45:02,570
+4 سيجينيدر لكي تفسر ماذا تريد ان تفعل تحضر 4
+
+418
+00:45:02,570 --> 00:45:08,810
+سيجينيدر لكي تفسر ماذا تريد ان تفعل تحضر
+
+419
+00:45:08,810 --> 00:45:10,410
+4 سيجينيدر لكي تفسر ماذا تريد ان تفعل
+
+420
+00:45:14,270 --> 00:45:19,990
+الأدوات التي شهدت بقواتها شركت الـ Paradise تفتت
+
+421
+00:45:19,990 --> 00:45:23,050
+الأدوات التي كانت موجودة فيها في حياتها.
+
+422
+00:45:25,670 --> 00:45:29,870
+البرنامج سنجرح عزيزي الناس كانت موجودة في البرنامج
+
+423
+00:45:29,870 --> 00:45:34,810
+وكانت موجودة في البرنامج بشكل مشابه. البرنامج كانت
+
+424
+00:45:34,810 --> 00:45:35,750
+موجودة في البرنامج وكانت موجودة في البرنامج بشكل
+
+425
+00:45:35,750 --> 00:45:39,530
+مشابه. البرنامج كانت موجودة في البرنامج بشكل
+
+426
+00:45:39,530 --> 00:45:40,370
+مشابه.
+
+427
+00:46:06,690 --> 00:46:09,870
+بيبدأ يشد في الخطال و يجرب في ال muscle
+
+428
+00:46:24,210 --> 00:46:28,210
+هي المرسى اللى عاملها تجرب لغاية ما تصير عند ال
+
+429
+00:46:28,210 --> 00:46:33,510
+insertion الأساسى هي
+
+430
+00:46:33,510 --> 00:46:39,260
+وصلت زى ما انتوا شايفينالأن بيثبت الفطان بياجده
+
+431
+00:46:39,260 --> 00:46:39,880
+هون
+
+432
+00:47:05,030 --> 00:47:11,090
+عشان تلعب تبقى procedure تلعب
+
+433
+00:47:11,090 --> 00:47:24,010
+تبقى procedure تلعب
+
+434
+00:47:24,010 --> 00:47:26,730
+تبقى procedure تلعب تبقى process
+
+435
+00:47:31,000 --> 00:47:35,000
+لأ أنا بسيجي و بعض الناس اللي بسيجي مهورة في
+
+436
+00:47:35,000 --> 00:47:39,400
+الموزيشن بسيجي و لا ادراس لأهل اهل اهل فهم
+
+437
+00:47:39,400 --> 00:47:43,980
+يستثمرون فيه فإن جيزيس كانش يبقى تبع سيجي موزيشن و
+
+438
+00:47:43,980 --> 00:47:52,060
+يبقى عادل سيجي بسيجي بسيجي
+
+439
+00:47:52,060 --> 00:47:57,500
+مبتعد بسيجي مبتعد بسيجي مبتعد بسيجي موزيشن
+
+440
+00:48:18,130 --> 00:48:22,690
+بعد ما يتم تمكين ال muscle بيسكر ال conjunctiva و
+
+441
+00:48:22,690 --> 00:48:24,430
+على هيك بتنتهي العملية
+
+442
+00:48:35,800 --> 00:48:41,420
+تتأكد من وضع العضلة، هي العضلة طبعا، هي العضلة بعد
+
+443
+00:48:41,420 --> 00:48:43,540
+ال resection بتاعها واضحة
+
+444
+00:49:10,700 --> 00:49:14,380
+أولا يجب أن تكون مستخدم للتعامل باسم التعامل
+
+445
+00:49:14,380 --> 00:49:16,200
+بتعامل باسم التعامل باسم التعامل باسم التعامل باسم
+
+446
+00:49:16,200 --> 00:49:16,520
+التعامل باسم التعامل باسم التعامل باسم التعامل
+
+447
+00:49:16,520 --> 00:49:16,840
+باسم التعامل باسم التعامل باسم التعامل باسم
+
+448
+00:49:16,840 --> 00:49:17,700
+التعامل باسم التعامل باسم التعامل باسم التعامل
+
+449
+00:49:17,700 --> 00:49:18,120
+باسم التعامل باسم التعامل باسم التعامل باسم
+
+450
+00:49:18,120 --> 00:49:18,240
+التعامل باسم التعامل باسم التعامل باسم التعامل
+
+451
+00:49:18,240 --> 00:49:18,560
+باسم التعامل باسم التعامل باسم التعامل باسم
+
+452
+00:49:18,560 --> 00:49:26,680
+التعامل باسم التعامل باسم التعامل باسم
+
+453
+00:49:26,680 --> 00:49:30,360
+التعامبقى تجاوز البرنامج البرنامج البرنامج
+
+454
+00:49:30,360 --> 00:49:38,140
+البرنامج البرنامج البرنامج البرنامج
+
+455
+00:49:38,140 --> 00:49:44,540
+البرنامج
+
+456
+00:49:44,540 --> 00:49:45,280
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+457
+00:49:45,280 --> 00:49:46,080
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+458
+00:49:46,080 --> 00:49:54,760
+البرنامج البرنامج البرنامج البرنامج البرنامج
+
+459
+00:49:54,760 --> 00:49:55,000
+ال
+
+460
+00:50:29,350 --> 00:50:34,230
+مش عارف اتفرج في مستوى البرنامج بتاع الشرق؟
+
+461
+00:50:56,040 --> 00:51:00,280
+بس again you should think about how much time and
+
+462
+00:51:00,280 --> 00:51:03,220
+how much power are you going to put on these
+
+463
+00:51:03,220 --> 00:51:07,080
+humans in these states of destruction
+
+464
+00:51:31,570 --> 00:51:34,850
+إذن هذه strengthening procedure .. strengthening
+
+465
+00:51:34,850 --> 00:51:35,670
+procedure
+
+466
+00:52:02,770 --> 00:52:10,030
+أنا عارف بقى كده لما تستخدم لما تستخدم ال bite لما
+
+467
+00:52:10,030 --> 00:52:19,570
+تستخدم ال .. لما تستخدم ال .. لما تستخدم ال .. لما
+
+468
+00:52:19,570 --> 00:52:21,070
+تستخدم ال .. لما تستخدم ال ..
+
+469
+00:52:28,420 --> 00:52:32,140
+بس الصورة اللي بيبقى ع ال school تجريت ماشي معايا
+
+470
+00:52:32,140 --> 00:52:35,160
+دوامها في ال school بيبقى دوامي ع ال department
+
+471
+00:52:35,160 --> 00:52:46,820
+four
+
+472
+00:52:46,820 --> 00:52:49,880
+sections من عملي يتجاوز ع عملي يبقى school six
+
+473
+00:52:49,880 --> 00:52:55,940
+percent procedure وما يوزعج مع ال communication مع
+
+474
+00:52:55,940 --> 00:52:57,260
+عضة مش ممكن
+
+475
+00:53:05,680 --> 00:53:09,980
+يعطيكوا العافية كده
+
+476
+00:53:09,980 --> 00:53:12,680
+ايش ساعة ده؟ ده ده ده ده ده ده ده ده ده ده ده ده
+
+477
+00:53:12,680 --> 00:53:15,180
+ده ده ده ده ده ده ده ده ده ده ده ده ده ده
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/4oFZ3xND2sA_raw.json b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/4oFZ3xND2sA_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..221cb85776eec60af461879e439b540af09e2c29
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/4oFZ3xND2sA_raw.json
@@ -0,0 +1 @@
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17840, "start": 169.74, "end": 178.4, "text": "الشيء اللي هو الغطا أو الغلاف مش short لأ بس في embedded movement ثرودة الرقل يعني", "tokens": [6027, 8592, 1829, 38207, 13672, 1829, 31439, 6024, 118, 9566, 995, 34051, 6024, 118, 15040, 5172, 37893, 2099, 5296, 10721, 4724, 3794, 8978, 16741, 3963, 38637, 2288, 23328, 3660, 34892, 4587, 1211, 37495, 22653], "avg_logprob": -0.27276786395481656, "compression_ratio": 1.1428571428571428, "no_speech_prob": 0.0, "words": [{"start": 169.74, "end": 170.72, "word": "الشيء", "probability": 0.7930908203125}, {"start": 170.72, "end": 171.16, "word": " اللي", "probability": 0.944091796875}, {"start": 171.16, "end": 171.26, "word": " هو", "probability": 0.97412109375}, {"start": 171.26, "end": 171.64, "word": " الغطا", "probability": 0.8623046875}, {"start": 171.64, "end": 171.78, "word": " أو", "probability": 0.68359375}, {"start": 171.78, "end": 172.42, "word": " الغلاف", "probability": 0.9654541015625}, {"start": 172.42, "end": 173.58, "word": " 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34, "seek": 88978, "start": 863.8, "end": 889.78, "text": "هو بدنا نقول inferior oblique pulse شلل في ال inferior oblique في تلت فروق خلينا نحكي عن ال butter اللي ممكن تعمليها خلينا نحكي عن ال forceduction test واش كمان الفرق التالت", "tokens": [3224, 2407, 47525, 8315, 8717, 39648, 24249, 23740, 1925, 17709, 13412, 1211, 1211, 8978, 2423, 24249, 23740, 1925, 8978, 6055, 1211, 2655, 6156, 2288, 30543, 16490, 20292, 8315, 8717, 5016, 4117, 1829, 18871, 2423, 5517, 13672, 1829, 3714, 43020, 6055, 25957, 20292, 11296, 16490, 20292, 8315, 8717, 5016, 4117, 1829, 18871, 2423, 3464, 40335, 1500, 4032, 33599, 9122, 2304, 7649, 27188, 2288, 4587, 16712, 6027, 2655], "avg_logprob": -0.20510728234675393, "compression_ratio": 1.643312101910828, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 863.8, "end": 864.04, "word": "هو", "probability": 0.52880859375}, {"start": 864.04, "end": 864.24, "word": " بدنا", "probability": 0.965576171875}, {"start": 864.24, "end": 864.6, "word": " 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"text": "و برار بيكون عندى انا كمان ايش face turn .. face turn هيكون وين؟ على الجهة اللى فيها ال brown ولا عكسها؟ عكسها عكسها عشان تروح العين باتجاه ال abduction اللى هو more normal اللى هو more normal طيب", "tokens": [2407, 4724, 2288, 9640, 4724, 1829, 30544, 43242, 7578, 1975, 8315, 9122, 2304, 7649, 1975, 1829, 8592, 1851, 1261, 4386, 1851, 1261, 39896, 30544, 4032, 9957, 22807, 15844, 25724, 3224, 3660, 13672, 7578, 8978, 11296, 2423, 6292, 49429, 6225, 4117, 3794, 11296, 22807, 6225, 4117, 3794, 11296, 6225, 4117, 3794, 11296, 6225, 8592, 7649, 6055, 32887, 5016, 18863, 9957, 4724, 9307, 7435, 40294, 2423, 410, 40335, 13672, 7578, 31439, 544, 2710, 13672, 7578, 31439, 544, 2710, 23032, 1829, 3555], "avg_logprob": -0.1848632764071226, "compression_ratio": 1.696629213483146, "no_speech_prob": 0.0, "words": [{"start": 1113.41, "end": 1113.67, "word": "و", "probability": 0.56396484375}, {"start": 1113.67, "end": 1114.09, "word": " برار", "probability": 0.6634928385416666}, {"start": 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"end": 1142.19, "word": " Syndrome", "probability": 0.5576171875}, {"start": 1142.19, "end": 1142.37, "word": " من", "probability": 0.98583984375}, {"start": 1142.37, "end": 1142.71, "word": " ناحية", "probability": 0.9744466145833334}, {"start": 1142.71, "end": 1143.31, "word": " الشدة", "probability": 0.93212890625}, {"start": 1143.31, "end": 1144.85, "word": " من", "probability": 0.8427734375}, {"start": 1144.85, "end": 1145.31, "word": " ناحية", "probability": 0.9825846354166666}, {"start": 1145.31, "end": 1146.57, "word": " الشدة", "probability": 0.97998046875}, {"start": 1146.57, "end": 1154.91, "word": " mild", "probability": 0.466064453125}, {"start": 1154.91, "end": 1157.29, "word": " moderate", "probability": 0.677734375}, {"start": 1157.29, "end": 1158.43, "word": " و", "probability": 0.90234375}, {"start": 1158.43, "end": 1158.83, "word": " إيش", "probability": 0.6747843424479166}, {"start": 1158.83, "end": 1160.25, "word": " و", "probability": 0.61865234375}, {"start": 1160.25, "end": 1160.69, "word": " severe", "probability": 0.83349609375}, {"start": 1160.69, "end": 1165.83, "word": " ال", "probability": 0.7919921875}, {"start": 1165.83, "end": 1166.15, "word": " mild", "probability": 0.9013671875}], "temperature": 1.0}, {"id": 45, "seek": 119213, "start": 1168.47, "end": 1192.13, "text": "لا يوجد hypotropia ولا down shoot هنا لا يوجد hypotropia ولكن يوجد down shoot هنا موجود الأثناء", "tokens": [15040, 7251, 29245, 3215, 7420, 310, 1513, 654, 49429, 760, 3076, 34105, 20193, 7251, 29245, 3215, 7420, 310, 1513, 654, 35525, 19452, 7251, 29245, 3215, 760, 3076, 34105, 3714, 29245, 23328, 16247, 12984, 1863, 16606], "avg_logprob": -0.18088107307751974, "compression_ratio": 1.6, "no_speech_prob": 0.0, "words": [{"start": 1168.47, "end": 1168.83, "word": "لا", "probability": 0.94580078125}, {"start": 1168.83, "end": 1170.21, "word": " يوجد", "probability": 0.9812825520833334}, {"start": 1170.21, "end": 1171.45, "word": " hypotropia", "probability": 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is possible ممكن يشفى لحاله تمام ال inflammatory acquired inflammatory علاج للمرض الأساسي علاج", "tokens": [4952, 896, 15447, 8597, 307, 1944, 1975, 1829, 8592, 37495, 22653, 32744, 8597, 307, 1944, 3714, 43020, 7251, 8592, 5172, 7578, 5296, 5016, 6027, 3224, 46811, 10943, 2423, 38199, 17554, 38199, 11203, 26108, 5296, 19528, 43042, 16247, 3794, 32277, 1829, 11203, 26108], "avg_logprob": -0.2073037742182266, "compression_ratio": 1.4097222222222223, "no_speech_prob": 0.0, "words": [{"start": 1232.68, "end": 1233.5, "word": "spontaneous", "probability": 0.763427734375}, {"start": 1233.5, "end": 1234.08, "word": " recovery", "probability": 0.939453125}, {"start": 1234.08, "end": 1234.36, "word": " is", "probability": 0.94140625}, {"start": 1234.36, "end": 1234.88, "word": " possible", "probability": 0.95947265625}, {"start": 1234.88, "end": 1242.16, "word": " ايش", "probability": 0.7152506510416666}, {"start": 1242.16, "end": 1242.32, "word": " يعني", "probability": 0.946533203125}, 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0.9762369791666666}, {"start": 1583.18, "end": 1583.9, "word": " نشغل", "probability": 0.946044921875}, {"start": 1583.9, "end": 1584.38, "word": " تاني", "probability": 0.9318033854166666}, {"start": 1584.38, "end": 1584.76, "word": " و", "probability": 0.75634765625}, {"start": 1584.76, "end": 1585.26, "word": " الراحة", "probability": 0.7730712890625}, {"start": 1585.26, "end": 1585.26, "word": " تانية", "probability": 0.9283854166666666}], "temperature": 1.0}, {"id": 60, "seek": 160362, "start": 1592.76, "end": 1603.62, "text": "هنا ال elevation في ال abduction تقريبا طبيعي ال elevation في ال straight up واضح أنه في restricted elevation مع divergence", "tokens": [3224, 8315, 2423, 25827, 8978, 2423, 410, 40335, 6055, 4587, 16572, 3555, 995, 23032, 21292, 3615, 1829, 2423, 25827, 8978, 2423, 2997, 493, 4032, 46958, 5016, 14739, 3224, 8978, 20608, 25827, 20449, 47387], "avg_logprob": -0.14981617822366602, "compression_ratio": 1.322314049586777, "no_speech_prob": 9.5367431640625e-07, "words": [{"start": 1592.76, "end": 1593.8, "word": "هنا", "probability": 0.80810546875}, {"start": 1593.8, "end": 1593.94, "word": " ال", "probability": 0.9755859375}, {"start": 1593.94, "end": 1594.4, "word": " elevation", "probability": 0.9794921875}, {"start": 1594.4, "end": 1594.68, "word": " في", "probability": 0.927734375}, {"start": 1594.68, "end": 1594.82, "word": " ال", "probability": 0.9814453125}, {"start": 1594.82, "end": 1595.4, "word": " abduction", "probability": 0.8017578125}, {"start": 1595.4, "end": 1596.04, "word": " تقريبا", "probability": 0.9935546875}, {"start": 1596.04, "end": 1596.64, "word": " طبيعي", "probability": 0.9056396484375}, {"start": 1596.64, "end": 1598.26, "word": " ال", "probability": 0.90966796875}, {"start": 1598.26, "end": 1598.78, "word": " elevation", "probability": 0.9931640625}, {"start": 1598.78, "end": 1599.08, "word": " في", "probability": 0.92626953125}, {"start": 1599.08, "end": 1599.22, "word": " ال", "probability": 0.97265625}, {"start": 1599.22, "end": 1599.62, "word": " straight", "probability": 0.9677734375}, {"start": 1599.62, "end": 1600.04, "word": " up", "probability": 0.8427734375}, {"start": 1600.04, "end": 1600.56, "word": " واضح", "probability": 0.9713541666666666}, {"start": 1600.56, "end": 1600.84, "word": " أنه", "probability": 0.655517578125}, {"start": 1600.84, "end": 1600.94, "word": " في", "probability": 0.7822265625}, {"start": 1600.94, "end": 1601.46, "word": " restricted", "probability": 0.796875}, {"start": 1601.46, "end": 1602.34, "word": " elevation", "probability": 0.9921875}, {"start": 1602.34, "end": 1602.88, "word": " مع", "probability": 0.9775390625}, {"start": 1602.88, "end": 1603.62, "word": " divergence", "probability": 0.98828125}], "temperature": 1.0}, {"id": 61, "seek": 163347, "start": 1617.57, "end": 1633.47, "text": "شايفين فيه restriction في ال elevation تمام يسموها acute brown syndrome إيش يعني acute؟", "tokens": [8592, 995, 33911, 9957, 8978, 3224, 29529, 8978, 2423, 25827, 46811, 10943, 7251, 38251, 2407, 11296, 24390, 6292, 19371, 11933, 1829, 8592, 37495, 22653, 24390, 22807], "avg_logprob": -0.22829860669595223, "compression_ratio": 1.1132075471698113, "no_speech_prob": 0.0, "words": [{"start": 1617.57, "end": 1618.09, "word": "شايفين", "probability": 0.968017578125}, {"start": 1618.09, "end": 1618.27, "word": " فيه", "probability": 0.56396484375}, {"start": 1618.27, "end": 1618.77, "word": " restriction", "probability": 0.951171875}, {"start": 1618.77, "end": 1618.99, "word": " في", "probability": 0.93701171875}, {"start": 1618.99, "end": 1619.09, "word": " ال", "probability": 0.978515625}, {"start": 1619.09, "end": 1619.61, "word": " elevation", "probability": 0.96630859375}, {"start": 1619.61, "end": 1621.89, "word": " تمام", "probability": 0.742431640625}, {"start": 1621.89, "end": 1629.57, "word": " يسموها", "probability": 0.78753662109375}, {"start": 1629.57, "end": 1630.09, "word": " acute", "probability": 0.94921875}, {"start": 1630.09, "end": 1630.81, "word": " brown", "probability": 0.58251953125}, {"start": 1630.81, "end": 1631.41, "word": " syndrome", "probability": 0.88623046875}, {"start": 1631.41, "end": 1632.71, "word": " إيش", "probability": 0.755126953125}, {"start": 1632.71, "end": 1632.91, "word": " يعني", "probability": 0.958251953125}, {"start": 1632.91, "end": 1633.47, "word": " acute؟", "probability": 0.927490234375}], "temperature": 1.0}, {"id": 62, "seek": 164992, "start": 1634.36, "end": 1649.92, "text": "إيش يعني حد؟ يعني فجأة بارح كان كويس اليوم الصبح معاه brown syndrome غالبا .. غالبا بتوقع أنه كان عندي مثلا التهاب في ال paranasal sinuses تمام؟ و هو اللي أدى ليه؟", "tokens": [28814, 1829, 8592, 37495, 22653, 11331, 3215, 22807, 37495, 22653, 6156, 7435, 10721, 3660, 4724, 9640, 5016, 25961, 9122, 45865, 3794, 45595, 20498, 31767, 49628, 20449, 40294, 6292, 19371, 32771, 6027, 3555, 995, 4386, 32771, 6027, 3555, 995, 39894, 30543, 3615, 14739, 3224, 25961, 18871, 16254, 50113, 15040, 16712, 11296, 3555, 8978, 2423, 971, 14292, 304, 3343, 8355, 46811, 10943, 22807, 4032, 31439, 13672, 1829, 5551, 3215, 7578, 32239, 3224, 22807], "avg_logprob": -0.18912760147617924, "compression_ratio": 1.434782608695652, "no_speech_prob": 1.8358230590820312e-05, "words": [{"start": 1634.36, "end": 1634.74, "word": "إيش", "probability": 0.6957194010416666}, {"start": 1634.74, "end": 1634.94, "word": " يعني", "probability": 0.95263671875}, {"start": 1634.94, "end": 1637.06, "word": " حد؟", "probability": 0.8229166666666666}, {"start": 1637.06, "end": 1637.36, "word": " يعني", "probability": 0.9072265625}, {"start": 1637.36, "end": 1637.82, "word": " فجأة", "probability": 0.9815673828125}, {"start": 1637.82, "end": 1638.2, "word": " بارح", "probability": 0.6564127604166666}, {"start": 1638.2, "end": 1638.4, "word": " كان", "probability": 0.98974609375}, {"start": 1638.4, "end": 1638.86, "word": " كويس", "probability": 0.9949544270833334}, {"start": 1638.86, "end": 1639.1, "word": " اليوم", "probability": 0.931884765625}, {"start": 1639.1, "end": 1639.42, "word": " الصبح", "probability": 0.920166015625}, {"start": 1639.42, "end": 1639.78, "word": " معاه", "probability": 0.939208984375}, {"start": 1639.78, "end": 1640.04, "word": " brown", "probability": 0.452392578125}, {"start": 1640.04, "end": 1640.62, "word": " syndrome", "probability": 0.90380859375}, {"start": 1640.62, "end": 1642.2, "word": " غالبا", "probability": 0.9451904296875}, {"start": 1642.2, "end": 1642.26, "word": " ..", "probability": 0.5908203125}, {"start": 1642.26, "end": 1642.7, "word": " غالبا", "probability": 0.957763671875}, {"start": 1642.7, "end": 1643.5, "word": " بتوقع", "probability": 0.9537760416666666}, {"start": 1643.5, "end": 1644.0, "word": " أنه", "probability": 0.75}, {"start": 1644.0, "end": 1644.22, "word": " كان", "probability": 0.9912109375}, {"start": 1644.22, "end": 1644.54, "word": " عندي", "probability": 0.92724609375}, {"start": 1644.54, "end": 1644.94, "word": " مثلا", "probability": 0.9833984375}, {"start": 1644.94, "end": 1645.7, "word": " التهاب", "probability": 0.7159016927083334}, {"start": 1645.7, "end": 1646.24, "word": " في", "probability": 0.966796875}, {"start": 1646.24, "end": 1646.38, "word": " ال", "probability": 0.96630859375}, {"start": 1646.38, "end": 1647.04, "word": " paranasal", "probability": 0.7386067708333334}, {"start": 1647.04, "end": 1647.72, "word": " sinuses", "probability": 0.84521484375}, {"start": 1647.72, "end": 1648.4, "word": " تمام؟", "probability": 0.84814453125}, {"start": 1648.4, "end": 1648.48, "word": " و", "probability": 0.611328125}, {"start": 1648.48, "end": 1648.6, "word": " هو", "probability": 0.9765625}, {"start": 1648.6, "end": 1648.76, "word": " اللي", "probability": 0.986572265625}, {"start": 1648.76, "end": 1649.22, "word": " أدى", "probability": 0.7926432291666666}, {"start": 1649.22, "end": 1649.92, "word": " ليه؟", "probability": 0.8527018229166666}], "temperature": 1.0}, {"id": 63, "seek": 167371, "start": 1650.09, "end": 1673.71, "text": "ال .. ال acute brown syndrome هذا المريض اللي عنده acute brown syndrome بده orbital and sinus CT orbital and sinus CT عشان نبحث عن السبب اللي قد ل acute brown syndrome تمام ان شاء الله؟ طيب يعطيكوا العافية .. يعطيكوا العافية", "tokens": [6027, 4386, 2423, 24390, 6292, 19371, 23758, 9673, 16572, 11242, 13672, 1829, 43242, 3224, 24390, 6292, 19371, 47525, 3224, 27677, 293, 41503, 19529, 27677, 293, 41503, 19529, 6225, 8592, 7649, 8717, 49628, 12984, 18871, 21136, 3555, 3555, 13672, 1829, 12174, 3215, 5296, 24390, 6292, 19371, 46811, 10943, 16472, 13412, 16606, 21984, 22807, 23032, 1829, 3555, 37495, 9566, 1829, 4117, 14407, 18863, 31845, 10632, 4386, 37495, 9566, 1829, 4117, 14407, 18863, 31845, 10632], "avg_logprob": -0.11975599560019089, "compression_ratio": 1.7696629213483146, "no_speech_prob": 3.039836883544922e-06, "words": [{"start": 1650.09, "end": 1650.45, "word": "ال", "probability": 0.87646484375}, {"start": 1650.45, "end": 1651.11, "word": " ..", "probability": 0.39697265625}, {"start": 1651.11, "end": 1651.97, "word": " ال", "probability": 0.93017578125}, {"start": 1651.97, "end": 1652.39, "word": " acute", "probability": 0.97900390625}, {"start": 1652.39, "end": 1652.79, "word": " brown", "probability": 0.73583984375}, {"start": 1652.79, "end": 1653.43, "word": " syndrome", "probability": 0.9013671875}, {"start": 1653.43, "end": 1654.47, "word": " هذا", "probability": 0.7294921875}, {"start": 1654.47, "end": 1655.73, "word": " المريض", "probability": 0.9889322916666666}, {"start": 1655.73, "end": 1655.93, "word": " اللي", "probability": 0.843505859375}, {"start": 1655.93, "end": 1656.17, "word": " عنده", "probability": 0.989990234375}, {"start": 1656.17, "end": 1656.61, "word": " acute", "probability": 0.99169921875}, {"start": 1656.61, "end": 1657.03, "word": " brown", "probability": 0.93408203125}, {"start": 1657.03, "end": 1657.69, "word": " syndrome", "probability": 0.93603515625}, {"start": 1657.69, "end": 1658.73, "word": " بده", "probability": 0.9072265625}, {"start": 1658.73, "end": 1659.27, "word": " orbital", "probability": 0.861328125}, {"start": 1659.27, "end": 1659.89, "word": " and", "probability": 0.9638671875}, {"start": 1659.89, "end": 1660.87, "word": " sinus", "probability": 0.9873046875}, {"start": 1660.87, "end": 1661.49, "word": " CT", "probability": 0.97412109375}, {"start": 1661.49, "end": 1662.49, "word": " orbital", "probability": 0.5927734375}, {"start": 1662.49, "end": 1663.07, "word": " and", "probability": 0.97265625}, {"start": 1663.07, "end": 1663.45, "word": " sinus", "probability": 0.98828125}, {"start": 1663.45, "end": 1663.81, "word": " CT", "probability": 0.9921875}, {"start": 1663.81, "end": 1664.17, "word": " عشان", "probability": 0.9856770833333334}, {"start": 1664.17, "end": 1664.61, "word": " نبحث", "probability": 0.82421875}, {"start": 1664.61, "end": 1664.75, "word": " عن", "probability": 0.99462890625}, {"start": 1664.75, "end": 1665.23, "word": " السبب", "probability": 0.99169921875}, {"start": 1665.23, "end": 1665.43, "word": " اللي", "probability": 0.958251953125}, {"start": 1665.43, "end": 1665.67, "word": " قد", "probability": 0.8720703125}, {"start": 1665.67, "end": 1665.81, "word": " ل", "probability": 0.4521484375}, {"start": 1665.81, "end": 1666.13, "word": " acute", "probability": 0.95849609375}, {"start": 1666.13, "end": 1666.75, "word": " brown", "probability": 0.92724609375}, {"start": 1666.75, "end": 1667.81, "word": " syndrome", "probability": 0.95361328125}, {"start": 1667.81, "end": 1668.55, "word": " تمام", "probability": 0.986328125}, {"start": 1668.55, "end": 1668.69, "word": " ان", "probability": 0.8623046875}, {"start": 1668.69, "end": 1668.91, "word": " شاء", "probability": 0.98681640625}, {"start": 1668.91, "end": 1669.29, "word": " الله؟", "probability": 0.7186279296875}, {"start": 1669.29, "end": 1670.41, "word": " طيب", "probability": 0.9474283854166666}, {"start": 1670.41, "end": 1671.93, "word": " يعطيكوا", "probability": 0.89013671875}, {"start": 1671.93, "end": 1672.41, "word": " العافية", "probability": 0.9547526041666666}, {"start": 1672.41, "end": 1672.89, "word": " ..", "probability": 0.4697265625}, {"start": 1672.89, "end": 1673.35, "word": " يعطيكوا", "probability": 0.97490234375}, {"start": 1673.35, "end": 1673.71, "word": " العافية", "probability": 0.9933268229166666}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 1673.833625, "duration_after_vad": 1547.210624999997}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/6EG8i7wTrko_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/6EG8i7wTrko_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..54f2d8d4cfe93990d5ef101c02968f47ee98ad62
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/6EG8i7wTrko_postprocess.srt
@@ -0,0 +1,2660 @@
+1
+00:00:21,780 --> 00:00:27,160
+بسم الله الرحمن الرحيم طبعا بنستكفل
+
+2
+00:00:27,160 --> 00:00:30,980
+ان شاء الله تعالى مقدة حوال اتنين استكمالا لحوال
+
+3
+00:00:30,980 --> 00:00:33,980
+واحد اللي حدناها في الفصل الاول اليوم هنحكي عن
+
+4
+00:00:33,980 --> 00:00:40,600
+موضوع يعني غاية في السهولة وغاية في نفس الوقت في
+
+5
+00:00:40,600 --> 00:00:47,400
+الحيرةيعني كتير ناس بتيجي عند هذا الموضوع مش عارفه
+
+6
+00:00:47,400 --> 00:00:51,620
+تاخد قرار إيش اللي مع المريض الموضوع هو من كلمتين
+
+7
+00:00:51,620 --> 00:00:56,040
+ال heterophoria و الvergence abnormality طبعا ال
+
+8
+00:00:56,040 --> 00:00:58,540
+heterophoria أو اختصارا الفوريا اللي هي latent
+
+9
+00:00:58,540 --> 00:01:02,320
+squint و هو latent squint ليش؟ لأن ال fusion ال
+
+10
+00:01:02,320 --> 00:01:06,240
+amplitudes تكفي to align the eyes تمام؟ال
+
+11
+00:01:06,240 --> 00:01:09,320
+convergence abnormalities اللي هي ال convergence
+
+12
+00:01:09,320 --> 00:01:14,500
+وال divergence abnormalities واللي يعني ممكن يعني
+
+13
+00:01:14,500 --> 00:01:17,600
+تتخذ مسميات عديدة زي ال convergence insufficient
+
+14
+00:01:17,600 --> 00:01:21,760
+زي ال convergence excess زي ال divergence
+
+15
+00:01:21,760 --> 00:01:25,440
+insufficient أو ال divergence excess وهذا هنحكي
+
+16
+00:01:25,440 --> 00:01:29,460
+عنه ونعرف كيف بالظبط نفرج بين الأنواع المختلفة
+
+17
+00:01:29,460 --> 00:01:34,630
+بتاعة هذه القضاياهي مش صعبة ولكن بدها انتباه بسيط
+
+18
+00:01:34,630 --> 00:01:38,570
+ال heterophoria نحكي عنها لحالها ال heterophoria
+
+19
+00:01:38,570 --> 00:01:42,230
+أو الحوالي الخفي تمام اللي هو ال foria اختصارا
+
+20
+00:01:42,230 --> 00:01:46,050
+بتسميه او latent skin ممكن يجيني المريض فيها
+
+21
+00:01:46,050 --> 00:01:52,460
+clinicallyب visual symptoms هذه ال visual symptoms
+
+22
+00:01:52,460 --> 00:01:56,440
+زي الastinopia الإرهاق البصري مش قادر يركز بتعب من
+
+23
+00:01:56,440 --> 00:02:00,720
+الدراسة أو من الكمبيوتر أو من الجوال تمام ممكن يشك
+
+24
+00:02:00,720 --> 00:02:03,920
+من double vision ممكن يشك من headache تمام فهذه
+
+25
+00:02:03,920 --> 00:02:08,600
+الأعراض بتيجي عنده نتيجة أنه عنده phoria طبعا
+
+26
+00:02:08,600 --> 00:02:11,460
+مابتيجيش معاه طول الوقت بتيجي معاه في أوقات ال
+
+27
+00:02:11,460 --> 00:02:16,940
+stress أو ال poor health مجهد مرهق متوتر مريض إلى
+
+28
+00:02:16,940 --> 00:02:22,350
+آخرهمطبعا هذه الأشياء ال stress و ال poor health و
+
+29
+00:02:22,350 --> 00:02:26,690
+الإجهاد و إلى آخره بيأدى لحاجة ان ال fusional
+
+30
+00:02:26,690 --> 00:02:30,350
+amplitudes مش كافية عشان تخلى ال latent squint
+
+31
+00:02:30,350 --> 00:02:36,810
+latent تمام فبيصير هو يجاهد على أساس انه يعني يخلى
+
+32
+00:02:36,810 --> 00:02:41,830
+الفوريا في مرحلة الفوريا ماتنقلبش لتروبيا فشغله
+
+33
+00:02:41,830 --> 00:02:47,110
+هذا و مقاومته لألموضوع أن الفوريا تتحول لتروبيا
+
+34
+00:02:47,110 --> 00:02:49,790
+بيخلي عنده الأعراض اللي حكينا عنها اللي هي
+
+35
+00:02:49,790 --> 00:02:55,050
+أستنوبيا و ممكن ديبلوبيا و ممكن هيدل تمام فممكن
+
+36
+00:02:55,050 --> 00:02:59,850
+ينتج عنده إيزوفوريا أو إكزوفوريا طبعا هذه
+
+37
+00:02:59,850 --> 00:03:05,470
+الإيزوفوريا أو الإكزوفوريا بتقسم حسب المسافة اللي
+
+38
+00:03:05,470 --> 00:03:10,780
+بتبرز فيها أكتر احنا هنحاول يقاسفي ال 9 positions
+
+39
+00:03:10,780 --> 00:03:14,260
+of gaze بس احنا اليوم هنركز على ال two positions
+
+40
+00:03:14,260 --> 00:03:18,240
+او على ال primary position و ال near gaze تمام؟
+
+41
+00:03:18,240 --> 00:03:22,800
+يعني انسان بدنا نجيسله ال phoria على ال near و
+
+42
+00:03:22,800 --> 00:03:26,580
+بدنا نجيسله إياها على ال distance احنا بنقول في
+
+43
+00:03:26,580 --> 00:03:30,880
+عندنا isophoria و
+
+44
+00:03:30,880 --> 00:03:34,740
+في عندنا exophoria بعض المرضى بيجي ب isophoria و
+
+45
+00:03:34,740 --> 00:03:38,060
+بعضهم بيجي ب exophoria هذه ال isophoria
+
+46
+00:03:41,030 --> 00:03:45,110
+اما هتكون على النير اكتر من ال distance او على ال
+
+47
+00:03:45,110 --> 00:03:49,450
+distance اكتر من النير ال exofuria ايضا اما النير
+
+48
+00:03:49,450 --> 00:03:53,690
+اكتر من ال distance او ال distance اكتر من النير
+
+49
+00:03:53,690 --> 00:03:57,390
+ايش يعني النير اكتر و ال .. و النير اقل زاوية
+
+50
+00:03:57,390 --> 00:04:01,950
+الحول زاوية الحول او الفوريا طب ايش بأجيس الفوريا
+
+51
+00:04:01,950 --> 00:04:06,310
+ب ال Prism ب ال Prism ب ال Prism cover test تمام؟
+
+52
+00:04:07,340 --> 00:04:11,040
+نفرض مثلا إنسان إيجى عنده esophoria على النير مثلا
+
+53
+00:04:11,040 --> 00:04:16,900
+عشرين prism وعلى ال distance تمانية prism إيش
+
+54
+00:04:16,900 --> 00:04:22,780
+أسميه أو كيف التشخيص بدي أسميه الآن أنا عندي النير
+
+55
+00:04:22,780 --> 00:04:31,040
+.. النير إيش بيصير فيه في الطبيعة convergence طيب
+
+56
+00:04:31,040 --> 00:04:36,140
+النير في convergence أنا بمسك الرقم الأعلىالأعلى
+
+57
+00:04:36,140 --> 00:04:39,860
+هي العشرين والعشرين جستها علوين؟ عن نير، عن نير، ع
+
+58
+00:04:39,860 --> 00:04:41,500
+نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع
+
+59
+00:04:41,500 --> 00:04:43,360
+نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع
+
+60
+00:04:43,360 --> 00:04:50,040
+نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع
+
+61
+00:04:50,040 --> 00:04:51,000
+نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع
+
+62
+00:04:51,000 --> 00:04:53,240
+نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع
+
+63
+00:04:53,240 --> 00:04:59,780
+نير، ع نير، ع نير، ع نير، ع نير، ع نير، ع نير، عهي
+
+64
+00:04:59,780 --> 00:05:03,300
+Esophoria بس النوع بتاعها convergence excess لما
+
+65
+00:05:03,300 --> 00:05:06,540
+بقى أسمع كلمة convergence excess ال convergence
+
+66
+00:05:06,540 --> 00:05:10,560
+بيصير عنية لما أبدأ أطلع on your target excess
+
+67
+00:05:10,560 --> 00:05:14,460
+يعني زيادة في ال convergence إذا هذه الفورية اللي
+
+68
+00:05:14,460 --> 00:05:16,980
+أنا جيستها هي عبارة عن convergence excess
+
+69
+00:05:16,980 --> 00:05:21,700
+Esophoria نيجي للحالة التانية أنا إنسان تاني إيجي
+
+70
+00:05:21,700 --> 00:05:25,180
+عنده Esophoria جيستله إياها بال Prism Cover Test
+
+71
+00:05:25,180 --> 00:05:29,790
+طلعت على ال distance مثلا 25 Prismوعنير مثلا
+
+72
+00:05:29,790 --> 00:05:37,230
+اتناشر prison إيش رأيكم؟ إيش نسميها هذا؟ بس إيش
+
+73
+00:05:37,230 --> 00:05:41,950
+اللي insufficient؟ال divergence ليش؟ دائما باخد
+
+74
+00:05:41,950 --> 00:05:45,330
+الرقم الأعلى الرقم الأعلى guess وين؟ ع ال distance
+
+75
+00:05:45,330 --> 00:05:48,030
+طب في ال distance الواحد بيصير عنده divergence ولا
+
+76
+00:05:48,030 --> 00:05:51,470
+convergence؟ divergence طب انا أطلع على إشي بعيد
+
+77
+00:05:51,470 --> 00:05:55,550
+كنت أطلع بالأساس على إشي جريب و نجلت عيني لإشي
+
+78
+00:05:55,550 --> 00:05:57,830
+بعيد بدو يصير من convergence position بدو يصير
+
+79
+00:05:57,830 --> 00:06:01,410
+divergence طب هذا ال divergence اللي المفروض يدل
+
+80
+00:06:01,410 --> 00:06:06,980
+لعينيا التنتينماقدرش يدلهم معناته فيها اندي انا
+
+81
+00:06:06,980 --> 00:06:11,620
+divergence insufficiency ادت لايزوفوريا على ال
+
+82
+00:06:11,620 --> 00:06:15,740
+distance مقياسها 25 ابريزن تمام؟ اذا هذه الحالة
+
+83
+00:06:15,740 --> 00:06:20,440
+التانية بسميها divergence insufficiency
+
+84
+00:06:20,440 --> 00:06:27,220
+ايزوفوريا نيجي
+
+85
+00:06:27,220 --> 00:06:32,350
+للاكزوفوريا مريض صيني إيجانيعنده exophoria و بشكي
+
+86
+00:06:32,350 --> 00:06:36,490
+من أعراض جست على ال near لجيتها عشرين prism و على
+
+87
+00:06:36,490 --> 00:06:40,950
+ال distance لجيتها تسعة prism برضه باخد الرقم
+
+88
+00:06:40,950 --> 00:06:46,450
+الأعلى .. باخد الرقم الأعلى الرقم الأعلى جاس وين؟
+
+89
+00:06:46,450 --> 00:06:49,150
+عن ال near .. عن ال near المفروض إيش يصير
+
+90
+00:06:49,150 --> 00:06:52,850
+convergence ماصارش convergence صار exophoria عشرين
+
+91
+00:06:52,850 --> 00:06:56,810
+معناته في عندي ضعف في ال convergence convergence
+
+92
+00:06:56,810 --> 00:06:57,570
+insufficient
+
+93
+00:07:06,100 --> 00:07:10,200
+exophoria هي exophoria نوعها convergence
+
+94
+00:07:10,200 --> 00:07:14,420
+insufficiency وبالتالي لما بسمع convergence
+
+95
+00:07:14,420 --> 00:07:17,100
+insufficiency بدون معرفة الأرقام convergence
+
+96
+00:07:17,100 --> 00:07:20,680
+insufficiency يعني ال convergence أمتى بيصير عن
+
+97
+00:07:20,680 --> 00:07:23,900
+near insufficiency مش كافيني ال convergence ال
+
+98
+00:07:23,900 --> 00:07:27,280
+convergence ضعيفة عن near معناته بتخيل فورا ان ال
+
+99
+00:07:27,280 --> 00:07:30,640
+exophoria اللي هتصير مجاسها عن near أعلى من مجاسها
+
+100
+00:07:30,640 --> 00:07:36,000
+على ال distance حجاني صاد من الناسعنده Exophoria
+
+101
+00:07:36,000 --> 00:07:39,220
+جستها بال prison cover test على ال distance وعنير،
+
+102
+00:07:39,220 --> 00:07:42,940
+على ال distance طلعت اربع وعشرين prison، عنير طلعت
+
+103
+00:07:42,940 --> 00:07:47,320
+احداشر prison باخد الرقم الأعلى، وين الرقم الأعلى؟
+
+104
+00:07:47,320 --> 00:07:50,020
+على ال distance، على ال distance، اذا المشكلة في
+
+105
+00:07:50,020 --> 00:07:54,230
+ال divergence هنديال divergence المفروض ينجل لإيه؟
+
+106
+00:07:54,230 --> 00:07:56,990
+من ال conversion position ل ال primary position لل
+
+107
+00:07:56,990 --> 00:08:01,470
+ortho position هنا جالها ل exo 24 معناته في عندي
+
+108
+00:08:01,470 --> 00:08:05,270
+divergence زيادة هذا بيسموها divergence excess
+
+109
+00:08:05,270 --> 00:08:12,130
+exophoria
+
+110
+00:08:12,130 --> 00:08:15,710
+إذن
+
+111
+00:08:15,710 --> 00:08:19,760
+ال heterophoria لما أنا بدي أتعامل معهابدي أعرف في
+
+112
+00:08:19,760 --> 00:08:24,120
+الأول التشخيص السليك ممكن أنا أكون بجيس بال prism
+
+113
+00:08:24,120 --> 00:08:28,260
+cover test ممتاز وبجيس على ال distance ممتاز وعنية
+
+114
+00:08:28,260 --> 00:08:31,320
+ممتاز بس المشكلة عندي في التسمية أنا في عندي أربع
+
+115
+00:08:31,320 --> 00:08:34,940
+تسميات في عندي convergence excess وفي عندي
+
+116
+00:08:34,940 --> 00:08:37,760
+convergence insufficiency أو بيسموها convergence
+
+117
+00:08:37,760 --> 00:08:41,580
+weakness تمام exophoria في عندي divergence
+
+118
+00:08:41,580 --> 00:08:45,250
+weakness وفي عندي divergence excessيعني ال
+
+119
+00:08:45,250 --> 00:08:47,910
+divergence ممكن يكون زيت أو ناقص و ال convergence
+
+120
+00:08:47,910 --> 00:08:52,450
+ممكن يكون زيت أو ناقص إذا أنا سميت التسمية الصحيحة
+
+121
+00:08:52,450 --> 00:08:57,110
+بأوصل للعلاج الصحيح في ناس تعتقد أنه أي exophoria
+
+122
+00:08:57,110 --> 00:09:01,610
+.. أي exophoria ال orthoptic exercise هي العلاج
+
+123
+00:09:01,610 --> 00:09:05,230
+الأمثل لها ال orthoptic exercise الحالة الوحيدة
+
+124
+00:09:05,230 --> 00:09:09,900
+اللي بتنفع فيها هي ال convergence weaknessليش؟ لأن
+
+125
+00:09:09,900 --> 00:09:13,360
+ال convergence اندي ضعيف فهو هذا اللي بدي اجوده
+
+126
+00:09:13,360 --> 00:09:16,120
+هنا ال convergence مش ضعيف هنا المشكلة زيادة في ال
+
+127
+00:09:16,120 --> 00:09:19,620
+divergence هنا اعطيله orthoptic exercise جد ما
+
+128
+00:09:19,620 --> 00:09:23,580
+تعطيله مش هيفيد مش هي .. مش هيأثت فمن الأربع انواع
+
+129
+00:09:23,580 --> 00:09:26,300
+فقط ال convergence insufficient هي اللي بتستفيد من
+
+130
+00:09:26,300 --> 00:09:29,780
+الاش من ال orthoptic exercise فهذه القضية بدأت
+
+131
+00:09:29,780 --> 00:09:34,000
+تكون واضحة لنا التفاصيلات الأربعة احنا عملناها ليش
+
+132
+00:09:34,000 --> 00:09:39,630
+بناء علىالفرق بين القياس لل distance و لل near أنا
+
+133
+00:09:39,630 --> 00:09:44,190
+دايما باخد الرقم الأعلى وبشوف الرقم الأعلى على ال
+
+134
+00:09:44,190 --> 00:09:46,430
+near ولا على ال distance إذا الرقم الأعلى على ال
+
+135
+00:09:46,430 --> 00:09:48,810
+near معناته المشكلة مشكلة convergence يا إما
+
+136
+00:09:48,810 --> 00:09:52,830
+excess يا إما weakness إذا الرقم الأعلى هو المرتبط
+
+137
+00:09:52,830 --> 00:09:56,470
+بقياس ال distance معناته مشكلة divergence إما
+
+138
+00:09:56,470 --> 00:10:01,710
+weakness أو excess الآن أنا قبل ما نقرأ الكلام هذا
+
+139
+00:10:01,710 --> 00:10:02,230
+بالدين
+
+140
+00:10:05,020 --> 00:10:09,360
+أعطي هيك سؤال عالسرير و مع بعض كنا هيك نحله بنقول
+
+141
+00:10:09,360 --> 00:10:18,300
+أحمد و محمود و محمد و مثلا سامي هنا التانين
+
+142
+00:10:18,300 --> 00:10:23,160
+الأولانين عندهم esophoria والتانين
+
+143
+00:10:23,160 --> 00:10:31,600
+التانين عندهم exophoria هنا
+
+144
+00:10:31,600 --> 00:10:35,950
+على ال near و على ال distanceخلّينا نجسمها بالشكل
+
+145
+00:10:35,950 --> 00:10:40,510
+هذا عشان نعطي المسميات في النهاية هنا على النير
+
+146
+00:10:40,510 --> 00:10:46,510
+مثلا 13 Prism وعلى ال distance مثلا 25 Prism هنا
+
+147
+00:10:46,510 --> 00:10:51,350
+ال isophoria على النير 19 Prism وعلى ال distance 7
+
+148
+00:10:51,350 --> 00:10:56,910
+Prism هنا ال exophoria 25 Prism وعلى ال distance
+
+149
+00:10:56,910 --> 00:11:05,410
+10 Prism هنا 23 Prism وهنا مثلا 12 Prismيا ترى،
+
+150
+00:11:05,410 --> 00:11:10,230
+نمسك حالة حالة، هدولة كلهم phoric، هنا في عندي
+
+151
+00:11:10,230 --> 00:11:15,590
+esophoria، بس إيش اسمها؟divergence insufficiency
+
+152
+00:11:15,590 --> 00:11:19,930
+or weakness كيف عرفنا الرقم الأعلى ع ال distance
+
+153
+00:11:19,930 --> 00:11:22,970
+إذا المشكلة مشكلة ال divergence في ال divergence
+
+154
+00:11:22,970 --> 00:11:26,050
+المفروض العينين تعدي اللي مش تدخل لجوة إذا ال
+
+155
+00:11:26,050 --> 00:11:29,090
+divergence مش كافي إذا divergence insufficiency أو
+
+156
+00:11:29,090 --> 00:11:31,930
+divergence weakness هي نفس الكلمة نفس المعنى
+
+157
+00:11:31,930 --> 00:11:35,110
+divergence weakness أو divergence insufficiency
+
+158
+00:11:36,820 --> 00:11:40,880
+الحالة التانية convergence excess بالظبط الرقم
+
+159
+00:11:40,880 --> 00:11:43,440
+الأعلى عن نير إذا المشكلة مشكلة convergence
+
+160
+00:11:43,440 --> 00:11:47,440
+convergence مفروض convergence طبيعي مايصيلش فوريا
+
+161
+00:11:47,440 --> 00:11:51,560
+أو إيزوفوريا أكتر إذا إنت convergence excess تمام
+
+162
+00:11:51,560 --> 00:11:56,720
+هنا convergence insufficient لأنه على الرقم الأعلى
+
+163
+00:11:56,720 --> 00:12:00,000
+عن نير إذا مشكلة convergence بدل ما يعمل
+
+164
+00:12:00,000 --> 00:12:03,280
+convergence يعمل exofuria 25 معناته إيش
+
+165
+00:12:03,280 --> 00:12:06,220
+convergence weaknessهنا بتنفع ال orthoptic
+
+166
+00:12:06,220 --> 00:12:09,520
+exercise فقط في ال .. في الأربع حالات هنا
+
+167
+00:12:09,520 --> 00:12:14,880
+orthoptic exercise من ضمن العلاج تمام الحالة
+
+168
+00:12:14,880 --> 00:12:19,680
+الأخيرة divergence .. divergence exam لا .. لا لا
+
+169
+00:12:19,680 --> 00:12:29,020
+لا كلامكوا صحيح هي نفس الاشي تنقل الأرقام هي خطأ
+
+170
+00:12:29,020 --> 00:12:35,910
+مطبعي بس إيش رأيكم؟divergence excess divergence
+
+171
+00:12:35,910 --> 00:12:39,810
+excess هيك صارت اما قبل هيك كانت convergence
+
+172
+00:12:39,810 --> 00:12:42,290
+insufficiency تمام divergence excess
+
+173
+00:12:45,650 --> 00:12:51,770
+يترى كل شيء كيف يتعالج من الأربع أنواع من
+
+174
+00:12:51,770 --> 00:12:55,470
+الهيتروفوريا إذا الهيتروفوريا may be present
+
+175
+00:12:55,470 --> 00:12:58,050
+clinically with associated visual symptoms
+
+176
+00:12:58,050 --> 00:13:02,710
+particularly at times of stress, poor health, when
+
+177
+00:13:02,710 --> 00:13:05,750
+fusional amplitudes are insufficient to maintain
+
+178
+00:13:05,750 --> 00:13:11,730
+ocular alignment, both esophore and exophorecan be
+
+179
+00:13:11,730 --> 00:13:14,570
+classified by the distance at which the angle is
+
+180
+00:13:14,570 --> 00:13:18,510
+greater وين ال angle بتاعة الفورية أعلى بقى اطلع
+
+181
+00:13:18,510 --> 00:13:21,610
+عليها أعلى في انيار معناته المشكلة مشكلة
+
+182
+00:13:21,610 --> 00:13:24,490
+convergence أعلى في ال distance معناته المشكلة
+
+183
+00:13:24,490 --> 00:13:28,950
+مشكلة divergence وبالتالي بينشأ عندي convergence
+
+184
+00:13:28,950 --> 00:13:34,300
+excessconvergence excess زي الحالة التانية او
+
+185
+00:13:34,300 --> 00:13:40,220
+weakness زي الحالة الأولى او divergence excess او
+
+186
+00:13:40,220 --> 00:13:43,360
+divergence weakness هاي الأربع حالات في حالة
+
+187
+00:13:43,360 --> 00:13:48,960
+بيسموها mixed كيف ال mixed هادي بيجي احنا ناخد
+
+188
+00:13:48,960 --> 00:13:55,800
+مثال بسيط جدا انسان عنده divergence excess
+
+189
+00:14:01,590 --> 00:14:09,170
+و convergence axis كيف يعني يعني على ال distance
+
+190
+00:14:09,170 --> 00:14:15,390
+في عنده اكزوفوريا مثلا نقول خمسة و عشرين بريزم و
+
+191
+00:14:15,390 --> 00:14:25,070
+عن نير في عنده ايزوفوريا مثلا خمسة عشر بريزمأحنا
+
+192
+00:14:25,070 --> 00:14:28,610
+هالجهته هنا بنقول مافيش الرقم الأعلى، احنا بنقول
+
+193
+00:14:28,610 --> 00:14:33,090
+هدوله نوعين من الفوريا مختلفات، بقى على ال
+
+194
+00:14:33,090 --> 00:14:36,410
+distance المفروض يصير divergence، بس divergence
+
+195
+00:14:36,410 --> 00:14:39,470
+from a convergent position to the ortho position،
+
+196
+00:14:39,470 --> 00:14:42,010
+هو مارحش لل ortho position لما اتطلع على distant
+
+197
+00:14:42,010 --> 00:14:46,490
+target، راح ل Exo25 برزم إذا في عندي divergence
+
+198
+00:14:46,490 --> 00:14:51,150
+excess على البعيد طب على ال .. على ال near target
+
+199
+00:14:51,150 --> 00:14:54,050
+المفروض يعمل convergence بس convergence طبيعي
+
+200
+00:14:54,050 --> 00:14:58,110
+مايكونش فوريا يعني مايكونش أكتر من اللازم هو عمره
+
+201
+00:14:58,110 --> 00:15:04,710
+isofuria 25 .. 15 برزم فعنده هذا mixed يعني فوريا
+
+202
+00:15:04,710 --> 00:15:09,300
+عنده mixedطبعا ممكن بعض المرضى يجيب vertical
+
+203
+00:15:09,300 --> 00:15:12,680
+phoria وإن كان هذا نادر، غالبا يكونوا هذه المرضى
+
+204
+00:15:12,680 --> 00:15:15,720
+يكون عندهم abnormal ocular motility ال vertical
+
+205
+00:15:15,720 --> 00:15:20,080
+squint سواء فيوريا أو تروبيا، غالبا يكون مصاحب ب
+
+206
+00:15:20,080 --> 00:15:23,720
+abnormal ocular motility يترى علاج الفوريا
+
+207
+00:15:23,720 --> 00:15:28,550
+بأنواعها إيش؟يعني أفضل علاج طبعا أول علاج ال
+
+208
+00:15:28,550 --> 00:15:32,310
+orthoptic exercise أو ال orthoptic treatment is of
+
+209
+00:15:32,310 --> 00:15:35,870
+most value in convergence weakness exophoria
+
+210
+00:15:35,870 --> 00:15:39,170
+convergence weakness exophoria فقط هي اللي بتنفع
+
+211
+00:15:39,170 --> 00:15:42,770
+فيها ال orthoptic exerciseبستخدمهاش و بتعيبش مريضي
+
+212
+00:15:42,770 --> 00:15:48,810
+على شيء مش مناسب له تمام هذه شغلة الشغلة التانية
+
+213
+00:15:48,810 --> 00:15:51,470
+any significant refractive error should be
+
+214
+00:15:51,470 --> 00:15:54,910
+appropriately corrected هنا بدنا نقف شوية بنات إيش
+
+215
+00:15:54,910 --> 00:15:59,710
+يعني appropriately corrected؟ لازم يُعطى
+
+216
+00:15:59,710 --> 00:16:04,510
+refractive correction مناسب للحالة بمعنى الإنسان
+
+217
+00:16:04,510 --> 00:16:10,520
+اللي عنده مثلا exophoriaexophoria على ال near أكتر
+
+218
+00:16:10,520 --> 00:16:14,280
+من ال distance تمام هذا عنده convergence weakness
+
+219
+00:16:14,280 --> 00:16:22,800
+نمسك الحالة هذه هذا المريض ممكن يكون أحد أمرين إما
+
+220
+00:16:22,800 --> 00:16:27,460
+hyper metroid مثلا
+
+221
+00:16:27,460 --> 00:16:34,650
+أو ميول لما بنحكي appropriate correctionهذا عنده
+
+222
+00:16:34,650 --> 00:16:38,810
+exophoria اذا انا عشان اعالج ال exophoria بدي ازود
+
+223
+00:16:38,810 --> 00:16:41,110
+.. بدي اعمله orthoptic exercise طيب و ال
+
+224
+00:16:41,110 --> 00:16:43,490
+refractive error عنده كيف بدي اعالجه اذا كان هو
+
+225
+00:16:43,490 --> 00:16:47,690
+hypermetropia عدسة plus بعلجه بعمله full
+
+226
+00:16:47,690 --> 00:16:51,690
+correction ولا بخليله شوية hypermetropia و ليش؟
+
+227
+00:16:51,690 --> 00:16:58,330
+ايش رأيكم؟ partial correction partial correction
+
+228
+00:16:58,330 --> 00:16:59,610
+صحيح ليش؟
+
+229
+00:17:02,920 --> 00:17:06,980
+ممكن حتى تزيد ال Exophoria انا بتدخلي عنده شوية
+
+230
+00:17:06,980 --> 00:17:10,440
+hypermetropia عشان يضطر يعمل accommodation طب ليش
+
+231
+00:17:10,440 --> 00:17:13,660
+بده يعمل accommodation لأنه اذا بيزيد ال
+
+232
+00:17:13,660 --> 00:17:16,300
+accommodation هيزيد ال ايش ال accommodative
+
+233
+00:17:16,300 --> 00:17:18,800
+convergence لأنه في علاقة بينهم accommodative
+
+234
+00:17:18,800 --> 00:17:23,970
+convergence ال AC على A ratioأعمل appropriate
+
+235
+00:17:23,970 --> 00:17:29,010
+correction مناسب للمريض اللي عنده convergence
+
+236
+00:17:29,010 --> 00:17:32,530
+weakness اكزوفوريا لازم أخليه يتطر يعمل
+
+237
+00:17:32,530 --> 00:17:35,830
+accommodation فبالتالي بعمل under correction
+
+238
+00:17:36,950 --> 00:17:41,190
+للhyper metro نفرض ايه جمريت بنفس التشخيص بس ميوب
+
+239
+00:17:41,190 --> 00:17:45,810
+ايش بده اعطيله full correction تمام لأنه الميوب
+
+240
+00:17:45,810 --> 00:17:48,850
+اذا سبت ميوب مش هيعمل accommodation عشان اخليه
+
+241
+00:17:48,850 --> 00:17:51,250
+يعمل accommodation بده اضايع الميوب يا كل اللي
+
+242
+00:17:51,250 --> 00:17:54,270
+عنده فبالتالي ان انت بيعقضية any significant
+
+243
+00:17:54,270 --> 00:17:57,110
+refractive error should be appropriately
+
+244
+00:17:57,110 --> 00:17:59,310
+appropriately corrected
+
+245
+00:18:03,140 --> 00:18:07,060
+طب انسان احنا استعملنا له مثلا orthoptic exercise
+
+246
+00:18:07,060 --> 00:18:11,220
+وعملنا appropriate correction و ما زال في عنده
+
+247
+00:18:11,220 --> 00:18:15,880
+symptoms، ايش يعني symptoms؟ يعني في ..astinopia
+
+248
+00:18:15,880 --> 00:18:19,240
+إرهاق بصري فيه headache فيه dyplopia أو playing of
+
+249
+00:18:19,240 --> 00:18:23,560
+vision تمام فال symptoms ما راحت لا مع ال
+
+250
+00:18:23,560 --> 00:18:27,020
+orthoptic exercise ولا مع appropriate correction
+
+251
+00:18:27,020 --> 00:18:30,400
+of refractive error في حلول تانية طبعا في حلول
+
+252
+00:18:30,400 --> 00:18:34,220
+تانية ممكن استعمله temporary stick on Fresnel
+
+253
+00:18:34,220 --> 00:18:36,900
+prism واحنا أخدنا في ال geometrical optics أن ال
+
+254
+00:18:36,900 --> 00:18:42,710
+Fresnel prismممكن تستخدم بحيث انها تعالج يعني بعض
+
+255
+00:18:42,710 --> 00:18:47,230
+الحالات من الفوري او حتى يعني temporarily لحالات
+
+256
+00:18:47,230 --> 00:18:53,590
+معينة من ال Esquimطبعا maximum بستعمل من عشر
+
+257
+00:18:53,590 --> 00:18:57,730
+الاتناشر prism diopter split between the two يعني
+
+258
+00:18:57,730 --> 00:19:01,270
+eyes يعني ممكن استعمل ستة و ستة خمسة و خمسة prism
+
+259
+00:19:01,270 --> 00:19:06,370
+dioptersبعض الحالات اللى مابتستفيدة على ما سبق
+
+260
+00:19:06,370 --> 00:19:12,350
+ممكن أضطر لعلاج الفوريا جراحيا علاج الفوريا جراحيا
+
+261
+00:19:12,350 --> 00:19:16,310
+و خاصة إذا الفوريا المجازد بتاعها large المجازد
+
+262
+00:19:16,310 --> 00:19:20,650
+بتاعها large حد
+
+263
+00:19:20,650 --> 00:19:27,270
+يسأل إشي في ال heterofuria؟ طيب المريض ال
+
+264
+00:19:27,270 --> 00:19:30,510
+heterofuria لما بيدخل عند العيادة أو المستشفى كيف
+
+265
+00:19:30,510 --> 00:19:37,530
+يكون وضعه هنا؟straight straight تمام؟ لأنه بالغالب
+
+266
+00:19:37,530 --> 00:19:41,950
+يعني هذه بتظهر في حالات ال stress أو اللي هو
+
+267
+00:19:41,950 --> 00:19:45,010
+الإرهاق و ال poor health نيجي لل virgins
+
+268
+00:19:45,010 --> 00:19:48,450
+abnormality إيش تعريف ال virgins movement؟
+
+269
+00:19:48,450 --> 00:19:52,490
+binocular تلت كلمات لازم تقول binocular binocular
+
+270
+00:19:52,490 --> 00:19:58,170
+binocular binocular binocular binocular binocular
+
+271
+00:19:58,170 --> 00:20:00,350
+binocular binocular binocular binocular binocular
+
+272
+00:20:00,350 --> 00:20:02,590
+binocular binocular binocular binocular binocular
+
+273
+00:20:02,590 --> 00:20:04,630
+binocular binocular binocularconvergence او
+
+274
+00:20:04,630 --> 00:20:09,070
+divergence from a convergent position هل في مشاكل
+
+275
+00:20:09,070 --> 00:20:11,850
+في ال .. في ال convergence movements ممكن تكون
+
+276
+00:20:11,850 --> 00:20:17,150
+عنده؟ هل بعض الأشخاص ممكن يكونوا عندهم convergence
+
+277
+00:20:17,150 --> 00:20:21,130
+abnormalities وفي نفس الوقت ماعندهمش squint صحيح
+
+278
+00:20:21,130 --> 00:20:24,810
+بعض المرضى ماعندهمش لا tropia ولا فوريا بس عنده
+
+279
+00:20:24,810 --> 00:20:29,150
+مشاكل في ال convergence او في ال divergenceتؤدي
+
+280
+00:20:29,150 --> 00:20:32,610
+إلى أعراض تؤدي إلى أعراض الحلقات بدنا نشوف إيش هي
+
+281
+00:20:32,610 --> 00:20:37,050
+convergence abnormalities وأول حاجة بدنا نحكيها
+
+282
+00:20:37,050 --> 00:20:39,810
+convergence insufficiency ال convergence
+
+283
+00:20:39,810 --> 00:20:44,670
+insufficiency بدناش نلخبطها مع ال convergence
+
+284
+00:20:44,670 --> 00:20:50,490
+insufficiency exophoria اللي حكينا عنها قبل شوية
+
+285
+00:20:50,490 --> 00:20:54,850
+تمام؟ في عندي بس convergence insufficiency أو هنا
+
+286
+00:20:54,850 --> 00:20:59,540
+weakness تمام؟هنا convergence insufficiency أو
+
+287
+00:20:59,540 --> 00:21:03,880
+weakness بس مش exophoria إيش الفرق بين العبارة
+
+288
+00:21:03,880 --> 00:21:08,100
+الأولى و العبارة التانية؟ انه هنا في عندى squint
+
+289
+00:21:08,100 --> 00:21:12,420
+خفي latent squint هنا بال prison cover test لا فيه
+
+290
+00:21:12,420 --> 00:21:16,020
+tropia ولا phoria ولا أي حاجة طب كيف أنا بعرف أنه
+
+291
+00:21:16,020 --> 00:21:20,500
+في convergence insufficiency بس symptoms؟ كيف
+
+292
+00:21:20,500 --> 00:21:31,340
+بنعرفإنه ال convergence طبيعي ال near point
+
+293
+00:21:31,340 --> 00:21:35,140
+of convergence ال near point of convergence اللي
+
+294
+00:21:35,140 --> 00:21:40,440
+في منها subjective و في منها objective و تقاس بال
+
+295
+00:21:40,440 --> 00:21:45,860
+rough rule او بال sign up to four بتجيسيها بال
+
+296
+00:21:45,860 --> 00:21:49,500
+sign
+
+297
+00:21:49,500 --> 00:21:56,780
+up to fourببساطة شديدة .. بالظبط فين و بجربه لغاية
+
+298
+00:21:56,780 --> 00:22:01,000
+ما .. يعني تحدث اما subjective او .. يعني
+
+299
+00:22:01,000 --> 00:22:04,060
+objective .. near point of convergence أحددها و
+
+300
+00:22:04,060 --> 00:22:08,720
+بقى أجيسها بالمصطرة بقياس يعني عادي، تمام؟إذا هذا
+
+301
+00:22:08,720 --> 00:22:10,980
+المريض اللي احنا هنحكي عنه الآن اللي عنده
+
+302
+00:22:10,980 --> 00:22:13,480
+convergence insufficiency بس ماعندهوش convergence
+
+303
+00:22:13,480 --> 00:22:18,080
+weakness exophoria هو إنسان ماعندهوش phoria ولا
+
+304
+00:22:18,080 --> 00:22:22,060
+tropia ماعندهوش squint بس عنده أعراض عرفت أنا أنه
+
+305
+00:22:22,060 --> 00:22:25,060
+عنده convergence weakness من قياسي لل near point
+
+306
+00:22:25,060 --> 00:22:29,760
+of convergence يا ترى مين هدول الناس؟ إيش الأعراض
+
+307
+00:22:29,760 --> 00:22:32,940
+اللي بتتعرضوا إلها و بشكوا منها؟ إيش العلاج؟ طيب
+
+308
+00:22:32,940 --> 00:22:36,460
+إذا convergence insufficiencytypically affects
+
+309
+00:22:36,460 --> 00:22:40,140
+individuals with excessive visual demand such as
+
+310
+00:22:40,140 --> 00:22:43,320
+students يعني أكتر ناس بتعرضوا لل convergence
+
+311
+00:22:43,320 --> 00:22:46,160
+insufficiency هو اللي مطلوب منه يعمل convergence
+
+312
+00:22:46,160 --> 00:22:49,140
+فترة طويلة مين اللي مطلوب منه يعمل convergence
+
+313
+00:22:49,140 --> 00:22:53,420
+فترة طويلة الطلبة ليش لأنه بديجرى سواء في الجامعة
+
+314
+00:22:53,420 --> 00:22:56,620
+في المدرسة بعد الجامعة بعد المدرسة بديجرى على
+
+315
+00:22:56,620 --> 00:22:59,720
+الكمبيوتر كده ساعة على الجوال على كتب وإلى آخرى
+
+316
+00:22:59,720 --> 00:23:03,800
+فبالتالي مطلوب منه visual demand عنيار كتيرتمام؟
+
+317
+00:23:03,800 --> 00:23:07,800
+بيسميه excessive visual demand أجينا نفحصه بال
+
+318
+00:23:07,800 --> 00:23:10,980
+Prism cover test مافيش عنده لا فوريا ولا تروبيا
+
+319
+00:23:10,980 --> 00:23:14,780
+ولا أي نوع من ال اسكوينت بس العلامة الوحيدة اللي
+
+320
+00:23:14,780 --> 00:23:17,680
+دلتنا أنه عنده convergence insufficiency انه
+
+321
+00:23:17,680 --> 00:23:21,500
+reduced near point of convergence independent of
+
+322
+00:23:21,500 --> 00:23:25,400
+any heterophoria ماعندهوش heterophoria تمام؟ أجيت
+
+323
+00:23:25,400 --> 00:23:28,700
+جسمله ال near point of convergence لجيتها reduced
+
+324
+00:23:28,700 --> 00:23:32,530
+يعني بعيدةبعيدة، في الطبيعي ال near point of
+
+325
+00:23:32,530 --> 00:23:36,210
+convergence لازم تكون ايش؟ اقرب من عشرة صنطي،
+
+326
+00:23:36,210 --> 00:23:38,790
+تمام؟ و مالهاش علاقة في ال breast biopsy لأنها مش
+
+327
+00:23:38,790 --> 00:23:42,510
+هي ال near point of accommodation، تمام؟ فبالتالي
+
+328
+00:23:42,510 --> 00:23:47,070
+هذه بتكون reduced near point of convergence
+
+329
+00:23:48,630 --> 00:23:51,790
+العلاج .. العلاج لل convergence insufficiency
+
+330
+00:23:51,790 --> 00:23:55,370
+exophoria ولل convergence insufficiency لحالة نفس
+
+331
+00:23:55,370 --> 00:23:59,190
+العلاج orthoptic exercise .. orthoptic exercise
+
+332
+00:23:59,190 --> 00:24:05,260
+تمام؟إيش الهدف منه إن أحسن و أجرب ال near point of
+
+333
+00:24:05,260 --> 00:24:09,440
+يعني convergence و أن أحسن ال fusional amplitude
+
+334
+00:24:09,440 --> 00:24:13,300
+ال fusional convergence أحسنه تمام with good
+
+335
+00:24:13,300 --> 00:24:16,060
+compliance لما يكون المريض متعاون الأعراض اللي
+
+336
+00:24:16,060 --> 00:24:19,660
+بيشكي منها اللي هي الastinopia ال blurring of
+
+337
+00:24:19,660 --> 00:24:23,120
+vision الdiplopia ال headache تمام ممكن تكون
+
+338
+00:24:23,120 --> 00:24:27,860
+eliminated within a few weeks إذا كان ضلت الأعراض
+
+339
+00:24:27,860 --> 00:24:35,120
+و مش قادر يتحملهاباعطيله base in prison عندى انا
+
+340
+00:24:35,120 --> 00:24:38,780
+هذا المريض مش قادر يعمل convergence عنده
+
+341
+00:24:38,780 --> 00:24:42,120
+convergence insufficiency وماعندهش exophoria تمام
+
+342
+00:24:42,120 --> 00:24:45,400
+يعني هذا just convergence weakness او convergence
+
+343
+00:24:45,400 --> 00:24:49,660
+insufficiency عملتله orthoptic exercise مدة شهرين
+
+344
+00:24:49,660 --> 00:24:52,840
+مثلا ومش نافع الأمر معاها ده ضلت الأعراف زى ما هم
+
+345
+00:24:52,840 --> 00:24:59,050
+بس تعمل قاعدة اللى مابيجيش معاكإيش تعمل؟ تعا معا
+
+346
+00:24:59,050 --> 00:25:02,050
+.. إيش يعني تعا معا؟ يعني إيه مش راضي تيجي لجوا
+
+347
+00:25:02,050 --> 00:25:06,790
+تعمل convergence؟ بعمله base in prison ال base in
+
+348
+00:25:06,790 --> 00:25:10,330
+prison بنجله الصورة باتجاه ال apex لبرا لبرا
+
+349
+00:25:10,330 --> 00:25:13,950
+فلانتين هنا الصورة هتنتقل باتجاه ال apex تمام؟
+
+350
+00:25:13,950 --> 00:25:17,570
+وهنا الصورة هتنتقل باتجاه ال apex فبالتالي بيتخلص
+
+351
+00:25:17,570 --> 00:25:21,450
+من الأعراض .. بيتخلص من الأعراضمش احنا انسان ممكن
+
+352
+00:25:21,450 --> 00:25:23,990
+يطرح السؤال يقول طب ليش احنا ما نعطي base out ب
+
+353
+00:25:23,990 --> 00:25:27,510
+prism عشان نعمل stimulation لل convergence و احنا
+
+354
+00:25:27,510 --> 00:25:29,910
+عملنا stimulation لل convergence بال orthoptic
+
+355
+00:25:29,910 --> 00:25:33,590
+exercise و عمل good compliance و تعاون معانا و عمل
+
+356
+00:25:33,590 --> 00:25:36,850
+orthoptic exercise بزيادة كمان و مش راري اتحسن
+
+357
+00:25:36,850 --> 00:25:41,500
+الأموربتعبوش أكتر من اللازم تمام اللي مابيجيش معاك
+
+358
+00:25:41,500 --> 00:25:45,000
+بدك تيجي أنت معاه خلاص أنا بدي أنجله الصورة اللي
+
+359
+00:25:45,000 --> 00:25:48,040
+قدامه و اللي المفروض يعمل عليها convergence أنجله
+
+360
+00:25:48,040 --> 00:25:51,820
+temporarily بواسطة البرزمات عشان العين ماتضطرش
+
+361
+00:25:51,820 --> 00:25:55,660
+تعمل convergence يعني صورة هذا الشيء ال target
+
+362
+00:25:55,660 --> 00:25:59,260
+بالنسبة للعين هي هتيجي تكون مباينة من برا و
+
+363
+00:25:59,260 --> 00:26:01,840
+بالنسبة للعين هي هتكون مباينة من برا مش هيصير عنده
+
+364
+00:26:01,840 --> 00:26:05,740
+double vision لأ لأنه هتسقط الصورة بواسطة البرزمات
+
+365
+00:26:05,740 --> 00:26:09,570
+على corresponding retinalpoints ومتالي اللي هو
+
+366
+00:26:09,570 --> 00:26:16,210
+base ان ال prisons ممكن تحل المشكلة عنده هذا
+
+367
+00:26:16,210 --> 00:26:20,090
+بالنسبة لل convergence insufficiencyطيب هل ممكن
+
+368
+00:26:20,090 --> 00:26:22,970
+إنسان يكون عنده convergence insufficiency احنا
+
+369
+00:26:22,970 --> 00:26:26,790
+خلصنا موضوع الفوريا و حكينا الفرق بين convergence
+
+370
+00:26:26,790 --> 00:26:29,170
+insufficiency اكزوفوريا و convergence
+
+371
+00:26:29,170 --> 00:26:33,190
+insufficiency لحالها هل ممكن إنسان عنده
+
+372
+00:26:33,190 --> 00:26:35,670
+convergence insufficiency تكون عنده مشكلة تانية
+
+373
+00:26:35,670 --> 00:26:39,470
+اسمها accommodative insufficiency طبعا ممكن تكون
+
+374
+00:26:39,470 --> 00:26:42,970
+مسحوبة ل convergence insufficiency accommodative
+
+375
+00:26:42,970 --> 00:26:49,430
+insufficiency طبعا is occasionally a presentكيف
+
+376
+00:26:49,430 --> 00:26:52,690
+بعرف أنه في عندي accommodative insufficiency؟ بجيس
+
+377
+00:26:52,690 --> 00:26:55,910
+ال near point of accommodation ال near point of
+
+378
+00:26:55,910 --> 00:27:00,570
+accommodation و بقارنها مع العمر ليش؟ لأن ال near
+
+379
+00:27:00,570 --> 00:27:04,710
+point of accommodation للي عمره مثلا خمسين سنة مش
+
+380
+00:27:04,710 --> 00:27:09,070
+زي اللي عمره يعني عشرين سنة لما إنسان عنده عشرين
+
+381
+00:27:09,070 --> 00:27:12,150
+سنة و لجأت ال near point of accommodation عنده
+
+382
+00:27:12,150 --> 00:27:15,450
+ستين صنتي معناته ال accommodation عنده ضعيف كتير
+
+383
+00:27:15,450 --> 00:27:19,390
+لذا في عنده accommodative insufficiencyو ممكن يكون
+
+384
+00:27:19,390 --> 00:27:23,010
+عنده convergence insufficiency حسب ال near point
+
+385
+00:27:23,010 --> 00:27:25,490
+of accommodation طيب ال accommodative
+
+386
+00:27:25,490 --> 00:27:29,290
+insufficiency ممكن تكون primary يعني idiopathic مش
+
+387
+00:27:29,290 --> 00:27:33,130
+معروفة السبب أو تكون secondary accommodative
+
+388
+00:27:33,130 --> 00:27:37,110
+insufficiency يعني سببها انه اتعرض لعدوى فيروسية و
+
+389
+00:27:37,110 --> 00:27:40,850
+نشأ عنده بعدين ضعف ال accommodation يعني بعد هذه
+
+390
+00:27:40,850 --> 00:27:44,070
+العدوى الفيروسية غالبا ال accommodative
+
+391
+00:27:44,070 --> 00:27:49,140
+insufficiency بتكونبتصيب أطفال المدارس طيب إيش
+
+392
+00:27:49,140 --> 00:27:52,860
+علاجها ال minimum reading correction ال minimum
+
+393
+00:27:52,860 --> 00:27:56,860
+reading correction اللي بيكفي لل clear reading
+
+394
+00:27:56,860 --> 00:28:02,580
+طبعا طالما ال accommodation هو ضعيف لأ
+
+395
+00:28:02,580 --> 00:28:05,000
+احنا مابنحكيش .. نحكي عن ال accommodation يعني
+
+396
+00:28:05,000 --> 00:28:08,340
+طالما ال accommodation هو ضعيف معناته اني ال
+
+397
+00:28:08,340 --> 00:28:12,220
+reading هيكون مش واضح فعلاجه بيكون توضيح و كيف
+
+398
+00:28:12,220 --> 00:28:17,680
+احنا بنوضحبال plus lenses يعني بدي أوصف يعني اللي
+
+399
+00:28:17,680 --> 00:28:20,640
+هو ال minimum reading correction is prescribed to
+
+400
+00:28:20,640 --> 00:28:23,420
+give clear vision طبعا ال accommodative
+
+401
+00:28:23,420 --> 00:28:28,340
+insufficiency صعب انه نتخلص منها يعني بده يظلوا
+
+402
+00:28:28,340 --> 00:28:30,760
+لابس نضرات لل reading بينما ال convergence
+
+403
+00:28:30,760 --> 00:28:34,260
+insufficiency في كثير من الأحيان بتستجيب لل
+
+404
+00:28:34,260 --> 00:28:37,760
+orthoptic exercise و بتتعالج
+
+405
+00:28:40,560 --> 00:28:45,100
+نرتب أمورنا كالقادمة أول علاة لل convergence
+
+406
+00:28:45,100 --> 00:28:49,320
+abnormalities اللي هي convergence insufficiency
+
+407
+00:28:49,320 --> 00:28:56,160
+تسجلوا هذا عندكم يا بنات علاجه على الترتيب
+
+408
+00:28:56,160 --> 00:29:03,440
+Orthoptic exercise Prisms
+
+409
+00:29:03,440 --> 00:29:05,700
+Surgery
+
+410
+00:29:07,350 --> 00:29:09,910
+في الأحيان الأخيرة لما تكون large deviation بدها
+
+411
+00:29:09,910 --> 00:29:15,150
+surgery تاني نوع accommodative insufficiency هذا
+
+412
+00:29:15,150 --> 00:29:23,570
+مش virgins abnormalities بس بتكون مصحوبة مراد ال
+
+413
+00:29:23,570 --> 00:29:26,250
+accommodative insufficiency قلنا إلها نوعين ال
+
+414
+00:29:26,250 --> 00:29:30,810
+primary مش معروفة السبب ال secondary بعد viral
+
+415
+00:29:30,810 --> 00:29:35,990
+infection إيش علاجها minimum reading correction
+
+416
+00:29:47,880 --> 00:29:53,100
+الان في حاجة تالتة بيسموها near reflex
+
+417
+00:29:53,100 --> 00:29:59,640
+insufficiency ال
+
+418
+00:29:59,640 --> 00:30:02,840
+near reflex إيش هو؟ التلاتة ال myosis و ال
+
+419
+00:30:02,840 --> 00:30:05,700
+convergence .. convergence myosis و accommodation
+
+420
+00:30:05,700 --> 00:30:11,080
+accommodation و myosis تمام؟ طيب ليش هنا مفصلين؟ و
+
+421
+00:30:11,080 --> 00:30:14,280
+ليش هنا مجموعين ك near reflex insufficiency؟ ال
+
+422
+00:30:14,280 --> 00:30:20,420
+near reflex insufficiency عبارة عنمجمعتين او يقسم
+
+423
+00:30:20,420 --> 00:30:26,280
+إلى مجمعتين باريزيز يعني شلل جزء و paralysis شلل
+
+424
+00:30:26,280 --> 00:30:33,300
+كله تمام اذا ال near reflex insufficiency عبارة عن
+
+425
+00:30:33,300 --> 00:30:36,800
+اما بيكون paralysis او paralysis ال paralysis of
+
+426
+00:30:36,800 --> 00:30:44,560
+the near reflex هو عبارة عننسخة مقوّاة و نسخة
+
+427
+00:30:44,560 --> 00:30:48,420
+شديدة من ال convergence و ال accommodative
+
+428
+00:30:48,420 --> 00:30:51,720
+insufficiency يعني لما يكون عندي convergence
+
+429
+00:30:51,720 --> 00:30:54,460
+insufficiency بسيط و accommodative insufficiency
+
+430
+00:30:54,460 --> 00:30:57,180
+بسيط بسميه convergence insufficiency مع
+
+431
+00:30:57,180 --> 00:31:00,020
+accommodative insufficiency لما يكون الاتنين
+
+432
+00:31:01,290 --> 00:31:06,630
+exaggerated شديدات شوية بقى بقى بطل أطلق عليهم
+
+433
+00:31:06,630 --> 00:31:10,430
+التعريف هذا بصير أسميه neo reflex paralysis يعني
+
+434
+00:31:10,430 --> 00:31:14,290
+شلل كأنه في عندي شلل جزء في ال neo reflex اللي هو
+
+435
+00:31:14,290 --> 00:31:18,250
+بتضمن ال accommodation و ال convergence تمام؟ كيف
+
+436
+00:31:18,250 --> 00:31:24,320
+أعرفه؟كيف أعرف؟ و في علامات مميزة له أنه عند ما
+
+437
+00:31:24,320 --> 00:31:27,800
+يعمل convergence كيف يعمل convergence؟ بجربله
+
+438
+00:31:27,800 --> 00:31:32,760
+target المفروض يصير الـnear triad convergence
+
+439
+00:31:32,760 --> 00:31:36,860
+accommodation و meiosis إذا صار ميديريازيز و هو
+
+440
+00:31:36,860 --> 00:31:40,560
+بتطلع على ال .. عن near target معناته أنا عندي صار
+
+441
+00:31:40,560 --> 00:31:44,020
+إشي عكس ما هو مطلوب إذا الـ mediaryazis may be
+
+442
+00:31:44,020 --> 00:31:49,730
+seen on attempted near fixationتمام؟ إذا هيكون
+
+443
+00:31:49,730 --> 00:31:52,250
+عندي في ال near reflex insufficiency أو ال near
+
+444
+00:31:52,250 --> 00:31:56,350
+reflex barriers هيكون عندي convergence weakness
+
+445
+00:31:56,350 --> 00:32:03,690
+يعني ال near point of convergence بعيدة و هيكون
+
+446
+00:32:03,690 --> 00:32:07,770
+عندي accommodative weakness ال near point of
+
+447
+00:32:07,770 --> 00:32:13,070
+accommodation أيضا بعيدة و هيكون عندي إيش مدريازز
+
+448
+00:32:13,070 --> 00:32:14,390
+أو near fixation
+
+449
+00:32:21,470 --> 00:32:27,370
+تمام؟ إذا هذه صفات الـ Neural reflex ده reasons و
+
+450
+00:32:27,370 --> 00:32:31,590
+اللي قلنا هو نسخة شديدة من ال accommodative و ال
+
+451
+00:32:31,590 --> 00:32:35,610
+convergence insufficiency كيف علاجه؟ لما مايكونش
+
+452
+00:32:35,610 --> 00:32:40,970
+عندى neurological signs علامات يعني تدل على إنه في
+
+453
+00:32:40,970 --> 00:32:45,630
+خلل عندى في ال central nervous system طيب و الأمور
+
+454
+00:32:45,630 --> 00:32:51,050
+مستقرة ل treatmentبدأ تشمل الشغلات التالية و هنقول
+
+455
+00:32:51,050 --> 00:32:55,130
+ليش هتشمل الشغلات التالية أول حاجة reading glasses
+
+456
+00:32:55,130 --> 00:32:59,850
+ليش reading glasses؟ عشان أتخلص من إيش؟ من مشاكل
+
+457
+00:32:59,850 --> 00:33:02,010
+ال accommodation مش قادر يعمل accommodation
+
+458
+00:33:02,010 --> 00:33:05,470
+بيعطيله glasses reading glasses الإنسان مش قادر
+
+459
+00:33:05,470 --> 00:33:08,190
+يعمل accommodation عشان يعمل fixation أو يشوف
+
+460
+00:33:08,190 --> 00:33:12,930
+بوضوح عن نير بيعطيله reading glasses طيب ال base
+
+461
+00:33:12,930 --> 00:33:18,050
+in the presentعشان base in prism اللي بيجيش معاك
+
+462
+00:33:18,050 --> 00:33:24,210
+تعال معاه base in prisms طب
+
+463
+00:33:24,210 --> 00:33:28,730
+ليش ما قولنا ال orthoptic exercise؟طالما انه
+
+464
+00:33:28,730 --> 00:33:32,890
+المشكلة كبيرة و ال convergence ضعيف كتير و ال ..
+
+465
+00:33:32,890 --> 00:33:35,990
+ال .. ال accommodation مش هتنفع ال orthoptic
+
+466
+00:33:35,990 --> 00:33:39,770
+exercise فما تجربيهاش من الأساس يعني هنا orthoptic
+
+467
+00:33:39,770 --> 00:33:44,990
+exercise have no effect have no effect فبالتالي
+
+468
+00:33:44,990 --> 00:33:49,210
+طيب base in the prisms و reading glasses في حاجة
+
+469
+00:33:49,210 --> 00:33:52,530
+تانية ممكن تساعد ال base in the prisms اللي هي
+
+470
+00:33:52,530 --> 00:33:55,530
+botulinium toxin Botox
+
+471
+00:33:57,590 --> 00:34:01,470
+حقا عشان اعالج مشكلة ال convergence weakness بس
+
+472
+00:34:01,470 --> 00:34:05,740
+وان بده احقنه في أي عضلات؟عشان أضعفها بالمرة
+
+473
+00:34:05,740 --> 00:34:09,240
+بزيادة احنا بدنا convergence في ال lateral rectus
+
+474
+00:34:09,240 --> 00:34:13,420
+في الناحيتين بدو يفقن botulinum toxin عشان يحاول
+
+475
+00:34:13,420 --> 00:34:18,620
+يخفف المشكلة تمام طبعا ال neon reflex باريزيس رغم
+
+476
+00:34:18,620 --> 00:34:24,000
+كل هذه الإجراءات صعب جدا انه نتخلص منه صعب جدا انه
+
+477
+00:34:24,000 --> 00:34:28,900
+نتخلص منه بس ما لا يدركه كله لا يتركه جله
+
+478
+00:34:32,380 --> 00:34:36,480
+إذا شدت المشكلة في ال convergence و ال
+
+479
+00:34:36,480 --> 00:34:40,500
+accommodation و صارت بلغة ال maximum بتاعها يعني
+
+480
+00:34:40,500 --> 00:34:44,260
+مافيش أي جنس ال convergence بيقدر يعمله ولا جنس ال
+
+481
+00:34:44,260 --> 00:34:46,620
+accommodation بتاتا بيقدرش يبدأ عملية ال
+
+482
+00:34:46,620 --> 00:34:50,340
+accommodation أو عملية ال convergence بسميه near
+
+483
+00:34:50,340 --> 00:34:54,740
+reflex paralysis يعني شلل كامل في ال near reflex
+
+484
+00:34:54,740 --> 00:35:00,240
+in which no convergence or accommodation can be
+
+485
+00:35:00,240 --> 00:35:04,340
+initiated تمام؟طبعا هذا إيش أسبابه؟ ممكن يكون
+
+486
+00:35:04,340 --> 00:35:07,620
+functional يعني psychological طبعا functional يعني
+
+487
+00:35:07,620 --> 00:35:11,640
+مافيش سبب عضوى أو ممكن يكون له سبب عضوى في ال
+
+488
+00:35:11,640 --> 00:35:17,220
+midbrain يعني ممكن يتبع head trauma طالما head
+
+489
+00:35:17,220 --> 00:35:20,260
+trauma معناته ممكن بعض الناس تشفى من ال head
+
+490
+00:35:20,260 --> 00:35:24,060
+trauma ويرجع هذا اللي هو near reflex paralysis
+
+491
+00:35:24,060 --> 00:35:29,230
+يتحسن و يصير عنده فيه normal near trialخلصنا هذه
+
+492
+00:35:29,230 --> 00:35:33,330
+القضية، بنكون خلصنا كل الشغلات اللي فيها weakness،
+
+493
+00:35:33,330 --> 00:35:36,150
+سواء convergence weakness، accommodative weakness،
+
+494
+00:35:36,150 --> 00:35:40,010
+near reflex insufficiency بنوعيه، ال paresis و ال
+
+495
+00:35:40,010 --> 00:35:43,830
+paralysis بدنا نحكي عن النقيد تماما في الvergence
+
+496
+00:35:43,830 --> 00:35:45,710
+abnormalities اللي هي الاسبازة
+
+497
+00:35:49,540 --> 00:35:52,280
+قلنا هذا الكلام مالوش علاقة في ال heterophoria ال
+
+498
+00:35:52,280 --> 00:35:55,860
+heterophoria خلصناها بأنواعها الخمسة الأربعة زائد
+
+499
+00:35:55,860 --> 00:36:00,200
+ال mixed الأربعة زائد ال mixed إذا ال near reflex
+
+500
+00:36:00,200 --> 00:36:04,160
+spasm بنعود بنذكر ال near reflex هو عبارة عن
+
+501
+00:36:04,160 --> 00:36:09,120
+accommodation و convergence و meiosis طيب spasm of
+
+502
+00:36:09,120 --> 00:36:14,380
+the near reflex is a functional condition يعني
+
+503
+00:36:14,380 --> 00:36:19,040
+psychological conditionaffecting patients of all
+
+504
+00:36:19,040 --> 00:36:23,340
+ages و بالذات الفيميلز و بالذات الفيميلز ايش
+
+505
+00:36:23,340 --> 00:36:27,560
+العلمات بتاعته تبلوبيا blurred vision headache
+
+506
+00:36:27,560 --> 00:36:32,700
+accompanied by esotropia pseudomyopia meiosis
+
+507
+00:36:32,700 --> 00:36:39,940
+انهيت هذا بيصيب جميع الأعمار functional disease
+
+508
+00:36:39,940 --> 00:36:44,160
+يعني psychological يعني نتيجة stress كتير مثلاو
+
+509
+00:36:44,160 --> 00:36:47,640
+بيصيب جميع الأعمار و خاصة الفيميلز إيش أعراضه بيجي
+
+510
+00:36:47,640 --> 00:36:51,000
+المريض يشكي من دبلوبيا double vision blurred
+
+511
+00:36:51,000 --> 00:36:55,300
+vision ممكن تكون المرحلة السابقة للدبلوبيا صداع
+
+512
+00:36:55,300 --> 00:36:59,500
+يعني كل هذه الأعراض لها علاقة بال near work بال
+
+513
+00:36:59,500 --> 00:37:03,660
+near work تمام؟ ممكن هذه تكون مساحبة بإيزوتروبيا
+
+514
+00:37:04,650 --> 00:37:07,150
+لأنه زاد ال convergence عندي صار فيه spasm في ال
+
+515
+00:37:07,150 --> 00:37:11,730
+convergence تمام؟ pseudomyopia لأنه صار عندي spasm
+
+516
+00:37:11,730 --> 00:37:15,430
+في ال accommodation حيديني بدل ما هو طبيعي حيديني
+
+517
+00:37:15,430 --> 00:37:19,150
+كأنه myopic عمل accommodation زيادة عن اللزوم طبعا
+
+518
+00:37:19,150 --> 00:37:22,970
+و meiosisthe spasm may be triggered when testing
+
+519
+00:37:22,970 --> 00:37:26,970
+ocular movements، إيش معناة الكلام هذا؟ ال ocular
+
+520
+00:37:26,970 --> 00:37:29,390
+movements اللي أنا بعملها testing في أكم position
+
+521
+00:37:29,390 --> 00:37:32,930
+of guests، eight eccentric position، ال primary
+
+522
+00:37:32,930 --> 00:37:35,850
+position، بدين المريض و العينيه في ال primary
+
+523
+00:37:35,850 --> 00:37:39,920
+position، في تمام أوضةأي وضع اللي المفروض في
+
+524
+00:37:39,920 --> 00:37:43,640
+الطبيعة يصير فيه myosis ال convergence في وضع ال
+
+525
+00:37:43,640 --> 00:37:46,000
+convergence لما يكون عامل convergence ع near
+
+526
+00:37:46,000 --> 00:37:49,880
+target بيصير ال near triad ومن ضمنه ايش ال myosis
+
+527
+00:37:49,880 --> 00:37:54,620
+الان لو انا في ال lateral gaze لاحظت ان المريض صار
+
+528
+00:37:54,620 --> 00:37:58,540
+عنده myosis معناه ان هذه احدى العلامات لل near
+
+529
+00:37:58,540 --> 00:38:01,460
+reflex spasm مش المفروض في ال side gaze انه يصير
+
+530
+00:38:01,460 --> 00:38:07,920
+عندى ايش myosis طيب في هنا مقولةmyosis is the key
+
+531
+00:38:07,920 --> 00:38:12,440
+to diagnosis myosis هو المفتاح بتاع تشخيص هذه
+
+532
+00:38:12,440 --> 00:38:18,530
+الحالة يعني كيف أشخص مني ال reflex spasm أثناءنظري
+
+533
+00:38:18,530 --> 00:38:22,470
+لل pupil في ال eccentric gaze position وهذا
+
+534
+00:38:22,470 --> 00:38:26,770
+بيأتيني رسالة انه اي انسان بده يبحث حول او virgins
+
+535
+00:38:26,770 --> 00:38:30,050
+abnormalities او فوريا او ما إلى ذلك لازم يكون
+
+536
+00:38:30,050 --> 00:38:33,770
+دقيق الملاحظة يعني مش اخد بالي من العين ككل انها
+
+537
+00:38:33,770 --> 00:38:37,070
+اتحركت وفي induction ولا مافيش induction في virgin
+
+538
+00:38:37,070 --> 00:38:40,310
+ولا مافيش virgin وإذا كان في defect وأيضا أطلع ال
+
+539
+00:38:40,310 --> 00:38:44,150
+pupil أثناء هذه القضية طبعا إذا كان انا بده المريض
+
+540
+00:38:44,150 --> 00:38:47,630
+يتبعني ب torchبدي يكون ال torch قوته مش كبيرة جدا
+
+541
+00:38:47,630 --> 00:38:51,230
+اللي تحدث لميوزس، تمام؟ مايكونش ميوزس due to
+
+542
+00:38:51,230 --> 00:38:55,150
+excessive light، مايكونش ميوزس .. اذا observing
+
+543
+00:38:55,150 --> 00:39:00,110
+meiosis is the key to diagnosis كيف اعرف عندي انه
+
+544
+00:39:00,110 --> 00:39:03,150
+pseudo-miopia؟ اش يعني pseudo-miopia؟ يعني ميوبيا
+
+545
+00:39:03,150 --> 00:39:07,390
+غير حقيقية، مش صحيح، يعني هو مش myopic طيب، كداش
+
+546
+00:39:07,390 --> 00:39:10,550
+يعني ممكن يعطيني pseudo-miopia؟ ممكن يعطيني تسعة
+
+547
+00:39:10,550 --> 00:39:15,530
+درجات؟عشر درجات؟ تمان درجات؟ ست درجات؟ أه ممكن
+
+548
+00:39:15,530 --> 00:39:20,450
+بيجي بعض الأطفال عندهم neo reflex spasm بتلاقي هذه
+
+549
+00:39:20,450 --> 00:39:23,690
+القضية و هذه الأعراض بعد ال cycloplegia بتلاقي
+
+550
+00:39:23,690 --> 00:39:29,390
+مثلا plus ربع plus تلات تربع و هكذا تمام؟هذا ال
+
+551
+00:39:29,390 --> 00:39:32,670
+refraction الحقيقي بتاعه يعني مش اروح انا اعمله
+
+552
+00:39:32,670 --> 00:39:35,050
+correction ل ال minus هو ال minus عشرة هو عامل
+
+553
+00:39:35,050 --> 00:39:40,890
+accommodation عشان إيش عشان يعني عنده spasm في ال
+
+554
+00:39:40,890 --> 00:39:45,110
+near reflex إذا refraction with and without
+
+555
+00:39:45,110 --> 00:39:49,430
+cycloplegia confirms the pseudomyopia which must
+
+556
+00:39:49,430 --> 00:39:52,270
+not be corrected optically لأنه لما عملنا له
+
+557
+00:39:52,270 --> 00:39:54,710
+correction جاء خطأ كبير ممكن زدنا عليه
+
+558
+00:39:54,710 --> 00:40:00,260
+accommodation فوق ما هو spasmكيف احنا نعالج هذا
+
+559
+00:40:00,260 --> 00:40:05,060
+المريض علاجه بسيط تمام بيبدأ بال reassurance إعادة
+
+560
+00:40:05,060 --> 00:40:08,820
+تطمين المريض تمام و أنه أي activity أي activity
+
+561
+00:40:08,820 --> 00:40:12,720
+بتخلي عنده نية reflex يصير فيه spasm يبعد عنها
+
+562
+00:40:12,720 --> 00:40:16,320
+بمعنى انا لما بجرى مثلا نص ساعة بيبدأ يصير عندي
+
+563
+00:40:16,320 --> 00:40:20,160
+الأعراض ببدأ أشكي لأ اجرى ربع ساعة و ريح بعدين
+
+564
+00:40:20,160 --> 00:40:23,300
+اجرى ربع ساعة و ريح يعني انهي ال activity اللي
+
+565
+00:40:23,300 --> 00:40:26,140
+بتبقى لحد ما تشعر انه بدت الأعراض انهي ال activity
+
+566
+00:40:26,140 --> 00:40:31,520
+طيب لو مانفعشساعتها انا بدأ اعمله Cycloblegia
+
+567
+00:40:31,520 --> 00:40:36,160
+كعلاج عشان مايقدرش يعمل accommodation تمام و في
+
+568
+00:40:36,160 --> 00:40:40,020
+نفس الوقت اعطيله reading correction إذا ال
+
+569
+00:40:40,020 --> 00:40:43,600
+treatment involves reassurance تطمين المرض and
+
+570
+00:40:43,600 --> 00:40:46,760
+advising the patient to look away and seize the
+
+571
+00:40:46,760 --> 00:40:50,400
+activity that triggers the response طب إذا دلت رغم
+
+572
+00:40:50,400 --> 00:40:54,380
+هيك atropine and full reading correction are
+
+573
+00:40:54,380 --> 00:40:57,320
+prescribed but it is difficult later to abundantly
+
+574
+00:40:57,590 --> 00:41:01,990
+يعني عيارنا بدينا العلاج صعب إن أتركه هيضل عليه
+
+575
+00:41:01,990 --> 00:41:05,430
+ممكن سنة يضل عليه أو سنتين تمام؟ بس طبعا مش
+
+576
+00:41:05,430 --> 00:41:08,370
+بالكثافة اللي بيعطيه في الأول يعني ممكن أنا أبدأ
+
+577
+00:41:08,370 --> 00:41:12,530
+بالاتربيل مرتين يوميا بعد أسبوع أخليه مرة يوميا
+
+578
+00:41:12,530 --> 00:41:16,330
+بعد أسبوعين أخليه مثلا يوم بعد يوم نقطة و بعدين
+
+579
+00:41:16,330 --> 00:41:19,310
+أبدأ أعمل weaning بالتدريج طبعا بدي أكون في كل هذه
+
+580
+00:41:19,310 --> 00:41:22,190
+الحالات لابس ال reading correction و أكون أنا
+
+581
+00:41:22,190 --> 00:41:27,660
+متابع حدة الإبصار على ال distance و على النيررغم
+
+582
+00:41:27,660 --> 00:41:31,860
+هذه الأعراض و مع العلاج ال patients usually seem
+
+583
+00:41:31,860 --> 00:41:34,720
+to live fairly normal life despite the signs and
+
+584
+00:41:34,720 --> 00:41:38,520
+symptoms رغم الأعراض يعني حياة المريض يعني بتكون
+
+585
+00:41:38,520 --> 00:41:41,740
+ماشي حالها يعني و أموره يعني ماشية مافيش يعني
+
+586
+00:41:41,740 --> 00:41:47,140
+مشكلة كبيرةيعني طبعنا عدة مرضى معهم اللي هو near
+
+587
+00:41:47,140 --> 00:41:50,980
+reflex spasm ومشي على الأترابين واتبدل الأترابين ب
+
+588
+00:41:50,980 --> 00:41:54,120
+Cyclopentylate اللي انا يعني تقريبا بالاسبوع بنجد
+
+589
+00:41:54,120 --> 00:41:56,780
+نقطة واحدة من ال Cyclopentylate يعني كأنه بيخدش ال
+
+590
+00:41:56,780 --> 00:42:01,820
+treatment و اللي هو ال .. ال correction بتاعه يعني
+
+591
+00:42:01,820 --> 00:42:06,140
+اللي هو ال reading correction بيلبسه أثناء ال ..
+
+592
+00:42:06,140 --> 00:42:11,130
+اللي هو ال near activity أثناء ال near activityال
+
+593
+00:42:11,130 --> 00:42:13,670
+divergence insufficiency اللي هو آخر موضوع اليوم
+
+594
+00:42:13,670 --> 00:42:19,670
+عنه برضه ينقسم لقسمين divergence paralysis او
+
+595
+00:42:19,670 --> 00:42:28,770
+divergence paralysis divergence paralysis او
+
+596
+00:42:28,770 --> 00:42:33,070
+paralysis طبعا
+
+597
+00:42:33,070 --> 00:42:38,660
+عبارة عن rare conditionممكن يكون عندى فيه يعني خلف
+
+598
+00:42:38,660 --> 00:42:43,360
+هذا ال disease فيه عندى neurological disease زي
+
+599
+00:42:43,360 --> 00:42:46,780
+إيش؟ زي intracranial space occupying lesion و نفسط
+
+600
+00:42:46,780 --> 00:42:51,580
+فيها tumor .. intracranial tumor تمام أوbleeding
+
+601
+00:42:51,580 --> 00:42:55,560
+او cyst او ما إلى ذلك يعني .. يعني شيء او مرض
+
+602
+00:42:55,560 --> 00:43:01,520
+بيشوي الحيز من يعني اللي هو المساحة المخصصة للدماغ
+
+603
+00:43:01,520 --> 00:43:05,580
+CVA cerebrovascular accident يعني جلطة دماغية ممكن
+
+604
+00:43:05,580 --> 00:43:08,600
+تكون في مكان معين اتدى ل divergence insufficiency
+
+605
+00:43:08,600 --> 00:43:12,190
+او head traumaو طالما بيقول hit the torna اذا ال
+
+606
+00:43:12,190 --> 00:43:16,430
+age اللي بيجي فيه المريض ممكن يكون اي age تمام؟
+
+607
+00:43:16,430 --> 00:43:20,030
+ممكن يكون اي age اذا presentation may be at any
+
+608
+00:43:20,030 --> 00:43:23,570
+age and may be difficult to differentiate from 6
+
+609
+00:43:23,570 --> 00:43:26,770
+nerve pulse في ال 6 nerve pulse مافيش divergence
+
+610
+00:43:26,770 --> 00:43:31,330
+تمام؟ و هنا مافيش divergence طب كيف افرف هل هذا 6
+
+611
+00:43:31,330 --> 00:43:37,230
+nerve pulse ولايعني divergence insufficiency في
+
+612
+00:43:37,230 --> 00:43:42,990
+عدة فروق بينهم أول حاجة هذا عبارة عن concomitant
+
+613
+00:43:42,990 --> 00:43:49,650
+deviation concomitant deviation ال six nerve palsy
+
+614
+00:43:49,650 --> 00:43:54,450
+incomitant deviation ال six nerve palsy incomitant
+
+615
+00:43:54,450 --> 00:43:56,710
+deviation ايش يعني concomitant و incomitant
+
+616
+00:43:59,010 --> 00:44:02,490
+يعني لما بيجيس الحول في ال .. في ال horizontal
+
+617
+00:44:02,490 --> 00:44:05,450
+gaze، right gaze و left gaze و ال primary position
+
+618
+00:44:05,450 --> 00:44:08,570
+في ال divergence insufficiency الفروق لا تتعدى
+
+619
+00:44:08,570 --> 00:44:12,610
+خمسة prism ضيوبة، بينما في ال six nerve pulsae لما
+
+620
+00:44:12,610 --> 00:44:15,150
+أنا بيكون عند المريض right six nerve pulsae و
+
+621
+00:44:15,150 --> 00:44:20,500
+بتطلع ال rightبيصير مجاز ال deviation كبير جدا لما
+
+622
+00:44:20,500 --> 00:44:23,800
+بتطلع على ال primary position بجلب لما بتطلع على
+
+623
+00:44:23,800 --> 00:44:27,140
+left gaze اللي هي اتجاه ال normal يعني هنا مجاز و
+
+624
+00:44:27,140 --> 00:44:30,060
+هنا مجاز يختلف عنه كتير و هنا مجاز يختلف عنه اكتر
+
+625
+00:44:30,060 --> 00:44:33,360
+و اكتر فبالتالي incompetent deviation فهذه احد
+
+626
+00:44:33,360 --> 00:44:37,640
+الفروق المهمة جدا برضه من ضمن الفروق اللي انا بقدر
+
+627
+00:44:37,640 --> 00:44:42,710
+اختبرها و اللي عساسها اجاكم سؤال في الامتحانفي
+
+628
+00:44:42,710 --> 00:44:46,150
+حوال واحد abduction movements مافيش داعي اختبرها
+
+629
+00:44:46,150 --> 00:44:48,670
+اذا كان ال divergence .. ال divergence movements
+
+630
+00:44:48,670 --> 00:44:52,690
+يعني طبيعي هل هذا صح ولا لا؟ لازم اختبرها لازم
+
+631
+00:44:52,690 --> 00:44:56,330
+اختبرها يعني لازم اختبر ال three types of هذا في
+
+632
+00:44:56,330 --> 00:44:58,930
+ال divergence insufficiency في ال divergence
+
+633
+00:44:58,930 --> 00:45:02,150
+insufficiency لما بغطي عين من ال internet ال
+
+634
+00:45:02,150 --> 00:45:05,310
+abduction طبيعي لأن ال abduction حاجة و ال
+
+635
+00:45:05,310 --> 00:45:09,310
+divergence حاجة كلمة divergence يعني divergence ال
+
+636
+00:45:09,310 --> 00:45:12,290
+divergence برجع للتعريف ايش هي ال divergence؟
+
+637
+00:45:12,400 --> 00:45:18,400
+بينوكيولار، Simultaneous Disjunctive Movement،
+
+638
+00:45:18,400 --> 00:45:23,900
+الدكشن، منوكيولار محرك في طريقة محددة للغاز، يعني
+
+639
+00:45:23,900 --> 00:45:28,520
+ممكن الدكشن تكونو ال .. و ال divergence يكون مش
+
+640
+00:45:28,520 --> 00:45:30,700
+طبيعي؟ اه ممكن زي في حالة ال divergence
+
+641
+00:45:30,700 --> 00:45:34,060
+insufficient .. insufficiency مافيش divergence او
+
+642
+00:45:34,060 --> 00:45:37,600
+ضعيف ال divergence بس ال abduction شغال هذه بتميز
+
+643
+00:45:37,600 --> 00:45:40,620
+بينما في ال six nerve palsy مافيش abduction ..
+
+644
+00:45:40,620 --> 00:45:43,380
+مافيش abduction طبعا حسب شدة ال six nerve palsy
+
+645
+00:45:43,380 --> 00:45:50,300
+تمام فهذه إحدى الفروق إذا الفرق التالت هنا في ال
+
+646
+00:45:50,300 --> 00:45:55,740
+divergence .. تعبتوا أنتوا؟في ال divergence
+
+647
+00:45:55,740 --> 00:45:59,120
+insufficiency ال divergence amplitude ال fusional
+
+648
+00:45:59,120 --> 00:46:01,740
+divergence amplitude اللي بجيسها إما بال prison
+
+649
+00:46:01,740 --> 00:46:05,540
+bar أو بال sin of two four بتكون محدودة جداً كدهش
+
+650
+00:46:05,540 --> 00:46:11,580
+ال divergence amplitude عن نير وعال distance؟ ستة
+
+651
+00:46:11,580 --> 00:46:17,360
+لأ ستة عال distance؟ ستة لأ وعال 25 عن نير 25 كتير
+
+652
+00:46:17,360 --> 00:46:22,970
+شويةمن 14 تقريبا ل 20 على النيار وعلى ال distance
+
+653
+00:46:22,970 --> 00:46:26,730
+تقريبا من 6 ل 10 او 6 ل 12 بريزم ديوبتر هدف
+
+654
+00:46:26,730 --> 00:46:29,750
+الطبيعي في الناس اللي عندهم divergence
+
+655
+00:46:29,750 --> 00:46:33,170
+insufficiency و هنرجع لها في العمل انجيزة تمام في
+
+656
+00:46:33,170 --> 00:46:34,870
+الناس اللي عندهم divergence insufficiency هذه
+
+657
+00:46:34,870 --> 00:46:37,790
+الكيمية بتكون اجليلة كتير يعني ممكن واحد اتنين
+
+658
+00:46:37,790 --> 00:46:41,110
+تلاتة بريزم ديوبتر يعني ضعيفة جدا فبالتالي هذه
+
+659
+00:46:41,110 --> 00:46:45,350
+احدى الفروق عن six nerve palsy it is difficult to
+
+660
+00:46:45,350 --> 00:46:49,530
+treat ال divergence insufficiency صعب تعالجإذا إيش
+
+661
+00:46:49,530 --> 00:46:53,030
+بده أعمل؟ ال prisms are the best option طب إيش بحط
+
+662
+00:46:53,030 --> 00:46:56,170
+ال prism based out ولا based in؟ based out صحيح
+
+663
+00:46:56,170 --> 00:46:59,270
+ليش؟ عشان أنجله الصورة لجوا هو مش قادر يعمل
+
+664
+00:46:59,270 --> 00:47:03,790
+divergence بس قادر يعمل convergence تمام؟ يعطيكوا
+
+665
+00:47:03,790 --> 00:47:04,390
+ألف عافية
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg.srt
new file mode 100644
index 0000000000000000000000000000000000000000..f90ab41450d171b3bc0db8b21f396c808606802a
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg.srt
@@ -0,0 +1,1543 @@
+
+1
+00:00:20,820 --> 00:00:24,040
+بسم الله الرحمن الرحيم اليوم عندنا ال fourth nerve
+
+2
+00:00:24,040 --> 00:00:27,640
+palsy أو superior oblique palsy طبعا هي the most
+
+3
+00:00:27,640 --> 00:00:32,460
+common ocular motor nerve palsy  بنقابلها عند
+
+4
+00:00:32,460 --> 00:00:36,420
+المرضى اللي هي superior oblique palsy  امتى أتوقع
+
+5
+00:00:36,420 --> 00:00:39,360
+أن الإنسان عنده superior oblique palsy  في عندي ثلاث
+
+6
+00:00:39,360 --> 00:00:43,340
+شغلات، الشغلة الأولى أن يكون عندي vertical diplopia
+
+7
+00:00:43,340 --> 00:00:48,340
+absence of ptosis and characteristic head posture
+
+8
+00:00:48,990 --> 00:00:53,330
+الإنسان إيجاني عنده vertical diplopia، روحكم من
+
+9
+00:00:53,330 --> 00:00:57,410
+vertical diplopia، ما فيش ptosis، يعني الptosis هتتوقع
+
+10
+00:00:57,410 --> 00:01:01,850
+في third nerve palsy، وفي نفس الوقت في head tilt معين
+
+11
+00:01:01,850 --> 00:01:07,450
+ما تتخذه، فهذا strongly suggestive يعني ل fourth
+
+12
+00:01:07,450 --> 00:01:10,530
+nerve palsy، ولازم أبدأ أفحص المريض عشان أشوف هل
+
+13
+00:01:10,530 --> 00:01:14,550
+في فعلا fourth nerve palsy ولا لا، حقيقة الأمر ال
+
+14
+00:01:14,550 --> 00:01:17,810
+fourth nerve palsy ممكن يكون congenital أو ممكن
+
+15
+00:01:17,810 --> 00:01:22,360
+يكون acquired، والتفريق بينهم بيتطلب يعني معرفة
+
+16
+00:01:22,360 --> 00:01:26,800
+بعض الأشياء أو العلامات، وممكن يكون unilateral أو
+
+17
+00:01:26,800 --> 00:01:31,420
+ممكن يكون bilateral، يعني من ضمن الأشياء اللي
+
+18
+00:01:31,420 --> 00:01:34,600
+بتساعدني في تشخيص ال congenital fourth nerve
+
+19
+00:01:34,600 --> 00:01:37,440
+palsy، أو superior oblique و peak pulsing، قضية ال old
+
+20
+00:01:37,440 --> 00:01:41,400
+photo، ال old photo لما أنا بطلبها من مراحل عمري
+
+21
+00:01:41,400 --> 00:01:45,740
+مختلفة، وبشوف فيها ال characteristic، هل تمام؟ بتدل
+
+22
+00:01:45,740 --> 00:01:48,920
+عندي أن الpalsy موجود من فترة طويلة، وأنها دي
+
+23
+00:01:48,920 --> 00:01:53,400
+بالغالب congenital fourth nerve palsy، أيضا لما
+
+24
+00:01:53,400 --> 00:01:57,880
+بلاحظ أن في عندي facial asymmetry، يعني الجزء من
+
+25
+00:01:57,880 --> 00:02:01,420
+الوجه من ال face أو ال mid face،  اللي على
+
+26
+00:02:01,420 --> 00:02:04,880
+جهة الpalsy بيكون نامي أكثر من الجزء اللي عليه ال
+
+27
+00:02:04,880 --> 00:02:07,780
+head tilt، ال chronic head tilt، لو تصورنا أن في
+
+28
+00:02:07,780 --> 00:02:11,740
+عندنا left sided head tilt، إذا كان هذا chronic من
+
+29
+00:02:11,740 --> 00:02:17,720
+يعني ال early years of life، وكبر المريض مع هذه
+
+30
+00:02:17,720 --> 00:02:23,040
+العلة، فبالتالي بيكون عندي هنا ال face أقل نموا من
+
+31
+00:02:23,040 --> 00:02:25,860
+اللي هو ال side الثاني، وبالتالي في عندي ال
+
+32
+00:02:25,860 --> 00:02:33,040
+asymmetrical head tilt أو asymmetrical face أيضا،
+
+33
+00:02:33,040 --> 00:02:36,420
+ال fusional amplitudes، ال vertical fusional
+
+34
+00:02:36,420 --> 00:02:40,420
+amplitudes، في الطبيعي قد إيش؟ اتنين لثلاث prism
+
+35
+00:02:40,420 --> 00:02:45,000
+بعدها بيصير diplopia، لما بلاقي أنا large vertical
+
+36
+00:02:45,000 --> 00:02:48,140
+fusional amplitude، بتوقع أن في عندي long standing
+
+37
+00:02:48,140 --> 00:02:52,640
+يعني superior oblique palsy، هذه الشغلات بتساعدني
+
+38
+00:02:52,640 --> 00:02:56,100
+على معرفة أو تمييز ال congenital fourth nerve
+
+39
+00:02:56,100 --> 00:03:00,920
+palsy من ال acquired fourth nerve palsy، في تقسيمة
+
+40
+00:03:00,920 --> 00:03:04,220
+ثانية لل fourth nerve palsy اللي هي unilateral أو
+
+41
+00:03:04,220 --> 00:03:08,750
+bilateral، وفي بعض الأحيان بنعطي مصطلح masked
+
+42
+00:03:08,750 --> 00:03:12,970
+bilateral، masked bilateral، إذا في عندي unilateral
+
+43
+00:03:12,970 --> 00:03:18,190
+و bilateral، وفي عندي masked bilateral، لما بيكون
+
+44
+00:03:18,190 --> 00:03:25,430
+عندي ال masked bilateral superior
+
+45
+00:03:25,430 --> 00:03:32,920
+oblique palsy، بيكون عندي بالجهتين في superior
+
+46
+00:03:32,920 --> 00:03:36,360
+oblique palsy، بس في عين أكثر بكثير من العين
+
+47
+00:03:36,360 --> 00:03:40,540
+الثانية، وبالتالي
+
+48
+00:03:40,540 --> 00:03:46,020
+بتبين وكأنها unilateral fourth nerve palsy
+
+49
+00:03:46,020 --> 00:03:48,760
+superior oblique under action كثير على العين
+
+50
+00:03:48,760 --> 00:03:52,740
+الشمال، مقارنة مع superior oblique under action
+
+51
+00:03:52,740 --> 00:03:55,900
+بتبين وكأن هذه العين طبيعية، فهذه بتسمى masked
+
+52
+00:03:55,900 --> 00:04:00,420
+bilateral superior oblique palsy، كيف أميز من ال
+
+53
+00:04:00,420 --> 00:04:07,060
+unilateral من ال bilateral؟ في علامات كثيرة للتمييز،
+
+54
+00:04:07,060 --> 00:04:10,160
+بس قبل ما آخذ في موضوع أميز من ال unilateral من ال
+
+55
+00:04:10,160 --> 00:04:13,700
+bilateral، ما هي علامات ال superior oblique palsy؟
+
+56
+00:04:13,700 --> 00:04:18,960
+ما هي علامات ال superior oblique palsy؟ إذا هنا ضرب
+
+57
+00:04:18,960 --> 00:04:26,460
+مثال، left superior oblique palsy، يقول أول علامة
+
+58
+00:04:26,460 --> 00:04:30,350
+أن left hypertropia، left over right in the primary
+
+59
+00:04:30,350 --> 00:04:34,490
+position، لما تكون ال uninvolved eye اللي هي ال
+
+60
+00:04:34,490 --> 00:04:37,590
+right eye fixated، لما تكون هذه fixating بتكون هذه
+
+61
+00:04:37,590 --> 00:04:44,630
+hypertropic، ليش؟ لأن عندي… عندي two elevators
+
+62
+00:04:44,630 --> 00:04:47,730
+شغالين، وone depressor اللي هو ال superior rectus
+
+63
+00:04:47,730 --> 00:04:51,690
+والsuperior oblique… ال superior oblique palsy
+
+64
+00:04:51,690 --> 00:04:53,850
+تمام؟
+
+65
+00:04:55,830 --> 00:04:58,430
+فبالتالي لما تكون العين السليمة fixated،
+
+66
+00:04:58,430 --> 00:05:01,410
+بيكون عندي hypertropia في العين اللي فيها superior
+
+67
+00:05:01,410 --> 00:05:06,570
+oblique palsy، تمام؟ lift limitation in depression
+
+68
+00:05:06,570 --> 00:05:10,250
+in adduction، معروف أن في ال adduction لو عملنا in
+
+69
+00:05:10,250 --> 00:05:15,510
+and down، ما بتقدرش تنزل، لأن مين المسئول عن إنزال
+
+70
+00:05:15,510 --> 00:05:21,570
+العين في ال in وال superior oblique؟ Limitation
+
+71
+00:05:21,570 --> 00:05:24,330
+ال superior oblique مش قادرة تنزل العين في ال in
+
+72
+00:05:24,330 --> 00:05:27,830
+position، إذا هذه العلامة بتقول hypertropia في ال
+
+73
+00:05:27,830 --> 00:05:30,270
+primary position، لما تكون العين السليمة fixated،
+
+74
+00:05:30,270 --> 00:05:34,850
+decreased depression and adduction، ليش؟ لأن في
+
+75
+00:05:34,850 --> 00:05:38,090
+عندي superior oblique weakness، superior oblique weakness،
+
+76
+00:05:38,090 --> 00:05:43,330
+بما أن ال superior oblique ال functions بتاعتها
+
+77
+00:05:43,330 --> 00:05:47,030
+intorsion و depression
+
+78
+00:05:51,290 --> 00:05:56,950
+و abduction، بما أن ال intorsion صار weak، ستصبح
+
+79
+00:05:56,950 --> 00:06:00,470
+المسألة لصالح ال antagonist بتاعتها، ال inferior
+
+80
+00:06:00,470 --> 00:06:04,650
+oblique، اللي بتعمل إيش؟ extorsion، إذا في عندي من
+
+81
+00:06:04,650 --> 00:06:08,710
+ضمن العلامات extorsion، وهنعرف كيف إحنا بواسطة أي
+
+82
+00:06:08,710 --> 00:06:12,450
+test، يعني نفحص ال extorsion، تمام.
+
+83
+00:06:14,620 --> 00:06:18,060
+طبعا نرجع للعلامة الأولى اللي هي ال hypertropia في
+
+84
+00:06:18,060 --> 00:06:23,320
+ال primary position، هذه ال hypertropia لما المريض
+
+85
+00:06:23,320 --> 00:06:29,620
+يتطلع يمين، بالنسبة له، لما المريض يتطلع يمين، يعني
+
+86
+00:06:29,620 --> 00:06:34,620
+يتطلع على ال right side، إيه تتوقع ال hypertropia تصير؟
+
+87
+00:06:34,620 --> 00:06:40,040
+بتزيد، ليش؟ أجى في منطقة عمل إيش؟ ال oblique
+
+88
+00:06:40,040 --> 00:06:43,520
+muscles، وال oblique muscles اللي هم ال antagonist
+
+89
+00:06:43,520 --> 00:06:46,580
+ال inferior oblique وال superior oblique، بما أن
+
+90
+00:06:46,580 --> 00:06:50,500
+ال superior oblique weak، معناته هيؤدي ل increased
+
+91
+00:06:50,500 --> 00:06:54,820
+hypertropia في looking to the opposite side، أنا
+
+92
+00:06:54,820 --> 00:06:57,940
+عندي left superior oblique weakness، لما بتطلع على
+
+93
+00:06:57,940 --> 00:07:01,860
+ال right بتزيد ال hypertropia، لما بتطلع to the
+
+94
+00:07:01,860 --> 00:07:02,560
+same side
+
+95
+00:07:07,780 --> 00:07:12,460
+ما فيش hypertropia، ما فيش hypertropia، ليش؟ لأن هنا راح
+
+96
+00:07:12,460 --> 00:07:15,740
+على منطقة عمل ال vertical recti، واللي هم طبيعية،
+
+97
+00:07:15,740 --> 00:07:19,560
+ال superior rectus وال inferior rectus، طيب عشان
+
+98
+00:07:19,560 --> 00:07:23,420
+أنا أتذكر هذه القضية، ال hypertropia اللي في ال
+
+99
+00:07:23,420 --> 00:07:27,720
+primary position بتزيد على ال contralateral side، و
+
+100
+00:07:27,720 --> 00:07:35,060
+اللي على ال ipsilateral side، في مصطلح اسمه، worse
+
+101
+00:07:35,060 --> 00:07:37,460
+on
+
+102
+00:07:38,290 --> 00:07:44,930
+opposite gaze، يعني
+
+103
+00:07:44,930 --> 00:07:48,230
+بيصير أسوأ الوضع على ال opposite gaze، عندنا
+
+104
+00:07:48,230 --> 00:07:51,110
+المشكلة في ال left eye، معناته على ال right gaze
+
+105
+00:07:51,110 --> 00:07:57,430
+على ال right gaze، يعني بتصير الوضع أسوأ، يعني ال
+
+106
+00:07:57,430 --> 00:08:05,010
+hypertropia بتزيد، ال hypertropia بتزيد، أيضا
+
+107
+00:08:05,010 --> 00:08:06,210
+من ضمن العلامات
+
+108
+00:08:09,260 --> 00:08:12,800
+لما أعمل tilting للمريض اللي عنده left superior
+
+109
+00:08:12,800 --> 00:08:17,480
+oblique palsy، على نفس الناحية أو أعمل tilting على
+
+110
+00:08:17,480 --> 00:08:22,080
+الناحية الثانية، يترى وين الوضع بيكون أحسن، وين
+
+111
+00:08:22,080 --> 00:08:27,340
+الوضع بيكون أسوأ، على ال left، إيش بيصير؟ أحسن، لأ،
+
+112
+00:08:27,340 --> 00:08:35,470
+أسوأ بيصير، هتزيد ال hypertropia، تمام، إحنا lift
+
+113
+00:08:35,470 --> 00:08:38,890
+إحنا بنحكي عن ال left superior oblique palsy، تمام،
+
+114
+00:08:38,890 --> 00:08:42,270
+لما
+
+115
+00:08:42,270 --> 00:08:47,550
+ال left head tilt، العين الثانية هتيلف عكسه، هذه
+
+116
+00:08:47,550 --> 00:08:51,150
+هتعمل intorsion، intorsion، يعني ال intorter muscles
+
+117
+00:08:51,150 --> 00:08:55,530
+هي اللي هتشتغل، superior rectus و superior oblique،
+
+118
+00:08:55,530 --> 00:08:59,580
+طب ال superior oblique weak، ساعتها العين هتطلع على
+
+119
+00:08:59,580 --> 00:09:03,480
+فوق، طيب أنا مستعد اللي في الامتحان مش قادر أركز في
+
+120
+00:09:03,480 --> 00:09:17,040
+الموضوع، تمام، better on opposite tilt، يعني
+
+121
+00:09:17,040 --> 00:09:22,000
+الوضع بيصير أحسن في ال opposite tilt، تمام.
+
+122
+00:09:26,210 --> 00:09:29,790
+معناته لما أعمل ipsilateral tilt بيصير أسوأ، بيصير
+
+123
+00:09:29,790 --> 00:09:34,210
+أسوأ، فلما بنقول left superior oblique palsy، إيش ال
+
+124
+00:09:34,210 --> 00:09:37,830
+tilt؟ هتقولي contralateral tilt، تمام؟ ليش؟ لأنه
+
+125
+00:09:37,830 --> 00:09:42,010
+بيصير better on contralateral tilt، وهنفهم ليش شو
+
+126
+00:09:42,010 --> 00:09:47,630
+بيعمل القضية، طيب.
+
+127
+00:09:47,630 --> 00:09:53,520
+نيجي نفهم ال abnormal head posture، إحنا اللي قلنا
+
+128
+00:09:53,520 --> 00:09:56,960
+ال abnormal head posture هو عبارة عن compensatory
+
+129
+00:09:56,960 --> 00:10:02,780
+head posture، عشان إيه؟ عشان نلغي الدبلوبيا، نتخلص
+
+130
+00:10:02,780 --> 00:10:05,240
+من الدبلوبيا، يعني نستعيد ال binocular single
+
+131
+00:10:05,240 --> 00:10:10,120
+vision، يا ترى المريض اللي عنده left superior
+
+132
+00:10:10,120 --> 00:10:15,880
+oblique palsy، left superior oblique palsy، أي tilt
+
+133
+00:10:15,880 --> 00:10:21,220
+هيتخذه؟ عشان يعمل intorsion لل I، تمام، عشان يعمل
+
+134
+00:10:21,220 --> 00:10:25,580
+intorsion لل I أو يخفف من ال X cyclotorsion في
+
+135
+00:10:25,580 --> 00:10:29,080
+contralateral head tilt، contralateral head tilt،
+
+136
+00:10:29,080 --> 00:10:35,340
+right sided head tilt، ساعتها هذه العين اللي هي
+
+137
+00:10:35,340 --> 00:10:38,720
+أصلا بسبب ال superior oblique palsy عاملة extorsion،
+
+138
+00:10:38,720 --> 00:10:43,750
+أنا بروح معاها في اتجاه ال extorsion، أنا بروح معها
+
+139
+00:10:43,750 --> 00:10:46,610
+في اتجاه ال extorsion، يعني هي شدة باتجاه ال
+
+140
+00:10:46,610 --> 00:10:51,270
+extorsion، فأنا بخليه يلزمها ال extorsion عشان يكون
+
+141
+00:10:51,270 --> 00:10:55,650
+وكأنه طبيعي، وكأنه طبيعي، بعمل contralateral head
+
+142
+00:10:55,650 --> 00:11:00,290
+tilt، ساعتها ال left eye هتعمل extorsion، وهو المطلوب،
+
+143
+00:11:00,290 --> 00:11:03,770
+لأن هو اللي قادرة تعمله، هو اللي قادرة تعمله، إذا في
+
+144
+00:11:03,770 --> 00:11:08,050
+عندي contralateral head tilt، عشان أبعد عن منطقة عمل
+
+145
+00:11:08,050 --> 00:11:10,450
+ال superior oblique الثانية اللي هي بتعمل
+
+146
+00:11:10,450 --> 00:11:14,330
+depression، بعمل chin down position، ليش؟ عشان لأنك
+
+147
+00:11:14,330 --> 00:11:17,250
+تروح up، أبعد عن ال superior oblique اللي بتعمل
+
+148
+00:11:17,250 --> 00:11:21,490
+depression، تمام؟ ال fast turn هيكون عن ناحية
+
+149
+00:11:21,490 --> 00:11:26,040
+الثانية ولا على نفس الناحية؟ عن ناحية الثانية، ليش؟
+
+150
+00:11:26,040 --> 00:11:30,120
+عشان تعمل العين abduction، تروح منطقة عمل ال recti،
+
+151
+00:11:30,120 --> 00:11:35,140
+إذا عشان العين مش قادرة تعمل depression، في عندي an
+
+152
+00:11:35,140 --> 00:11:37,820
+abduction، the face is turned to the right and the
+
+153
+00:11:37,820 --> 00:11:42,300
+chin is depressed، contralateral tilt، contralateral
+
+154
+00:11:42,300 --> 00:11:46,240
+face turn و chin depression، contralateral tilt،
+
+155
+00:11:47,470 --> 00:11:51,250
+contralateral tilt، contralateral face turn،
+
+156
+00:11:51,250 --> 00:11:53,690
+contralateral tilt، contralateral face turn،
+
+157
+00:11:53,690 --> 00:11:57,070
+contralateral
+
+158
+00:11:57,070 --> 00:12:01,870
+face turn، contralateral
+
+159
+00:12:01,870 --> 00:12:06,770
+face turn، contralateral face turn، contralateral
+
+160
+00:12:06,770 --> 00:12:13,710
+face turn، contralateral face turn،
+
+161
+00:12:13,710 --> 00:12:16,870
+contralateral face turn،
+
+162
+00:12:17,660 --> 00:12:23,460
+superior oblique palsy، فيه يعني نعمل هيك جدول بسيط
+
+163
+00:12:23,460 --> 00:12:32,740
+ال unilateral وال bilateral، من العلامات، الأشياء
+
+164
+00:12:32,740 --> 00:12:37,280
+المهمة في التمييز، أول حاجة قضية ال V pattern في ال
+
+165
+00:12:37,280 --> 00:12:42,480
+unilateral، little if any V pattern،
+
+166
+00:12:46,240 --> 00:12:49,940
+يعني ممكن إذا كان يكون خفيف كتير ما يصيرش ل V
+
+167
+00:12:49,940 --> 00:12:53,120
+pattern، بينما في ال bilateral بيكون عندي V
+
+168
+00:12:53,120 --> 00:12:58,260
+pattern strabismus، ليش؟ لأن عندي bilateral superior
+
+169
+00:12:58,260 --> 00:13:01,560
+oblique palsy، العينين ال abduction هيروح منهم في
+
+170
+00:13:01,560 --> 00:13:05,300
+ال down gaze، وال antagonists بتاعتهم ال inferior
+
+171
+00:13:05,300 --> 00:13:07,280
+oblique، وال inferior oblique فوق هيعملوا
+
+172
+00:13:07,280 --> 00:13:13,900
+abduction بزيادة، فتشكل عندي V pattern، هاي أول شغلة،
+
+173
+00:13:13,900 --> 00:13:20,060
+الشغلة الثانية، ال X-cyclotorsion، هنا ال X
+
+174
+00:13:20,060 --> 00:13:25,480
+-cyclotorsion بيكون
+
+175
+00:13:25,480 --> 00:13:30,220
+أكثر من ثلاث degrees، بس عادة أقل من خمسة degrees،
+
+176
+00:13:30,220 --> 00:13:36,020
+هنا أكثر من خمسة degrees، وإذا وصل عشرة degrees or
+
+177
+00:13:36,020 --> 00:13:40,580
+more، بيكون highly diagnostic، إيش يعني highly
+
+178
+00:13:40,580 --> 00:13:43,780
+diagnostic؟ يعني لما الإنسان بفحص له
+
+179
+00:13:46,370 --> 00:13:50,530
+ال X-cyclotorsion بواسطة ال Double Maddox Rod، ال
+
+180
+00:13:50,530 --> 00:13:54,130
+Double Maddox Rod، وهنأخذة في العمل أو أخذناه في
+
+181
+00:13:54,130 --> 00:13:57,950
+العمل، تمام، وبلاقي عنده عشرة degrees or more،
+
+182
+00:13:57,950 --> 00:14:01,090
+بالغالب هذا عنده bilateral superior oblique palsy،
+
+183
+00:14:01,090 --> 00:14:05,730
+بالغالب عنده bilateral superior oblique palsy، يا
+
+184
+00:14:05,730 --> 00:14:11,350
+إيش برضه من الحاجات اللي بتساعدني على الهدأ هنا، ال
+
+185
+00:14:11,350 --> 00:14:15,630
+cover test، اللي هنشرحه اليوم، شرحناه في حوالي
+
+186
+00:14:15,
+
+223
+00:17:14,630 --> 00:17:18,070
+يصير عندي one line تمام، و بالتالي ما يكونش في
+
+224
+00:17:18,070 --> 00:17:26,810
+tilting بالنسبة للـ line، بالنسبة للـ line الآخر، بدنا
+
+225
+00:17:26,810 --> 00:17:33,120
+نحكي الآن حكي عن الـ special test، طبعا الـ
+
+226
+00:17:33,120 --> 00:17:35,940
+bilateral، الـ bilateral بيكون في الـ down case في
+
+227
+00:17:35,940 --> 00:17:41,940
+عنده إيزوتروبيا in down case، إيزوتروبيا in down
+
+228
+00:17:41,940 --> 00:17:42,300
+case
+
+229
+00:17:45,300 --> 00:17:47,940
+بالذات الـ isotropia بتكون واضحة في الـ down gaze
+
+230
+00:17:47,940 --> 00:17:51,320
+ليش؟ لأنها منطقة عمل الـ superior obliques عن
+
+231
+00:17:51,320 --> 00:17:54,780
+ناحيتين، و الـ abduction بتاعها على الناحيتين في الـ
+
+232
+00:17:54,780 --> 00:17:58,120
+down gaze، راح فهيصير لصالح الـ abduction اللي
+
+233
+00:17:58,120 --> 00:18:02,600
+بتعمله الـ inferior recti، فهتزيد الـ isotropia في الـ
+
+234
+00:18:02,600 --> 00:18:06,140
+bilateral force nerve policy في الـ down gaze ده
+
+235
+00:18:06,140 --> 00:18:10,500
+نيجي نحكي عن الـ three step test، و اللي هو مهم
+
+236
+00:18:10,500 --> 00:18:15,770
+للغاية، وعمله بسيط، بس تفسيره هو اللي بده الانتباه ..
+
+237
+00:18:15,770 --> 00:18:22,190
+تفسيره هو اللي بده الانتباه .. أي إنسان بيكون عنده
+
+238
+00:18:22,190 --> 00:18:29,570
+vertical deviation و suspected palsy، بروحش
+
+239
+00:18:29,570 --> 00:18:34,190
+أنا أطلعه الـ diagnosis سريع .. إيش احنا شايفين؟
+
+240
+00:18:36,230 --> 00:18:40,090
+هذه بدي أنصح نصيحة ما .. ما نحطش التشخيص
+
+241
+00:18:40,090 --> 00:18:44,950
+hypertropia أو hypotropia، وإنما نوصف توصيف لغوي
+
+242
+00:18:44,950 --> 00:18:51,290
+هذه بتسمى left over right، left over right، لأنه
+
+243
+00:18:51,290 --> 00:18:54,710
+ممكن فعلا تكون left hypertropia أو حقيقة الأمر
+
+244
+00:18:54,710 --> 00:19:00,880
+right hypotropia، الآن أنا عشان أكون دقيق في ملاحظتي
+
+245
+00:19:00,880 --> 00:19:04,520
+أو في تشخيصي، بدي أعرف هي هل فعلا هي left
+
+246
+00:19:04,520 --> 00:19:08,520
+hypertropia ولا right hypo، طب بس أنا شايف الـ right
+
+247
+00:19:08,520 --> 00:19:12,040
+كانها straight، بس هي ممكن تكون right hypo و better
+
+248
+00:19:12,040 --> 00:19:15,900
+seeing eye، طلعت عشان تعمل fixation، فحسب، hearing
+
+249
+00:19:15,900 --> 00:19:19,240
+low، طلعت high، إذا أنا لسه ما بعرفش مين الـ better
+
+250
+00:19:19,240 --> 00:19:23,080
+seeing eye، هي ممكن الأمر يكون حقيقة الأمر الطبيعي
+
+251
+00:19:23,080 --> 00:19:28,570
+هي الـ left و الـ right هي اللي فيها المشكلة، فيها
+
+252
+00:19:28,570 --> 00:19:31,570
+hypotropia، بس ليش أنا شوفت المنظر؟ ليش المريض دخل
+
+253
+00:19:31,570 --> 00:19:35,050
+عليه بالمنظر هذا؟ هو عامل fixation، ممكن تكون هي
+
+254
+00:19:35,050 --> 00:19:38,370
+better seeing eye، و مضطر يعمل فيها fixation، أوضح
+
+255
+00:19:38,370 --> 00:19:41,450
+الصورة فيها، فإذا طلعت high من وضع الـ hypo للـ
+
+256
+00:19:41,450 --> 00:19:44,690
+straight، حسب hearing له، هذه هتطلع على الـ ash للـ up
+
+257
+00:19:44,690 --> 00:19:48,230
+gaze، إذا الأفضل أعطي تشخيص .. قبل ما أعطي تشخيص
+
+258
+00:19:48,230 --> 00:19:52,830
+أوصف توصيف أدبي، أنا شايف الـ left فوق الـ right، حقيقة
+
+259
+00:19:52,830 --> 00:19:58,030
+ليش أنا بدي أكتب الكلمة high، عشان أسأل نفسي سؤال،
+
+260
+00:19:58,030 --> 00:20:02,430
+يا ترى إيش اللي بيخلي الـ left over right؟ إما خلل
+
+261
+00:20:02,430 --> 00:20:05,490
+في الـ elevators بتاعة الـ right eye، خلى الـ
+
+262
+00:20:05,490 --> 00:20:09,330
+elevators تنزل، weakness، نحكي عن weakness، ما نحكيش
+
+263
+00:20:09,330 --> 00:20:13,090
+عن over action، إما weakness في الـ elevator اللي هم
+
+264
+00:20:13,090 --> 00:20:17,430
+superior rectus و الـ inferior oblique، تمام؟ weak
+
+265
+00:20:19,810 --> 00:20:25,490
+أو weakness في الـ depressor اللي هم الـ inferior
+
+266
+00:20:25,490 --> 00:20:28,770
+rectus و الـ superior oblique، يكون واحدة منهم، و يبقى
+
+267
+00:20:28,770 --> 00:20:33,650
+إذا في مجال الاتهام بتاعي، في أربع عضلات متهمات
+
+268
+00:20:33,650 --> 00:20:39,090
+الآن هذه أول خطوة في الـ three step test، في عندي
+
+269
+00:20:39,090 --> 00:20:42,030
+أنا بدي أحقق مع أربع عضلات، الأربع عضلات اللي بدي
+
+270
+00:20:42,030 --> 00:20:45,290
+أحقق معهم، إذا كان في عندي weakness في واحدة من
+
+271
+00:20:45,290 --> 00:20:49,640
+هدول، ساعتها العين هتسير، هيبقى بلاش هذه العين سليمة
+
+272
+00:20:49,640 --> 00:20:53,600
+إذا عندي weakness في واحدة من الـ depressors بتاعة
+
+273
+00:20:53,600 --> 00:20:56,600
+الـ left eye، ساعتها العين هتطلع لصالح الـ elevators
+
+274
+00:20:56,600 --> 00:21:00,840
+بتاعتها، إذا weakness في أي واحدة من الأربعة، هيؤدي
+
+275
+00:21:00,840 --> 00:21:05,000
+إلى ما مفاده left over right، الآن هدول الأربعة في
+
+276
+00:21:05,000 --> 00:21:07,420
+الخطوة الثانية من الـ free step test، لنختصرهم
+
+277
+00:21:07,420 --> 00:21:12,520
+لاتنين، و بعدين بدنا نختصرهم لإيش؟ لواحدة، تمام؟ هذه
+
+278
+00:21:12,520 --> 00:21:15,480
+الخطوة الأولى في الـ free step test، الخطوة الثانية
+
+279
+00:21:15,480 --> 00:21:18,940
+بخلي المريض يتطلع على الـ right، و بخليه يتطلع على
+
+280
+00:21:18,940 --> 00:21:23,300
+الـ left، عشان أشوف، هاي المريض يتطلع على الـ right
+
+281
+00:21:23,300 --> 00:21:29,820
+زادت الـ hypertropia، أو بلاش نقول الـ hypertropia
+
+282
+00:21:29,820 --> 00:21:35,540
+زادت الـ left over right، زادت
+
+283
+00:21:35,540 --> 00:21:36,860
+on right gaze
+
+284
+00:21:40,910 --> 00:21:47,370
+و عالـ left gaze راحت، طيب بعدي بقول هدولة الأربعة
+
+285
+00:21:47,370 --> 00:21:50,610
+اللي موجودين عندي، بدي أوزعهم على الأربعة position
+
+286
+00:21:50,610 --> 00:21:54,370
+في الـ out position، مين من هدولة بيشتغل؟ superior
+
+287
+00:21:54,370 --> 00:21:59,840
+rectus، في الـ in position، مين من هدولة بيشتغل؟
+
+288
+00:21:59,840 --> 00:22:04,380
+superior oblique، هنا في الـ out position، في الـ in
+
+289
+00:22:04,380 --> 00:22:08,160
+position عفوا، مين بيشتغل؟ inferior oblique، و هنا
+
+290
+00:22:08,160 --> 00:22:13,120
+الـ inferior rectus، طب طالما اتحسن الوضع هنا، إذا
+
+291
+00:22:13,120 --> 00:22:16,420
+هدولة خرجوا برا دائرة الاتهام، دلوقتي عندي اللي
+
+292
+00:22:16,420 --> 00:22:19,260
+بيخليلي في الـ right gaze، اللي بيخليلي في الـ right
+
+293
+00:22:19,260 --> 00:22:22,070
+gaze، هذا هنعيدوا الكلام، بس ركزوا معايا، اللي
+
+294
+00:22:22,070 --> 00:22:25,850
+بيخليلي في الـ right case، تستمر وضعية الـ left over
+
+295
+00:22:25,850 --> 00:22:29,190
+right، إما الـ superior rectus ضعيفة، و عشان هيك هذه
+
+296
+00:22:29,190 --> 00:22:33,090
+العين نازلة، فبتبين هذه، فوجيها، أو الـ superior
+
+297
+00:22:33,090 --> 00:22:37,410
+oblique ضعيفة، فالـ inferior oblique بترفعها، يعني
+
+298
+00:22:37,410 --> 00:22:40,170
+إما ضعف الـ superior rectus، أو ضعف الـ superior
+
+299
+00:22:40,170 --> 00:22:43,990
+oblique، تمام؟ الآن بيظل الخطوة الثالثة، هدول عندي
+
+300
+00:22:43,990 --> 00:22:49,350
+متهمين، و هدول هطلعوا إيش؟ براءة، تمام؟ الآن الثالثة
+
+301
+00:22:50,180 --> 00:22:54,580
+الخطوة الثالثة، ببدأ أشوف مين اللي involved، ببدأ أعمل
+
+302
+00:22:54,580 --> 00:23:06,100
+head tilt، مرة لليشمال، و مرة لليمين، احنا
+
+303
+00:23:06,100 --> 00:23:13,740
+قلنا في حول واحد، تمام، في حول واحد، حكينا أنه
+
+304
+00:23:13,740 --> 00:23:16,940
+دائما العينين بتدور عكس دوران الرأس، writing
+
+305
+00:23:16,940 --> 00:23:18,220
+reflexes، مظبوط
+
+306
+00:23:23,140 --> 00:23:27,080
+إذا الرأس دارت لليمين، العينين هتلف للشمال، إذا
+
+307
+00:23:27,080 --> 00:23:30,580
+الرأس دارت للشمال، العينين هتلف لليمين، عشان تظل
+
+308
+00:23:30,580 --> 00:23:36,780
+البيئة الخارجية للصورة ثابتة، طيب اللي بيحافظ على
+
+309
+00:23:36,780 --> 00:23:41,860
+العينين في مستوى بعضهم، العضلات المعنية، إما بالـ
+
+310
+00:23:41,860 --> 00:23:44,680
+intortion أو بالـ extortion، إذا صار في العين
+
+311
+00:23:44,680 --> 00:23:48,280
+intortion، زي هذا المنظر، ساعتها عضلات الـ intorter
+
+312
+00:23:48,280 --> 00:23:51,020
+muscles، اللي هي superior rectus و الـ superior
+
+313
+00:23:51,020 --> 00:23:56,750
+oblique، هيموازنة بعضها، أو هي اللي بتشتغل هنا، الـ
+
+314
+00:23:56,750 --> 00:23:59,650
+inferior rectus و الـ inferior oblique، أنا معنى بالـ
+
+315
+00:23:59,650 --> 00:24:03,370
+left eye، لأنه أنا شايف فيها المشكلة، تمام، و معنى
+
+316
+00:24:03,370 --> 00:24:05,770
+بالـ right eye، لأنه ممكن لسه تكون هي المشكلة
+
+317
+00:24:05,770 --> 00:24:10,210
+superior rectus، طيب الآن الخلل ظهر وين؟ في الـ right
+
+318
+00:24:10,210 --> 00:24:14,670
+tilt ولا في الـ left tilt؟ في الـ left tilt، إذا في الـ
+
+319
+00:24:14,670 --> 00:24:20,640
+left tilt ظهر، تمام، نيجي نمسك عين عين، تمام؟ العين
+
+320
+00:24:20,640 --> 00:24:23,940
+هاي، عضلات الـ intortion هي اللي اشتغلت، مين عضلات
+
+321
+00:24:23,940 --> 00:24:28,780
+الـ intortion؟ superior rectus و superior oblique
+
+322
+00:24:28,780 --> 00:24:31,480
+هل الـ superior oblique من ضمن الاتهام في الـ left
+
+323
+00:24:31,480 --> 00:24:35,940
+eye؟ آه، من ضمن المتهمين، آه، طيب، الآن هنا مين
+
+324
+00:24:35,940 --> 00:24:42,020
+العضلات اللي اشتغلت؟ inferior rectus و inferior
+
+325
+00:24:42,020 --> 00:24:44,720
+oblique، في الـ right eye، هل في ضال inferior rectus
+
+326
+00:24:44,720 --> 00:24:47,240
+و inferior oblique؟ إذا أنا ما ليش علاقة فيهم، هدولة
+
+327
+00:24:48,810 --> 00:24:52,550
+إذن بما أنه المشكلة ضايلة عندي في الـ superior
+
+328
+00:24:52,550 --> 00:24:54,370
+rectus و الـ superior oblique، و صار في عندي
+
+329
+00:24:54,370 --> 00:24:57,750
+hypertropia، معناته العضلة المتهمة في الـ left eye
+
+330
+00:24:57,750 --> 00:25:01,410
+لضالة superior oblique، هي العضلة اللي أنا معنى
+
+331
+00:25:01,410 --> 00:25:06,610
+بها، و اللي هي فيها الـ palsy، طيب ليش هنا ما صارش؟
+
+332
+00:25:06,610 --> 00:25:10,970
+ممكن أحد يقول، طب ما الـ superior rectus ممكن تكون هي
+
+333
+00:25:10,970 --> 00:25:14,580
+أمتى بتتفعل الـ superior rectus في الـ right eye؟ في
+
+334
+00:25:14,580 --> 00:25:17,780
+الـ right، تلاقي اشتغل الـ intortion هنا، superior
+
+335
+00:25:17,780 --> 00:25:20,680
+rectus و superior oblique، في الـ right، التنتين
+
+336
+00:25:20,680 --> 00:25:25,260
+طبيعيتهما، عشان هيك ما صارش ولا حاجة، هذا الـ three step
+
+337
+00:25:25,260 --> 00:25:31,040
+test، تنفيذ الـ three step test في دقيقة ممكن أعمله
+
+338
+00:25:31,040 --> 00:25:34,340
+بس تفسيره هو اللي بياخد وقت، بس مع الـ وقت واحد
+
+339
+00:25:34,340 --> 00:25:38,660
+بتعود، هذا نعيده مرة ثانية لتأكيد المعلومة
+
+340
+00:25:43,230 --> 00:25:48,290
+ما نمرش علينا في حول واحد، طيب، بسيط، نمسك حاجة
+
+341
+00:25:48,290 --> 00:25:54,750
+ثانية، إيش المنظر اللي شايفينه؟ right over left
+
+342
+00:25:54,750 --> 00:26:01,130
+right over left، right over left، هذا الصحيح، ممكن
+
+343
+00:26:01,130 --> 00:26:07,910
+ينتج عن إيش؟ ضعف في، من ضعف في الـ depressor، هنا
+
+344
+00:26:11,020 --> 00:26:16,960
+أو بالـ elevator، واحدة
+
+345
+00:26:16,960 --> 00:26:20,460
+منهم، إذا ضعفت، هتأديلي للمنظر اللي هو بيسموه right
+
+346
+00:26:20,460 --> 00:26:25,060
+over left، هدول الأربعة بدي أختصرهم لاتنين، بخلي
+
+347
+00:26:25,060 --> 00:26:29,040
+المريض يتطلع على اليمين، و يتطلع على الشمال، هيو
+
+348
+00:26:29,040 --> 00:26:35,500
+بتطلع على الشمال مثلا، هيو بتطلع على اليمين
+
+349
+00:26:39,900 --> 00:26:42,140
+أنا اكتشفت مشكلة ثانية غير الـ superior oblique
+
+350
+00:26:42,140 --> 00:26:47,000
+palsy، بس عشان ندخل الـ free step test، تمام؟ طيب، علي
+
+351
+00:26:47,000 --> 00:26:51,240
+الشمال، مين من العضلات هذه هتشتغل؟ في الـ abduction
+
+352
+00:26:51,240 --> 00:26:55,100
+مين هيشتغل؟ superior rectus، و في الـ abduction مين
+
+353
+00:26:55,100 --> 00:27:04,800
+هيشتغل؟ هل في مشكلة؟ لأ، إذا هدولة براها، نبتعد من
+
+354
+00:27:04,800 --> 00:27:09,440
+العضلات اللي ذكرناها، ظال عندي هنا في الـ adoption
+
+355
+00:27:09,440 --> 00:27:15,920
+الـ inferior oblique و الـ inferior rectus، طيب
+
+356
+00:27:15,920 --> 00:27:20,440
+لما الـ inferior oblique تضعف، هتسير العين في الـ in
+
+357
+00:27:20,440 --> 00:27:24,100
+position، لتحت نازلة، لإيش؟ لأن الـ antagonist عندها
+
+358
+00:27:24,100 --> 00:27:26,740
+الـ superior oblique اللي احنا ما كاتبين اسمها، هتشد
+
+359
+00:27:26,740 --> 00:27:30,120
+العين لتحت، إذا كان هذا ضعيف، أو إن هذه تكون طبيعية
+
+360
+00:27:30,120 --> 00:27:33,340
+و الـ inferior rectus ضعيفة، فالـ superior rectus
+
+361
+00:27:33,340 --> 00:27:36,700
+هترفع العين لفوق في الجهتين، سواء هي ضعيفة أو هي
+
+362
+00:27:36,700 --> 00:27:41,420
+ضعيفة، هيؤدي لي right over left، لـ right over left
+
+363
+00:27:41,420 --> 00:27:45,940
+إذا ظال عندي عضلتين متهمات، طيب
+
+364
+00:28:02,520 --> 00:28:08,940
+مين تحكيلي مين العضلة اللي ظلت معها، و ليش الـ
+
+365
+00:28:08,940 --> 00:28:15,840
+inferior oblique، هي العضلة، إيش
+
+366
+00:28:15,840 --> 00:28:21,200
+رأيكم؟ inferior
+
+367
+00:28:21,200 --> 00:28:25,940
+oblique palsy، فسري لي
+
+368
+00:28:25,940 --> 00:28:31,620
+إياها، الـ right over left، ظال في الـ left tilt
+
+369
+00:28:36,470 --> 00:28:42,470
+inferior rectus، إيش معناته؟ الـ inferior rectus في
+
+370
+00:28:42,470 --> 00:28:48,310
+أي عين؟ في الـ left، في الـ left، آه، الـ inferior
+
+371
+00:28:48,310 --> 00:28:54,870
+rectus، بس هي مش متهمة عندنا، لأ
+
+372
+00:28:54,870 --> 00:29:02,770
+مش غلط لو
+
+373
+00:29:02,770 --> 00:29:08,030
+خلينا، احنا بدنا نفرض جدلًا أنه الـ inferior rectus
+
+374
+00:29:08,030 --> 00:29:10,570
+زي ما أنتم بتحكوا، في الـ right eye هي اللي فيها
+
+375
+00:29:10,570 --> 00:29:16,450
+palsy، تمام؟ هي اللي فيها palsy، تمام؟ أنا أشكركم، سامعة
+
+376
+00:29:16,450 --> 00:29:20,730
+هنا right over left، الـ inferior rectus extorter
+
+377
+00:29:20,730 --> 00:29:24,590
+ولا intorter؟ extorter .. extorter، هنا قلنا طبيعي
+
+378
+00:29:24,590 --> 00:29:28,550
+مظبوط، هنا
+
+379
+00:29:28,550 --> 00:29:33,520
+.. هنا مين اللي بيصير فيه stimulation؟ الـ extorsion
+
+380
+00:29:33,520 --> 00:29:36,540
+ولا الـ intorsion؟ الـ extorsion، الـ extorsion، مين الـ extorter
+
+381
+00:29:36,540 --> 00:29:40,900
+muscles؟ الـ inferior rectus، الـ inferior rectus و الـ
+
+382
+00:29:40,900 --> 00:29:43,160
+inferior oblique اللي احنا ما ذكرناها، مش مقصود
+
+383
+00:29:43,160 --> 00:29:45,820
+فيها، الـ inferior oblique بتاعة الـ left eye، بتاعة
+
+384
+00:29:45,820 --> 00:29:49,240
+الـ right eye، لأنهم مش متوازنات، طلعت العين، لأن هنا
+
+385
+00:29:49,240 --> 00:29:52,580
+في inferior rectus palsy، تمام، inferior rectus
+
+386
+00:29:52,580 --> 00:29:56,780
+palsy، إذا ظلت عندي inferior rectus المتهمة، طيب
+
+387
+00:29:56,780 --> 00:30:01,490
+لما عملنا right sided head tilt، بتشوف الـ inferior
+
+388
+00:30:01,490 --> 00:30:04,010
+oblique، هنا الـ inferior oblique صارت extortion
+
+389
+00:30:04,010 --> 00:30:07,330
+تمام، اتوازنت هي و الـ inferior rectus في العين
+
+390
+00:30:07,330 --> 00:30:10,970
+الشمال، وبالتالي ما فيش مشكلة في الـ inferior oblique
+
+391
+00:30:10,970 --> 00:30:13,850
+هنا أنا المشكلة عندي في الـ inferior rectus، نأخذ
+
+392
+00:30:13,850 --> 00:30:23,770
+مثال ثالث، ولا كفاية؟ مش سامع، تمام، طب بنأكدها بمثال
+
+393
+00:30:23,770 --> 00:30:25,430
+أنتم تحلوا، أنتم تحلوا
+
+394
+00:30:31,600 --> 00:30:38,860
+إيش رأيكم؟ left over right، إيش العضلات اللي متهمة؟
+
+445
+00:34:19,050 --> 00:34:22,190
+فيها superior oblique palsy لأن ال antagonist اللي
+
+446
+00:34:22,190 --> 00:34:26,250
+هي ال inferior oblique بتكون over acting من أشهر
+
+447
+00:34:26,250 --> 00:34:33,650
+العمليات من عمل weakening of the ipsilateral inferior
+
+448
+00:34:33,650 --> 00:34:34,410
+oblique muscle
+
+449
+00:34:37,720 --> 00:34:45,160
+تمام؟ لو ما كفاش هذا بنعمل superior oblique tendon
+
+450
+00:34:45,160 --> 00:34:51,160
+tuck. tuck إيش يعني؟ ثاني.. ثاني عشان أقوي أو
+
+451
+00:34:51,160 --> 00:34:55,600
+بنعمل بدل superior oblique tendon tuck
+
+452
+00:34:55,600 --> 00:35:03,460
+contralateral inferior rectus recession. برخل
+
+453
+00:35:03,460 --> 00:35:06,360
+ال inferior rectus عن ناحيتنا. أنا إنسان عنده
+
+454
+00:35:06,360 --> 00:35:09,560
+hypertrophia نتيجة عن superior oblique palsy في ال
+
+455
+00:35:09,560 --> 00:35:14,700
+right eye. بضعف ال inferior oblique عشان تنزل ال
+
+456
+00:35:14,700 --> 00:35:20,100
+hypertrophia. تمام؟ ممكن لو ما كفاش هذا الكلام أرخي
+
+457
+00:35:20,100 --> 00:35:22,820
+ال inferior rectus على العين الثانية عشان العين
+
+458
+00:35:22,820 --> 00:35:26,600
+هيتطلع و هيتنزل شوية و يصير عندي. أنا ممكن هذه
+
+459
+00:35:26,600 --> 00:35:29,120
+الترخيطة تكون an unadjustable suture
+
+460
+00:35:32,750 --> 00:35:37,590
+بلزمني أعمل أكثر من عملية حسب قياس الحول في ال
+
+461
+00:35:37,590 --> 00:35:40,950
+primary position. هل هو أكثر من خمسة عشر prism
+
+462
+00:35:40,950 --> 00:35:44,870
+-diopter-hyperotropia ولا أقل من خمسة عشر prism
+
+463
+00:35:44,870 --> 00:35:48,710
+-diopter-hyperotropia. عادة الأقل من خمسة عشر prism
+
+464
+00:35:48,710 --> 00:35:51,810
+-diopter-hyperotropia بيكفي أنه نعمل ال inferior
+
+465
+00:35:51,810 --> 00:35:54,650
+oblique weakening procedure. و عادة بتكون ال
+
+466
+00:35:54,650 --> 00:35:59,130
+procedure كافية.  المرة هذا النوع من العمليات كله مش
+
+467
+00:35:59,130 --> 00:36:02,830
+هو المشكلة. المشكلة بيكون في قضية ال X-cyclotortion
+
+468
+00:36:02,830 --> 00:36:06,790
+و خاصة في ال bilateral superior oblique palsy.
+
+469
+00:36:06,790 --> 00:36:10,690
+بنعمل حاجة بنسميها  Herada-Ito procedure عشان تحسين
+
+470
+00:36:10,690 --> 00:36:15,210
+ال intortion بتاع superior oblique muscle. وهذه
+
+471
+00:36:15,210 --> 00:36:19,230
+هنتكلم عنها إن شاء الله تعالى في العمل. و ممكن نجيب
+
+472
+00:36:19,230 --> 00:36:21,810
+فيديو عالية و يعطيكم ألف عافية
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..eb5fe5324b073c08f12cb695f033d0c7d59af9b8
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg_postprocess.srt
@@ -0,0 +1,1888 @@
+1
+00:00:20,820 --> 00:00:24,040
+بسم الله الرحمن الرحيم اليوم عندنا ال fourth nerve
+
+2
+00:00:24,040 --> 00:00:27,640
+palsy او superior oblique palsy طبعا هي the most
+
+3
+00:00:27,640 --> 00:00:32,460
+common ocular motor nerve palsy بنقابلها عند
+
+4
+00:00:32,460 --> 00:00:36,420
+المرضى اللي هي superior oblique palsy امتى اتوقع
+
+5
+00:00:36,420 --> 00:00:39,360
+ان الانسان عنده superior oblique palsy في عندي تلت
+
+6
+00:00:39,360 --> 00:00:43,340
+شغلات الشغل الأولى ان يكون عندى vertical diplopia
+
+7
+00:00:43,340 --> 00:00:48,340
+absence of toses and characteristic head posture
+
+8
+00:00:48,990 --> 00:00:53,330
+الإنسان إيجاني عنده vertical diplopia روحكم من
+
+9
+00:00:53,330 --> 00:00:57,410
+vertical diplopia مافيش tosis يعني ال tosis هتتوقع
+
+10
+00:00:57,410 --> 00:01:01,850
+third nerve pulse و في نفس الوقت في head tilt معين
+
+11
+00:01:01,850 --> 00:01:07,450
+ماتتخذه فهذا strongly suggestive يعني ل fourth
+
+12
+00:01:07,450 --> 00:01:10,530
+nerve pulse و لازم أبدأ أفحص المريض عشان أشوف هل
+
+13
+00:01:10,530 --> 00:01:14,550
+في فعلا fourth nerve pulse ولا لا حقيقة الأمر ال
+
+14
+00:01:14,550 --> 00:01:17,810
+fourth nerve pulse ممكن يكون congenital أو ممكن
+
+15
+00:01:17,810 --> 00:01:22,360
+يكون acquiredوهو التفريق بينهم بيتطلب يعني معرفة
+
+16
+00:01:22,360 --> 00:01:26,800
+بعض الأشياء أو العلامات وممكن يكون unilateral او
+
+17
+00:01:26,800 --> 00:01:31,420
+ممكن يكون bilateral يعني من ضمن الأشياء اللي
+
+18
+00:01:31,420 --> 00:01:34,600
+بتساعدني في تشخيص ال congenital fourth nerve
+
+19
+00:01:34,600 --> 00:01:37,440
+pulsing أو superior و peak pulsing قضية ال old
+
+20
+00:01:37,440 --> 00:01:41,400
+photo ال old photo لما انا باطلبها من مراحل عمري
+
+21
+00:01:41,400 --> 00:01:45,740
+مختلفة وبشوف فيها ال characteristic هتلتمام؟ بتدل
+
+22
+00:01:45,740 --> 00:01:48,920
+عندي ان الهت تلب موجود من فترة طويلة و انها دي
+
+23
+00:01:48,920 --> 00:01:53,400
+بالغالب congenital fourth nerve بلسي ايضا لما
+
+24
+00:01:53,400 --> 00:01:57,880
+بلاحظوا انه في عندي facial asymmetry يعني الجزء من
+
+25
+00:01:57,880 --> 00:02:01,420
+الوجه من ال face او ال mid face بالاخرى اللي على
+
+26
+00:02:01,420 --> 00:02:04,880
+جهة البلسي بيكون نامي اكتر من الجزء اللي عليه ال
+
+27
+00:02:04,880 --> 00:02:07,780
+hit tilt ال chronic hit tilt لو تصورنا انه في
+
+28
+00:02:07,780 --> 00:02:11,740
+عندنا left sided hit tilt اذا كان هذا chronic من
+
+29
+00:02:11,740 --> 00:02:17,720
+يعنيال early years of life و كبر المريض مع هذه
+
+30
+00:02:17,720 --> 00:02:23,040
+العلة فبالتالي بيكون عندى هنا ال face أقل نموا من
+
+31
+00:02:23,040 --> 00:02:25,860
+اللى هو ال side التانى وبالتالي فى عندى ال
+
+32
+00:02:25,860 --> 00:02:33,040
+symmetrical head tilt او ال symmetrical face ايضا
+
+33
+00:02:33,040 --> 00:02:36,420
+ال fusional amplitudes ال vertical fusional
+
+34
+00:02:36,420 --> 00:02:40,420
+amplitudes فى الطبيعى قداشأتنين لتلاتة prison
+
+35
+00:02:40,420 --> 00:02:45,000
+بعدها بيصير diplopia لما بلاقي أنا large vertical
+
+36
+00:02:45,000 --> 00:02:48,140
+fusional amplitude بتوقع أنه في عندي long standing
+
+37
+00:02:48,140 --> 00:02:52,640
+يعني superior oblique pulse هذه الشغلات بتساعدني
+
+38
+00:02:52,640 --> 00:02:56,100
+على معرفة أو تمييز ال congenital fourth nerve
+
+39
+00:02:56,100 --> 00:03:00,920
+pulse من ال acquired fourth nerve pulse في تقسيمة
+
+40
+00:03:00,920 --> 00:03:04,220
+تانية لل fourth nerve pulse اللي هي unilateral أو
+
+41
+00:03:04,220 --> 00:03:08,750
+bilateralو في بعض الأحيان بنعطي مصطلح masked
+
+42
+00:03:08,750 --> 00:03:12,970
+bilateral masked bilateral اذا في عندي unilateral
+
+43
+00:03:12,970 --> 00:03:18,190
+و bilateral و في عندي masked bilateral لما بيكون
+
+44
+00:03:18,190 --> 00:03:25,430
+عندي ال masked bilateral superior
+
+45
+00:03:25,430 --> 00:03:32,920
+oblique pulse بيكون عنديعالجهتين في superior
+
+46
+00:03:32,920 --> 00:03:36,360
+oblique pulsae بس في عين أكتر بكتير من العين
+
+47
+00:03:36,360 --> 00:03:40,540
+التانية وبالتالي
+
+48
+00:03:40,540 --> 00:03:46,020
+بتبين و كأنها unilateral fourth nerve pulsae
+
+49
+00:03:46,020 --> 00:03:48,760
+superior oblique under action كتير على العين
+
+50
+00:03:48,760 --> 00:03:52,740
+الشمال مقارنة مع superior oblique under action
+
+51
+00:03:52,740 --> 00:03:55,900
+بتبين و كأنه هذه العين طبيعية فهذه بتسمى muscle
+
+52
+00:03:55,900 --> 00:04:00,420
+bilateral superior oblique pulsaeكيف اميز من ال
+
+53
+00:04:00,420 --> 00:04:07,060
+unilateral من ال bilateral في علامات كتيرة للتمييز
+
+54
+00:04:07,060 --> 00:04:10,160
+بس قبل ما نخد في موضوع اميز من ال unilateral من ال
+
+55
+00:04:10,160 --> 00:04:13,700
+bilateral ما هي علامات ال superior oblique pulse
+
+56
+00:04:13,700 --> 00:04:18,960
+ما هي علامات ال superior oblique pulse اذا هنا ضرب
+
+57
+00:04:18,960 --> 00:04:26,460
+لمثال left superior oblique pulse يقول اول علامة
+
+58
+00:04:26,460 --> 00:04:30,350
+ان left hypertrobialeft over right in the primary
+
+59
+00:04:30,350 --> 00:04:34,490
+position لما تكون ال uninvolved eye اللي هي ال
+
+60
+00:04:34,490 --> 00:04:37,590
+right eye fixated لما تكون هذه fixating بتكون هذه
+
+61
+00:04:37,590 --> 00:04:44,630
+hypertrophic ليش؟ لأن عندي .. عندي two elevators
+
+62
+00:04:44,630 --> 00:04:47,730
+شغالين و one depressor اللي هو ال superior rectus
+
+63
+00:04:47,730 --> 00:04:51,690
+والsuperior oblique .. ال superior oblique بلس
+
+64
+00:04:51,690 --> 00:04:53,850
+تمام؟
+
+65
+00:04:55,830 --> 00:04:58,430
+فبالتاني لما تكون العين السليمة fixed setting
+
+66
+00:04:58,430 --> 00:05:01,410
+بيكون عندى hypertropia في العين اللى فيها superior
+
+67
+00:05:01,410 --> 00:05:06,570
+oblique palsy تمام؟ lift limitation in depression
+
+68
+00:05:06,570 --> 00:05:10,250
+in adduction معروف انه في ال adduction لو عملنا in
+
+69
+00:05:10,250 --> 00:05:15,510
+and down مابتقدرش تنزل لأنه مين المسئول عن انزال
+
+70
+00:05:15,510 --> 00:05:21,570
+العين في ال in وال superior obliqueLimitation
+
+71
+00:05:21,570 --> 00:05:24,330
+السبيرو روبليك مش جادرة تنزل العين في ال in
+
+72
+00:05:24,330 --> 00:05:27,830
+position إذا هذه العالمة جقولة Hypertropia في ال
+
+73
+00:05:27,830 --> 00:05:30,270
+primary position لما تكون العين السليمة fixated
+
+74
+00:05:30,270 --> 00:05:34,850
+Decreased depression and addiction ليش؟ لأن في
+
+75
+00:05:34,850 --> 00:05:38,090
+عندي سبيرو روبليك weakness سبيرو روبليك weakness
+
+76
+00:05:38,090 --> 00:05:43,330
+بما أن السبيرو روبليك ال functions بتاعتها
+
+77
+00:05:43,330 --> 00:05:47,030
+Intortion و depression
+
+78
+00:05:51,290 --> 00:05:56,950
+و abduction بما أن ال intorsion صار weak ستصبح
+
+79
+00:05:56,950 --> 00:06:00,470
+المسألة لصالح ال antagonist بتاعتها ال inferior
+
+80
+00:06:00,470 --> 00:06:04,650
+oblique اللي بتعملي إيش extortion إذا في عندي من
+
+81
+00:06:04,650 --> 00:06:08,710
+ضمن العلامات extortion و هنعرف كيف احنا بواسطة أي
+
+82
+00:06:08,710 --> 00:06:12,450
+test يعني نفحص ال extortion تمام
+
+83
+00:06:14,620 --> 00:06:18,060
+طبعا نرجع للعلامة الأولى اللي هي ال hypertropia في
+
+84
+00:06:18,060 --> 00:06:23,320
+ال primary position هذه ال hypertropia لما المريض
+
+85
+00:06:23,320 --> 00:06:29,620
+يتطلع نيزلي بالنسبة له لما المريض يتطلع نيزلي يعني
+
+86
+00:06:29,620 --> 00:06:34,620
+يتطلع ال right side ايه تتوقع ال hypertropia تصير؟
+
+87
+00:06:34,620 --> 00:06:40,040
+بتزيد، ليش؟أجى فى منطقة تعمل إيش ال oblique
+
+88
+00:06:40,040 --> 00:06:43,520
+muscles و ال oblique muscles اللى هم ال antagonist
+
+89
+00:06:43,520 --> 00:06:46,580
+ال inferior oblique و ال superior oblique بما أن
+
+90
+00:06:46,580 --> 00:06:50,500
+ال superior oblique weak معناته هيقدى ل increased
+
+91
+00:06:50,500 --> 00:06:54,820
+hypertropia فى unlocking the opposite side انا
+
+92
+00:06:54,820 --> 00:06:57,940
+عندي left superior oblique weakness لما بتطلع على
+
+93
+00:06:57,940 --> 00:07:01,860
+ال right بتزيد ال hypertropia لما بتطلع to the
+
+94
+00:07:01,860 --> 00:07:02,560
+same side
+
+95
+00:07:07,780 --> 00:07:12,460
+فيش hypertropia فيش hypertropia ليش؟ لأن هنا راح
+
+96
+00:07:12,460 --> 00:07:15,740
+على منطقة عمل ال vertical recti و اللي هم طبيعية
+
+97
+00:07:15,740 --> 00:07:19,560
+ال superior rectus و ال inferior rectus طيب عشان
+
+98
+00:07:19,560 --> 00:07:23,420
+انا اتذكر هذه القضية ال hypertropia اللي في ال
+
+99
+00:07:23,420 --> 00:07:27,720
+primary position بتزيد على ال contralateral side و
+
+100
+00:07:27,720 --> 00:07:35,060
+اللي على ال ipsilateral side في مصطلح اسمه وغ wars
+
+101
+00:07:35,060 --> 00:07:37,460
+on
+
+102
+00:07:38,290 --> 00:07:44,930
+opposite gaze يعني
+
+103
+00:07:44,930 --> 00:07:48,230
+بيصير أسوأ الوضع على ال opposite gaze عندنا
+
+104
+00:07:48,230 --> 00:07:51,110
+المشكلة في ال left eye معناته على ال right gaze
+
+105
+00:07:51,110 --> 00:07:57,430
+على ال right gaze يعني بتصير الوضع أسوأ يعني ال
+
+106
+00:07:57,430 --> 00:08:05,010
+hypertrophia بتزيد ال hypertrophia بتزيد أيضا
+
+107
+00:08:05,010 --> 00:08:06,210
+من ضمن العلامات
+
+108
+00:08:09,260 --> 00:08:12,800
+لمّا أعمل tilting للمريض اللي عنده left superior
+
+109
+00:08:12,800 --> 00:08:17,480
+oblique pulse على نفس الناحية أو أعمل tilting على
+
+110
+00:08:17,480 --> 00:08:22,080
+الناحية التانية، يترى وين الوضع بيكون أحسن وين
+
+111
+00:08:22,080 --> 00:08:27,340
+الوضع بيكون أسوأ، على ال left أش بيصير أحسن، لأ
+
+112
+00:08:27,340 --> 00:08:35,470
+أسوأ بيصير، هتزيد الhyperotropiaتمام احنا lift
+
+113
+00:08:35,470 --> 00:08:38,890
+احنا بنحكي عن ال left superior oblique pulse تمام
+
+114
+00:08:38,890 --> 00:08:42,270
+لما
+
+115
+00:08:42,270 --> 00:08:47,550
+ال left hit التل العينين التانية هيلفوا عكسه هذه
+
+116
+00:08:47,550 --> 00:08:51,150
+هتعمل entortion entortion يعني ال entertar muscles
+
+117
+00:08:51,150 --> 00:08:55,530
+هي اللي هتشتغل superior rectus و superior oblique
+
+118
+00:08:55,530 --> 00:08:59,580
+طب ال superior oblique weakساعتها العين هتطلع على
+
+119
+00:08:59,580 --> 00:09:03,480
+فوق طيب انا مستعد اللي في الامتحان مش جادر اركز في
+
+120
+00:09:03,480 --> 00:09:17,040
+الموضوع تمام vote beta on opposite tilt يعني
+
+121
+00:09:17,040 --> 00:09:22,000
+الوضع بيصير أحسن في ال opposite tilt تمام
+
+122
+00:09:26,210 --> 00:09:29,790
+معناته لما أعمل إبسي lateral tilt بيصير أسوأ بيصير
+
+123
+00:09:29,790 --> 00:09:34,210
+أسوأ فلما بنقول lift superior oblique palsy إيش ال
+
+124
+00:09:34,210 --> 00:09:37,830
+tilt؟ هتقولي Contralateral tilt تمام؟ ليش؟ لأنه
+
+125
+00:09:37,830 --> 00:09:42,010
+بيصير better on contralateral tilt و هنفهم ليش شو
+
+126
+00:09:42,010 --> 00:09:47,630
+بيعمل القضية طيب
+
+127
+00:09:47,630 --> 00:09:53,520
+نيجي نفهم ال abnormal head postureاحنا اللي قولنا
+
+128
+00:09:53,520 --> 00:09:56,960
+ال abnormal head posture هو عبارة عن compensatory
+
+129
+00:09:56,960 --> 00:10:02,780
+head posture عشان إيه؟ عشان نلغي الدبلوغيا نتخلص
+
+130
+00:10:02,780 --> 00:10:05,240
+من الدبلوغيا يعني نستعيد ال binocular single
+
+131
+00:10:05,240 --> 00:10:10,120
+vision يا ترى المريض اللي عنده left superior
+
+132
+00:10:10,120 --> 00:10:15,880
+oblique palsy left superior oblique palsy أيتلت
+
+133
+00:10:15,880 --> 00:10:21,220
+هيتخذ عشان يعمل intortion لل I تمام عشان يعمل
+
+134
+00:10:21,220 --> 00:10:25,580
+intortion لل I أو يخفف من ال X cyclotortion في
+
+135
+00:10:25,580 --> 00:10:29,080
+Contralateral head tilt Contralateral head tilt
+
+136
+00:10:29,080 --> 00:10:35,340
+Right sided head tilt ساعتها هذه العين اللي هي
+
+137
+00:10:35,340 --> 00:10:38,720
+أصلا بسبب السبيل وال Oblique pulse عاملة extortion
+
+138
+00:10:38,720 --> 00:10:43,750
+أنا بروح معاها في اتجاه ال extortionأنا بروح معها
+
+139
+00:10:43,750 --> 00:10:46,610
+في اتجاه ال extortion يعني هى شده باتجاه ال
+
+140
+00:10:46,610 --> 00:10:51,270
+extortion فانا بخليه يلزمها ال extortion عشان يكون
+
+141
+00:10:51,270 --> 00:10:55,650
+و كأنه طبيعى و كأنه طبيعى بعمل contralateral head
+
+142
+00:10:55,650 --> 00:11:00,290
+tilt ساعتها ال lift I هتعمل extortion وهو المطلوب
+
+143
+00:11:00,290 --> 00:11:03,770
+لأن هو اللى جادرة تعمله هو اللى جادرة تعمله اذا فى
+
+144
+00:11:03,770 --> 00:11:08,050
+عندي contralateral head tiltعشان أبعد عن منطقة عمل
+
+145
+00:11:08,050 --> 00:11:10,450
+ال superior oblique التانية اللي هي بتعمل
+
+146
+00:11:10,450 --> 00:11:14,330
+depression بعمل chin down position، ليش؟ عشان لإنك
+
+147
+00:11:14,330 --> 00:11:17,250
+تروح up، ابعيد عن ال superior oblique اللي بتعملي
+
+148
+00:11:17,250 --> 00:11:21,490
+depression، تمام؟ ال fast turn هيكون عن ناحية
+
+149
+00:11:21,490 --> 00:11:26,040
+التانية ولا على نفس الناحية؟عن ناحية التانية ليش؟
+
+150
+00:11:26,040 --> 00:11:30,120
+عشان تعمل العين abduction تروحة منطقة عمل ال recti
+
+151
+00:11:30,120 --> 00:11:35,140
+اذا عشان العين مش قادرة تعمل depression في عندي an
+
+152
+00:11:35,140 --> 00:11:37,820
+abduction the face is turned to the right and the
+
+153
+00:11:37,820 --> 00:11:42,300
+chin is depressed Contralateral tilt Contralateral
+
+154
+00:11:42,300 --> 00:11:46,240
+face turn و chin depression Contralateral tilt
+
+155
+00:11:47,470 --> 00:11:51,250
+Contralateral tilt Contralateral faceturn
+
+156
+00:11:51,250 --> 00:11:53,690
+Contralateral tilt Contralateral faceturn
+
+157
+00:11:53,690 --> 00:11:57,070
+Contralateral
+
+158
+00:11:57,070 --> 00:12:01,870
+faceturn Contralateral
+
+159
+00:12:01,870 --> 00:12:06,770
+faceturn Contralateral faceturn Contralateral
+
+160
+00:12:06,770 --> 00:12:13,710
+faceturn Contralateral faceturn
+
+161
+00:12:13,710 --> 00:12:16,870
+Contralateral faceturn
+
+162
+00:12:17,660 --> 00:12:23,460
+superior oblique pulse فيه يعني نعمل هيك جدول بسيط
+
+163
+00:12:23,460 --> 00:12:32,740
+ال unilateral و ال bilateral من العلامات الأشياء
+
+164
+00:12:32,740 --> 00:12:37,280
+المهمة في التمييز أول حاجة قضية ال v butter في ال
+
+165
+00:12:37,280 --> 00:12:42,480
+unilateral little if any v butter
+
+166
+00:12:46,240 --> 00:12:49,940
+يعني ممكن إذا كان يكون خفيف كتير مايصارش ل V
+
+167
+00:12:49,940 --> 00:12:53,120
+butter بينما في ال bilateral بيكون عندي في V
+
+168
+00:12:53,120 --> 00:12:58,260
+butter strabismus ليش؟ لأن عندي bilateral superior
+
+169
+00:12:58,260 --> 00:13:01,560
+oblique pulse العينين ال abduction هيروح منهم في
+
+170
+00:13:01,560 --> 00:13:05,300
+ال down gate و ال antagonists بتاعتهم ال inferior
+
+171
+00:13:05,300 --> 00:13:07,280
+oblique و ال inferior oblique فوق هيعملوا
+
+172
+00:13:07,280 --> 00:13:13,900
+abduction بزيادة فهتشكل عندي V butter هاي أول شغلة
+
+173
+00:13:13,900 --> 00:13:20,060
+الشغلة التانيةالـ X-cyclotortion هنا الـ X
+
+174
+00:13:20,060 --> 00:13:25,480
+-cyclotortion بيكون
+
+175
+00:13:25,480 --> 00:13:30,220
+أكتر من تلاتة degree بس عادة أقل من خمسة degree
+
+176
+00:13:30,220 --> 00:13:36,020
+هنا أكتر من خمسة degree وإذا وصل عشرة degree or
+
+177
+00:13:36,020 --> 00:13:40,580
+more بيكون highly diagnostic إيش يعني highly
+
+178
+00:13:40,580 --> 00:13:43,780
+diagnostic يعني لما الإنسان بفحصله
+
+179
+00:13:46,370 --> 00:13:50,530
+الـ X-Cyclotoxin بواسطة الـ Double Madox Root الـ
+
+180
+00:13:50,530 --> 00:13:54,130
+Double Madox Root و هناخده في العمل أو أخدناه في
+
+181
+00:13:54,130 --> 00:13:57,950
+العمل تمام و بلاقي عنده عشرة degree or more
+
+182
+00:13:57,950 --> 00:14:01,090
+بالغالب هذا عنده bilateral superior oblique pulse
+
+183
+00:14:01,090 --> 00:14:05,730
+بالغالب عنده bilateral superior oblique pulse يا
+
+184
+00:14:05,730 --> 00:14:11,350
+إيش برضه من الحاجات اللي بتساعدني على الهدأ هنا ال
+
+185
+00:14:11,350 --> 00:14:15,630
+free step test اللي هنشرحه اليوم شرحناه في حوال
+
+186
+00:14:15,630 --> 00:14:16,090
+واحد
+
+187
+00:14:19,710 --> 00:14:24,690
+لأجابة بيكون positive on the side of involvement
+
+188
+00:14:24,690 --> 00:14:30,730
+هنشرحه
+
+189
+00:14:30,730 --> 00:14:37,650
+بس أنا أعتقد شرحنا هنا bilaterally positive three
+
+190
+00:14:37,650 --> 00:14:38,630
+step test
+
+191
+00:14:50,320 --> 00:15:01,020
+هنا فندس objective فندس x cyclotorsion هنحكي
+
+192
+00:15:01,020 --> 00:15:04,460
+إيش هي ال objective فندس x cyclotorsion هنا
+
+193
+00:15:04,460 --> 00:15:10,980
+positive على الناحيتين objective فندس x
+
+194
+00:15:10,980 --> 00:15:11,820
+cyclotorsion
+
+195
+00:15:14,300 --> 00:15:17,720
+بنحكي بس عن ال .. الكلمة الأخيرة هذه لما بنحكي
+
+196
+00:15:17,720 --> 00:15:21,960
+احنا لما دراستا ال eye anatomy بنقول أنه أعلى ال
+
+197
+00:15:21,960 --> 00:15:27,580
+optic nerve ولا ال macula ال optic nerve ال macula
+
+198
+00:15:27,580 --> 00:15:33,860
+جاية temporal ولا nasal؟ temporal حقيقة قمة ال ..
+
+199
+00:15:33,860 --> 00:15:37,340
+ال macula أو ال fovea بتمر في التلت الأسفل لل
+
+200
+00:15:37,340 --> 00:15:42,140
+optic nerve طيب لو لجينا هاي temporal وهاي nasal
+
+201
+00:15:42,140 --> 00:15:46,240
+نفرض هذه العين اليمنىتمام؟ هاي .. هاي الأنف وهاي
+
+202
+00:15:46,240 --> 00:15:50,280
+العين اليوم لو لجينا الماكولا نازلة كتير معناته
+
+203
+00:15:50,280 --> 00:15:54,220
+العين لافة X cyclotoxin صح ولا لا؟ يعني لو لجينا
+
+204
+00:15:54,220 --> 00:15:59,720
+الماكولا هنا تمام؟ بال indirect ophthalmoscope
+
+205
+00:15:59,720 --> 00:16:05,640
+معناته إيش؟ ده إيش رأيكم في المنظر هذا؟ احنا بنطلع
+
+206
+00:16:05,640 --> 00:16:09,480
+في ال indirect ophthalmoscope و لجينا الماكولا هنا
+
+207
+00:16:10,390 --> 00:16:15,730
+لأ هذا ال X-torsion ليش؟ لأن ال indirect
+
+208
+00:16:15,730 --> 00:16:20,630
+ophthalmoscope بيجلب الصورة فكل ما كانت الماكولا
+
+209
+00:16:20,630 --> 00:16:25,150
+أعلى كل ما كانت هي فعلا أوطى و بالتالي بيكون عندي
+
+210
+00:16:25,150 --> 00:16:29,350
+objective fundus X-cyclotorsion ممكن تنعمل under
+
+211
+00:16:29,350 --> 00:16:32,650
+general anesthesia أثناء عمل مريض نايم أو يعمل
+
+212
+00:16:32,650 --> 00:16:37,870
+fixation بالعين التانية السليمة و أشوف أناكمية X
+
+213
+00:16:37,870 --> 00:16:42,090
+-cyclotortion بتسمى objective يعني ال line التخيلة
+
+214
+00:16:42,090 --> 00:16:46,190
+اللي بمرفق أعلى الفوفيا المفروض يقطع يعني أنا في
+
+215
+00:16:46,190 --> 00:16:49,650
+عندي هنا مافيش تقاطع تمام فبالتالي أنا كل ما كانت
+
+216
+00:16:49,650 --> 00:16:52,670
+الماكلة أعلى بالمنظر كل ما كان في عندي X
+
+217
+00:16:52,670 --> 00:16:56,050
+-cyclotortion objective fundus X-cyclotortion هذه
+
+218
+00:16:56,050 --> 00:16:58,310
+القضية في ال unilateral fourth nerve pulsae
+
+219
+00:16:58,310 --> 00:17:01,190
+حلاحظها في العين اللي فيها البلس و في ال bilateral
+
+220
+00:17:01,190 --> 00:17:05,650
+حلاحظها في العينتين حلاحظها في العينتين كيف أجيس
+
+221
+00:17:06,610 --> 00:17:10,150
+كمية ال X-cyclotorsion بواسطة المادوكس روت ال
+
+222
+00:17:10,150 --> 00:17:14,630
+double Maddox rod تمام و بضل انا اعدل لغاية ما
+
+223
+00:17:14,630 --> 00:17:18,070
+يصير عندي one line تمام و بالتالي مايكونش في
+
+224
+00:17:18,070 --> 00:17:26,810
+tilting بالنسبة لل line بالنسبة لل line الآخر بدنا
+
+225
+00:17:26,810 --> 00:17:33,120
+نحكي الآن حكي عنالـ special test طبعا الـ
+
+226
+00:17:33,120 --> 00:17:35,940
+bilateral الـ bilateral بيكون في ال down case في
+
+227
+00:17:35,940 --> 00:17:41,940
+عنده إيزوتروبيا in down case إيزوتروبيا in down
+
+228
+00:17:41,940 --> 00:17:42,300
+case
+
+229
+00:17:45,300 --> 00:17:47,940
+بالذات ال isotropia بتكون واضحة في ال down gaze
+
+230
+00:17:47,940 --> 00:17:51,320
+ليش؟ لأنها منطقة عمل ال superior obliques عن
+
+231
+00:17:51,320 --> 00:17:54,780
+ناحيتين و ال abduction بتاعها على الناحيتين في ال
+
+232
+00:17:54,780 --> 00:17:58,120
+down gaze راح فهيصير لصالح ال abduction اللي
+
+233
+00:17:58,120 --> 00:18:02,600
+بتعمله ال inferior recti فهتزيد ال isotropia في ال
+
+234
+00:18:02,600 --> 00:18:06,140
+bilateral force nerve policy في ال down gaze ده
+
+235
+00:18:06,140 --> 00:18:10,500
+نيجي نحكي عن ال three step test و اللي هو مهم
+
+236
+00:18:10,500 --> 00:18:15,770
+للغايةوعمله بسيط بس تفسيره هو اللي بده الانتباه ..
+
+237
+00:18:15,770 --> 00:18:22,190
+تفسيره هو اللي بده الانتباه .. اي إنسان بيكون عنده
+
+238
+00:18:22,190 --> 00:18:29,570
+vertical deviation و suspected palsy بروحش
+
+239
+00:18:29,570 --> 00:18:34,190
+انا اعطيله ال diagnosis سريع .. ايش احنا شايفين؟
+
+240
+00:18:36,230 --> 00:18:40,090
+هذه بدي أنصح نصيحة ما .. مانحطش التشخيص
+
+241
+00:18:40,090 --> 00:18:44,950
+hypertropia أو hypotropia وإنما نوصف توصيف لغوي
+
+242
+00:18:44,950 --> 00:18:51,290
+هذه بتسمى left over right left over right لأنه
+
+243
+00:18:51,290 --> 00:18:54,710
+ممكن فعلا تكون left hypertropia أو حقيقة الأمر
+
+244
+00:18:54,710 --> 00:19:00,880
+right hypotropiaالان انا عشان اكون دقيق في ملاحظتي
+
+245
+00:19:00,880 --> 00:19:04,520
+او في تشخيصي بدي اعرف هي هل فعلا هي left
+
+246
+00:19:04,520 --> 00:19:08,520
+hypertropia ولا right hypo طب بس انا شايف ال right
+
+247
+00:19:08,520 --> 00:19:12,040
+كانها straight بس هي ممكن تكون right hypo و bitter
+
+248
+00:19:12,040 --> 00:19:15,900
+seeing eye طلعت عشان تعمل fixation فحسب hearing
+
+249
+00:19:15,900 --> 00:19:19,240
+low طلعت high اذا انا لسه مابعرفش مين ال bitter
+
+250
+00:19:19,240 --> 00:19:23,080
+seeing eye هي ممكن الامر يكون حقيقة الامر الطبيعي
+
+251
+00:19:23,080 --> 00:19:28,570
+هي ال leftوال right هي اللي فيها المشكلة فيها
+
+252
+00:19:28,570 --> 00:19:31,570
+hypotropia بس ليش أنا شوفت المنظر؟ ليش المريض دخل
+
+253
+00:19:31,570 --> 00:19:35,050
+علي بالمنظر هذا؟ هو عامل fixation ممكن تكون هي
+
+254
+00:19:35,050 --> 00:19:38,370
+better seeing eye ومضطر يعمل فيها fixation أوضح
+
+255
+00:19:38,370 --> 00:19:41,450
+الصورة فيها فإذا طلعت high من وضع ال hypo لل
+
+256
+00:19:41,450 --> 00:19:44,690
+straight حسب hearing له هذه هتطلع على ال ash لل up
+
+257
+00:19:44,690 --> 00:19:48,230
+gaze إذا الأفضل أعطي تشخيص .. قبل ما أعطي تشخيص
+
+258
+00:19:48,230 --> 00:19:52,830
+أوصف توصيف أدبي أنا شايف ال left فوق ال rightحقيقة
+
+259
+00:19:52,830 --> 00:19:58,030
+ليش انا بدي اكتب الكلمة high عشان اسأل نفسي سؤال،
+
+260
+00:19:58,030 --> 00:20:02,430
+يا ترى إيش اللي بيخلي ال left over right؟ إما خلل
+
+261
+00:20:02,430 --> 00:20:05,490
+في ال elevators بتاعة ال right eye خلى ال
+
+262
+00:20:05,490 --> 00:20:09,330
+elevators تنزل، weakness، نحكي عن weakness، نحكيش
+
+263
+00:20:09,330 --> 00:20:13,090
+عن over action إما weakness في ال elevator اللي هم
+
+264
+00:20:13,090 --> 00:20:17,430
+superior rectus و ال inferior oblique، تمام؟ weak
+
+265
+00:20:19,810 --> 00:20:25,490
+أو weakness في ال depressor اللي هم ال inferior
+
+266
+00:20:25,490 --> 00:20:28,770
+rectus وال superior oblique يكون واحدة منهم ويبقى
+
+267
+00:20:28,770 --> 00:20:33,650
+اذا في مجال الاتهام بتاعي في أربع عضلات متهمات
+
+268
+00:20:33,650 --> 00:20:39,090
+الآن هذه أول خطوة في ال three step test في عندي
+
+269
+00:20:39,090 --> 00:20:42,030
+انا بدي أحقق مع أربع عضلات الأربع عضلات اللي بدي
+
+270
+00:20:42,030 --> 00:20:45,290
+أحقق معهم إذا كان في عندي weakness في واحدة من
+
+271
+00:20:45,290 --> 00:20:49,640
+هدول ساعتها العين هتسير هيبقىبلاش هذه العين سليمة
+
+272
+00:20:49,640 --> 00:20:53,600
+إذا عندي weakness في واحدة من ال depressors بتاعة
+
+273
+00:20:53,600 --> 00:20:56,600
+ال left eye ساعتها العين هتطلع لصالح ال elevators
+
+274
+00:20:56,600 --> 00:21:00,840
+بتاعتها إذا weakness في أي واحدة من الأربعة هيؤدي
+
+275
+00:21:00,840 --> 00:21:05,000
+إلى ما مفاده left over right الآن هدول الأربعة في
+
+276
+00:21:05,000 --> 00:21:07,420
+الخطوة التانية من ال free step test لنختصرهم
+
+277
+00:21:07,420 --> 00:21:12,520
+لاتنينو بعدين بدنا نختصرهم لإيش؟ لواحدة تمام؟ هذه
+
+278
+00:21:12,520 --> 00:21:15,480
+الخطوة الأولى في ال free step test الخطوة التانية
+
+279
+00:21:15,480 --> 00:21:18,940
+بخلي المريض يتطلع على ال right و بخليه يتطلع على
+
+280
+00:21:18,940 --> 00:21:23,300
+ال left عشان أشوف هاي المريض يتطلع على ال right
+
+281
+00:21:23,300 --> 00:21:29,820
+زادت ال hypertropia أو بلاش نقول ال hypertropia
+
+282
+00:21:29,820 --> 00:21:35,540
+زادت ال left over right زادت
+
+283
+00:21:35,540 --> 00:21:36,860
+on right gaze
+
+284
+00:21:40,910 --> 00:21:47,370
+وعال left gaze راحت طيب بعدى بقول هدولة الأربعة
+
+285
+00:21:47,370 --> 00:21:50,610
+اللى موجودين عندى بدي أوزعهم على الأربعة position
+
+286
+00:21:50,610 --> 00:21:54,370
+في ال out position مين من هدولة بيشتغل؟ superior
+
+287
+00:21:54,370 --> 00:21:59,840
+rectusفي ال in position مين من هدولة بيشتغل؟
+
+288
+00:21:59,840 --> 00:22:04,380
+superior oblique هنا في ال out position في ال in
+
+289
+00:22:04,380 --> 00:22:08,160
+position عفوا مين بيشتغل؟ inferior oblique و هنا
+
+290
+00:22:08,160 --> 00:22:13,120
+ال inferior rectus طب طالما اتحسن الوضع هنا إذا
+
+291
+00:22:13,120 --> 00:22:16,420
+هدولة خرجوا برا دائرة الاتحام، دل عندى اللي
+
+292
+00:22:16,420 --> 00:22:19,260
+بيخليلي في ال right gaze اللي بيخليلي في ال right
+
+293
+00:22:19,260 --> 00:22:22,070
+gaze، هدا هنعيدوا الكلام، بس ركزوا معايااللي
+
+294
+00:22:22,070 --> 00:22:25,850
+بيخللي في ال right case تستمر وضعية ال left over
+
+295
+00:22:25,850 --> 00:22:29,190
+right إما ال superior rectus ضعيفة و عشان هيك هذه
+
+296
+00:22:29,190 --> 00:22:33,090
+العين نازلة فبتبين هذه فوجيها أو ال superior
+
+297
+00:22:33,090 --> 00:22:37,410
+oblique ضعيفة فال inferior oblique بترفعها يعني
+
+298
+00:22:37,410 --> 00:22:40,170
+إما ضعف ال superior rectus أو ضعف ال superior
+
+299
+00:22:40,170 --> 00:22:43,990
+oblique تمام؟ الآن بيظل الخطوة التالتة هدول عندي
+
+300
+00:22:43,990 --> 00:22:49,350
+ماتهمين و هدول هطلعوا إيش براءة تمام؟ الآن التالت
+
+301
+00:22:50,180 --> 00:22:54,580
+الخطوة التالتة بدأ أشوف مين اللي involved بدأ أعمل
+
+302
+00:22:54,580 --> 00:23:06,100
+head tilt مرة لليشمال و مرة لليمين احنا
+
+303
+00:23:06,100 --> 00:23:13,740
+قلنا في حوال واحد تمام في حوال واحد حكينا انه
+
+304
+00:23:13,740 --> 00:23:16,940
+دائما العينتين بتدور عكس دوران الرأس writing
+
+305
+00:23:16,940 --> 00:23:18,220
+reflexes مظبوط
+
+306
+00:23:23,140 --> 00:23:27,080
+إذا الرأس دارت لليمين العينتين هتلف للشمال إذا
+
+307
+00:23:27,080 --> 00:23:30,580
+الرأس دارت للشمال العينتين هتلف لليمين عشان تظل
+
+308
+00:23:30,580 --> 00:23:36,780
+البيئة الخارجية للصورة ثابتة طيب اللي بيحافظ على
+
+309
+00:23:36,780 --> 00:23:41,860
+العينتين في مستوى بعضهم العضلات المعنية إما بال
+
+310
+00:23:41,860 --> 00:23:44,680
+intortion أو بال extortion إذا صار في العين
+
+311
+00:23:44,680 --> 00:23:48,280
+intortion زي هذا المنظر ساعتها عضل ال intorter
+
+312
+00:23:48,280 --> 00:23:51,020
+muscles اللي هي superior rectus وال superior
+
+313
+00:23:51,020 --> 00:23:56,750
+oblique هيموازنة بعضها أو هى اللى بتشتغل هنا ال
+
+314
+00:23:56,750 --> 00:23:59,650
+inferior rectus و ال inferior oblique انا معنى بال
+
+315
+00:23:59,650 --> 00:24:03,370
+left eye لانه انا شاعر فيها المشكلة تمام و معنى
+
+316
+00:24:03,370 --> 00:24:05,770
+بال right eye لانه ممكن لسه تكون هى المشكلة
+
+317
+00:24:05,770 --> 00:24:10,210
+superior rectus طيب الان الخلل ظهر وين في ال right
+
+318
+00:24:10,210 --> 00:24:14,670
+تلت ولا في ال left تلت في ال left تلت اذا في ال
+
+319
+00:24:14,670 --> 00:24:20,640
+left tilt ظهر تمامنجي نمسك عين عين، تمام؟ العين
+
+320
+00:24:20,640 --> 00:24:23,940
+هاي عضلات ال intuition هي اللي اشتغلت، مين عضلات
+
+321
+00:24:23,940 --> 00:24:28,780
+ال intuition؟ superior rectus و superior oblique
+
+322
+00:24:28,780 --> 00:24:31,480
+هل ال superior oblique من ضمن الاتهام في ال left
+
+323
+00:24:31,480 --> 00:24:35,940
+eye؟ اه من ضمن ماتهمه، اه طيب، الان هنا مين
+
+324
+00:24:35,940 --> 00:24:42,020
+العضلات اللي اشتغلت؟ inferior rectus و inferior
+
+325
+00:24:42,020 --> 00:24:44,720
+oblique في ال right eye هل في ضال inferior rectus
+
+326
+00:24:44,720 --> 00:24:47,240
+و inferior oblique؟ إذا أنا ماليش علاقة فيهم هدولة
+
+327
+00:24:48,810 --> 00:24:52,550
+إذن بما أنه المشكلة ضايلة عندي في ال superior
+
+328
+00:24:52,550 --> 00:24:54,370
+rectus و ال superior oblique و صار في عندي
+
+329
+00:24:54,370 --> 00:24:57,750
+hypertropia معناته العضلة المتهمة في ال left eye
+
+330
+00:24:57,750 --> 00:25:01,410
+لضالة superior oblique هي العضلة اللي أنا معنى
+
+331
+00:25:01,410 --> 00:25:06,610
+انياش و اللي هي فيها ال pulse طيب ليش هنا ماصارش؟
+
+332
+00:25:06,610 --> 00:25:10,970
+ممكن حد يقول طب ما ال superior rectus ممكن تكون هي
+
+333
+00:25:10,970 --> 00:25:14,580
+أمتى بتتفعل ال superior rectus في ال right eye؟في
+
+334
+00:25:14,580 --> 00:25:17,780
+ال right تلقى اشتغل ال intuition هنا superior
+
+335
+00:25:17,780 --> 00:25:20,680
+rectus و superior oblique في ال right التنتين
+
+336
+00:25:20,680 --> 00:25:25,260
+طبيعيته عشان هيك ماصارش ولا حاجة هذا ال three step
+
+337
+00:25:25,260 --> 00:25:31,040
+test تنفيذ ال three step test في دقيقة ممكن اعمله
+
+338
+00:25:31,040 --> 00:25:34,340
+بس تفسيره هو اللي بياخد واجت بس مع ال واجت واحد
+
+339
+00:25:34,340 --> 00:25:38,660
+بتعود هذا نعيده مرة تانية لتأكيد المعلومة
+
+340
+00:25:43,230 --> 00:25:48,290
+ما نمرش علينا في حوال واحد طيب بسيط نمسك حاجة
+
+341
+00:25:48,290 --> 00:25:54,750
+تانية ايش المنظر اللي شايفينه right over left
+
+342
+00:25:54,750 --> 00:26:01,130
+right over left right over left هذا الصحيح ممكن
+
+343
+00:26:01,130 --> 00:26:07,910
+ينتج عن ايش ضعف في من ضعف في ال depressor هنا
+
+344
+00:26:11,020 --> 00:26:16,960
+أو بالـ elevator واحدة
+
+345
+00:26:16,960 --> 00:26:20,460
+منهم إذا ضعفت هتأديلي للمنظر اللي هو بيسموه right
+
+346
+00:26:20,460 --> 00:26:25,060
+over left هدول الأربعة بدي أختصرهم لاتنين بخلي
+
+347
+00:26:25,060 --> 00:26:29,040
+المريض يتطلع على اليمين ويتطلع على الشمال هيو
+
+348
+00:26:29,040 --> 00:26:35,500
+بتطلع على الشمال مثلا هيو بتطلع على اليمين
+
+349
+00:26:39,900 --> 00:26:42,140
+أنا اخترقت مشكلة تانية غير ال superior oblique
+
+350
+00:26:42,140 --> 00:26:47,000
+pulse بس عشان ندخل ال free step test تمام؟ طيب علي
+
+351
+00:26:47,000 --> 00:26:51,240
+شمال مين من العضلات هذه هتشتغل؟ في ال abduction
+
+352
+00:26:51,240 --> 00:26:55,100
+مين هيشتغل؟ superior rectus وفي ال abduction مين
+
+353
+00:26:55,100 --> 00:27:04,800
+هيشتغل؟ هل في مشكلة؟ لأ إذا هدولة براها تبتخد من
+
+354
+00:27:04,800 --> 00:27:09,440
+العضلات اللي ذكرناهاظالمين عندى هنا في ال adoption
+
+355
+00:27:09,440 --> 00:27:15,920
+ال inferior oblique و ال inferior rectus طيب
+
+356
+00:27:15,920 --> 00:27:20,440
+لما ال inferior oblique تضعف هتسير العين في ال in
+
+357
+00:27:20,440 --> 00:27:24,100
+positionلتحت نازلة لإيش؟ لأن ال antagonist عندها
+
+358
+00:27:24,100 --> 00:27:26,740
+ال superior oblique اللي احنا مش كاتبين اسمها هتشد
+
+359
+00:27:26,740 --> 00:27:30,120
+العين لتحت اذا كان هذا ضعيف او ان هذه تكون طبيعية
+
+360
+00:27:30,120 --> 00:27:33,340
+و ال inferior rectus ضعيفة فال superior rectus
+
+361
+00:27:33,340 --> 00:27:36,700
+هترفع العين لفوق في الجهتين سواء هي ضعيفة او هي
+
+362
+00:27:36,700 --> 00:27:41,420
+ضعيفة هيقديلي ل right over left ل right over left
+
+363
+00:27:41,420 --> 00:27:45,940
+اذا دل عندي عضلتين متهمات طيب
+
+364
+00:28:02,520 --> 00:28:08,940
+مين تحكيلي مين العضلة اللى صفت معها و ليش ال
+
+365
+00:28:08,940 --> 00:28:15,840
+inferior oblique هي العضلة ايش
+
+366
+00:28:15,840 --> 00:28:21,200
+رأيكوا inferior
+
+367
+00:28:21,200 --> 00:28:25,940
+oblique بلسي تفسريلي
+
+368
+00:28:25,940 --> 00:28:31,620
+إياها ال right over left ضال في ال left tilt
+
+369
+00:28:36,470 --> 00:28:42,470
+Inferior rectus إيش معناته؟ ال inferior rectus في
+
+370
+00:28:42,470 --> 00:28:48,310
+أي عين؟ في ال left في ال left آه ال inferior
+
+371
+00:28:48,310 --> 00:28:54,870
+rectus بس هي مش متهمة عندنا لأ
+
+372
+00:28:54,870 --> 00:29:02,770
+مش غلط لو
+
+373
+00:29:02,770 --> 00:29:08,030
+خلينا احنا بدنا نفرض جدلًاانه ال inferior rectus
+
+374
+00:29:08,030 --> 00:29:10,570
+زي ما انتوا بتحكوا في ال right eye هي اللي فيها
+
+375
+00:29:10,570 --> 00:29:16,450
+بلسي تمام؟ هي اللي فيها بلسي تمام؟ انا اشكرا سامة
+
+376
+00:29:16,450 --> 00:29:20,730
+هنا right over left ال inferior rectus extorter
+
+377
+00:29:20,730 --> 00:29:24,590
+ولا entorter? extorter ..extorter هنا قولنا طبيعي
+
+378
+00:29:24,590 --> 00:29:28,550
+مظبوط هنا
+
+379
+00:29:28,550 --> 00:29:33,520
+.. هنامين اللي بيصير فيه stimulation؟ الاكستورشن
+
+380
+00:29:33,520 --> 00:29:36,540
+ولا الانتورشن الاكستورشن الاكستورشن مين الاكستورتر
+
+381
+00:29:36,540 --> 00:29:40,900
+muscles ال inferior rectus ال inferior rectus و ال
+
+382
+00:29:40,900 --> 00:29:43,160
+inferior oblique اللي احنا مش ذاكرينها مش مقصود
+
+383
+00:29:43,160 --> 00:29:45,820
+فيها ال inferior oblique بتاعة ال left eye بتاعة
+
+384
+00:29:45,820 --> 00:29:49,240
+ال right eye لأنهم مش متوازنات طلعت العين لأن هنا
+
+385
+00:29:49,240 --> 00:29:52,580
+في inferior rectus pulsae تمام inferior rectus
+
+386
+00:29:52,580 --> 00:29:56,780
+pulsae اذا صفة عندي inferior rectus المتهمة طيب
+
+387
+00:29:56,780 --> 00:30:01,490
+لما عملنا right sided head tiltبتشوف ال inferior
+
+388
+00:30:01,490 --> 00:30:04,010
+oblique هنا ال inferior oblique صارت extortion
+
+389
+00:30:04,010 --> 00:30:07,330
+تمام اتوازنت هي و ال inferior rectus في العين
+
+390
+00:30:07,330 --> 00:30:10,970
+الشمال وبالتالي مافيش مشكلة في ال inferior oblique
+
+391
+00:30:10,970 --> 00:30:13,850
+هنا انا المشكلة عندي في ال inferior rectus ناخد
+
+392
+00:30:13,850 --> 00:30:23,770
+مثال تالت و لا كفاية مش سامع تمام طب بنأكدها بمثال
+
+393
+00:30:23,770 --> 00:30:25,430
+انتوا تحلوا انتوا تحلوا
+
+394
+00:30:31,600 --> 00:30:38,860
+إيش رأيكم؟ left over right إيش العضلات اللي متهمة؟
+
+395
+00:30:38,860 --> 00:30:41,900
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+396
+00:30:41,900 --> 00:30:42,000
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+397
+00:30:42,000 --> 00:30:44,020
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+398
+00:30:44,020 --> 00:30:46,300
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+399
+00:30:46,300 --> 00:30:46,320
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+400
+00:30:46,320 --> 00:30:46,820
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+401
+00:30:46,820 --> 00:30:46,920
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+402
+00:30:46,920 --> 00:30:51,600
+الفنتس .. الفنتس .. الفنتس .. الفنتس .. الفنتس ..
+
+403
+00:31:00,370 --> 00:31:02,190
+طالما انتقلنا في superior oblique و inferior
+
+404
+00:31:02,190 --> 00:31:10,190
+rectus superior oblique هنا؟ لأ لأ لأ هنا هنا هنا
+
+405
+00:31:10,190 --> 00:31:12,890
+ايش اكتب؟ superior oblique و inferior rectus ايش
+
+406
+00:31:12,890 --> 00:31:15,590
+اكتب للعضلتين هدولة؟ inferior rectus inferior
+
+407
+00:31:15,590 --> 00:31:20,130
+rectus و ايش اكتب للعضلتين هدولة؟ inferior oblique
+
+408
+00:31:20,130 --> 00:31:23,170
+inferior oblique مين ضال هنا عن ناحية هاي؟ هنا
+
+409
+00:31:23,170 --> 00:31:27,130
+superior oblique superior oblique و هنا inferior
+
+410
+00:31:27,130 --> 00:31:34,780
+rectusو هنا superior rectus هدولة طلعوا براء واضح؟
+
+411
+00:31:34,780 --> 00:31:38,120
+طيب، ضال عندي هذا إما في inferior rectus في left
+
+412
+00:31:38,120 --> 00:31:46,580
+eye و إما في inferior oblique في right eye
+
+413
+00:31:46,580 --> 00:31:54,400
+إيش
+
+414
+00:31:54,400 --> 00:32:01,890
+رأيك؟ المشكلة وين؟فى ال left tilt فى ال left tilt
+
+415
+00:32:01,890 --> 00:32:06,090
+طبعا ال left tilt صار فى عندي left over right أكتر
+
+416
+00:32:06,090 --> 00:32:09,250
+هذه العين entortion مين ال entorters?
+
+417
+00:32:12,270 --> 00:32:15,830
+superior rectus و ال superior إيش? oblique هل هم
+
+418
+00:32:15,830 --> 00:32:19,190
+متهمات؟ لأ معناته المشكلة مش فى العين هذه هذه
+
+419
+00:32:19,190 --> 00:32:25,190
+العين extortion مين ال extorters? inferior rectusو
+
+420
+00:32:25,190 --> 00:32:28,750
+inferior oblique هل ال inferior oblique متهمة اه
+
+421
+00:32:28,750 --> 00:32:31,350
+في العين اليمين ال inferior oblique متهمة لأنها
+
+422
+00:32:31,350 --> 00:32:34,630
+ضعيفة شدتها ال inferior rectus في هذه العين لتحت
+
+423
+00:32:34,630 --> 00:32:38,010
+فظل left over right اذا انا عندي inferior oblique
+
+424
+00:32:38,010 --> 00:32:44,350
+بلصق واضح عندي inferior oblique بلصق في العمل
+
+425
+00:32:44,350 --> 00:32:50,490
+هنضرب امثلة لتثبيت الوضع ان شاء الله تعرفطيب كيف
+
+426
+00:32:50,490 --> 00:32:54,110
+نعالج او متى نعالج ال superior oblique pulse؟ متى
+
+427
+00:32:54,110 --> 00:32:58,050
+نعالج ال superior oblique pulse؟ في indications
+
+428
+00:32:58,050 --> 00:33:06,530
+عندي زي ال abnormal head posture زي ال diplopia زي
+
+429
+00:33:06,530 --> 00:33:14,590
+ال astinopia و هنحكي عنها ليش و
+
+430
+00:33:14,590 --> 00:33:17,230
+زي اللي هو ال vertical deviation significant
+
+431
+00:33:17,230 --> 00:33:26,790
+vertical deviationفي ال primary position ليش
+
+432
+00:33:26,790 --> 00:33:29,810
+بيصير عند مرضى superior oblique pulse أستنوبيا
+
+433
+00:33:29,810 --> 00:33:36,250
+superior oblique تشغل في ال down gaze و لما قضية
+
+434
+00:33:36,250 --> 00:33:39,890
+ال reading أو التعامل مع الجوال أو مع أي target
+
+435
+00:33:39,890 --> 00:33:44,280
+جريب عادة بيكون في شويه ال down gaze و بالتاليلما
+
+436
+00:33:44,280 --> 00:33:47,840
+يكون ال depression بيعاني في ال .. في ال down gaze
+
+437
+00:33:47,840 --> 00:33:50,880
+بسبب أن ال superior oblique depression effect راح،
+
+438
+00:33:50,880 --> 00:33:54,640
+ساعتها بيكون عندي أسطنوبيا و بالذات لما يكون عندي
+
+439
+00:33:54,640 --> 00:33:59,180
+bilateral fourth nerve bulge إيش العمليات اللي
+
+440
+00:33:59,180 --> 00:34:02,420
+بتنعمل لهذه القضية؟ اذا هذه ال indication اللي انا
+
+441
+00:34:02,420 --> 00:34:07,890
+.. او قبل هذا، هل في علاج غير جراحي؟أه ممكن إذا
+
+442
+00:34:07,890 --> 00:34:11,510
+كان زاوية اللي اللي هو الحوال بسيطة جدا ممكن
+
+443
+00:34:11,510 --> 00:34:15,010
+أستعمل ال friendly prism تمام؟ يعني ك as
+
+444
+00:34:15,010 --> 00:34:19,050
+temporizing major طبعا الكتير من العمليات اللي
+
+445
+00:34:19,050 --> 00:34:22,190
+فيها superior oblique palsy لأن ال antagonist اللي
+
+446
+00:34:22,190 --> 00:34:26,250
+هي ال inferior oblique بتكون over acting من أشهر
+
+447
+00:34:26,250 --> 00:34:33,650
+العمليات من عمل weakening of ipsilateral inferior
+
+448
+00:34:33,650 --> 00:34:34,410
+oblique muscle
+
+449
+00:34:37,720 --> 00:34:45,160
+تمام؟ لو ما كفاش هذا بنعمل superior oblique tendon
+
+450
+00:34:45,160 --> 00:34:51,160
+tuck tuck إيش يعني؟ تاني .. تاني عشان أقوي أو
+
+451
+00:34:51,160 --> 00:34:55,600
+بنعمل بدل superior oblique tendon tuck
+
+452
+00:34:55,600 --> 00:35:03,460
+contralateral inferior rectus recession برخل
+
+453
+00:35:03,460 --> 00:35:06,360
+inferior rectus عن ناحيتناأنا إنسان عنده
+
+454
+00:35:06,360 --> 00:35:09,560
+hypertrophia نتيجة عن superior oblique palsy في ال
+
+455
+00:35:09,560 --> 00:35:14,700
+right eye بضعف ال inferior oblique عشان تنزل ال
+
+456
+00:35:14,700 --> 00:35:20,100
+hypertrophia تمام؟ ممكن لو ما كفاش هذا الكلام أرخي
+
+457
+00:35:20,100 --> 00:35:22,820
+ال inferior rectus على العين التاني عشان العين
+
+458
+00:35:22,820 --> 00:35:26,600
+هيتطلع و هيتنزل شوية و يصير عندى أنا ممكن هذه
+
+459
+00:35:26,600 --> 00:35:29,120
+الترخيطة تكون unadjustable suture
+
+460
+00:35:32,750 --> 00:35:37,590
+بلزمني أعمل أكتر من عملية حسب قياس الحول في ال
+
+461
+00:35:37,590 --> 00:35:40,950
+primary position هل هو أكتر من خمستاشر prism
+
+462
+00:35:40,950 --> 00:35:44,870
+-diopter-hyperotropia ولا أقل من خمستاشر prism
+
+463
+00:35:44,870 --> 00:35:48,710
+-diopter-hyperotropia عادة الأقل من خمستاشر prism
+
+464
+00:35:48,710 --> 00:35:51,810
+-diopter-hyperotropia بيكفي أنه نعمل ال inferior
+
+465
+00:35:51,810 --> 00:35:54,650
+oblique weakening procedure و عادة بتكون ال
+
+466
+00:35:54,650 --> 00:35:59,130
+procedure كافيةالمرار هذا النوع من العمليات كله مش
+
+467
+00:35:59,130 --> 00:36:02,830
+هو المشكلة المشكلة بيكون في قضية ال X-cyclotortion
+
+468
+00:36:02,830 --> 00:36:06,790
+و خاصة في ال bilateral superior oblique pulse
+
+469
+00:36:06,790 --> 00:36:10,690
+بنعمل حاجة بنسميها Herada-eto procedure عشان تحسين
+
+470
+00:36:10,690 --> 00:36:15,210
+ال intortion بتاع superior oblique muscle وهذه
+
+471
+00:36:15,210 --> 00:36:19,230
+هنتكلم عنها ان شاء الله تعالى في العمل و ممكن نجيب
+
+472
+00:36:19,230 --> 00:36:21,810
+فيديو عالية و يعطيكوا الف عافية
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg_raw.json b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..d47557a2043bb5ca228dc8460286a238f1faf170
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/EDPQa2NqDSg_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 4834, "start": 20.82, "end": 48.34, "text": "بسم الله الرحمن الرحيم اليوم عندنا ال fourth nerve palsy او superior oblique palsy طبعا هي the most common ocular motor nerve palsy بنقابلها عند المرضى اللي هي superior oblique palsy امتى اتوقع ان الانسان عنده superior oblique palsy في عندي تلت شغلات الشغل الأولى ان يكون عندى vertical diplopia absence of toses and characteristic head posture", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 45595, 20498, 43242, 8315, 2423, 6409, 16355, 43806, 88, 1975, 2407, 13028, 23740, 1925, 43806, 88, 23032, 3555, 3615, 995, 39896, 264, 881, 2689, 10409, 1040, 5932, 16355, 43806, 88, 44945, 4587, 16758, 1211, 11296, 43242, 9673, 43042, 7578, 13672, 1829, 39896, 13028, 23740, 1925, 43806, 88, 1975, 2304, 49975, 1975, 2655, 30543, 3615, 16472, 2423, 7649, 3794, 7649, 43242, 3224, 13028, 23740, 1925, 43806, 88, 8978, 18871, 16254, 6055, 1211, 2655, 13412, 17082, 1211, 9307, 25124, 17082, 1211, 16247, 12610, 7578, 16472, 7251, 30544, 43242, 7578, 9429, 11432, 22376, 17145, 295, 256, 4201, 293, 16282, 1378, 18502], "avg_logprob": -0.16970486262882198, "compression_ratio": 1.7566539923954372, "no_speech_prob": 4.76837158203125e-07, "words": [{"start": 20.82, "end": 21.12, "word": "بسم", "probability": 0.875732421875}, {"start": 21.12, "end": 21.26, "word": " الله", "probability": 0.96923828125}, {"start": 21.26, "end": 21.52, "word": " الرحمن", "probability": 0.96240234375}, {"start": 21.52, "end": 21.94, "word": " الرحيم", "probability": 0.9886067708333334}, {"start": 21.94, "end": 23.16, "word": " اليوم", "probability": 0.869140625}, {"start": 23.16, "end": 23.4, "word": " عندنا", "probability": 0.85400390625}, {"start": 23.4, "end": 23.5, "word": " ال", "probability": 0.59375}, {"start": 23.5, "end": 23.76, "word": " fourth", "probability": 0.86767578125}, {"start": 23.76, "end": 24.04, "word": " nerve", "probability": 0.92333984375}, {"start": 24.04, "end": 24.46, "word": " palsy", "probability": 0.6378173828125}, {"start": 24.46, "end": 24.6, "word": " او", "probability": 0.6798095703125}, {"start": 24.6, "end": 25.02, "word": " superior", "probability": 0.80517578125}, {"start": 25.02, "end": 25.42, "word": " oblique", "probability": 0.917236328125}, {"start": 25.42, "end": 26.52, "word": " palsy", "probability": 0.9189453125}, {"start": 26.52, "end": 26.94, "word": " طبعا", "probability": 0.951904296875}, {"start": 26.94, "end": 27.12, "word": " هي", "probability": 0.8349609375}, {"start": 27.12, "end": 27.34, "word": " the", "probability": 0.79833984375}, {"start": 27.34, "end": 27.64, "word": " most", "probability": 0.9140625}, {"start": 27.64, "end": 28.08, "word": " common", "probability": 0.947265625}, {"start": 28.08, "end": 29.72, "word": " ocular", "probability": 0.837890625}, {"start": 29.72, "end": 30.1, "word": " motor", "probability": 0.9775390625}, {"start": 30.1, "end": 30.44, "word": " nerve", "probability": 0.94482421875}, {"start": 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و في نفس الوقت في head tilt معين ماتتخذه فهذا strongly suggestive يعني ل fourth nerve pulse و لازم أبدأ أفحص المريض عشان أشوف هل في فعلا fourth nerve pulse ولا لا حقيقة الأمر ال fourth nerve pulse ممكن يكون congenital أو ممكن يكون acquired", "tokens": [6027, 28814, 1863, 3794, 7649, 11933, 1829, 7435, 7649, 1829, 43242, 3224, 9429, 11432, 22376, 12602, 2407, 5016, 24793, 9154, 9429, 11432, 22376, 19446, 41185, 8592, 281, 82, 271, 37495, 22653, 2423, 281, 82, 271, 8032, 2655, 2655, 30543, 3615, 2636, 16355, 17709, 4032, 8978, 8717, 36178, 2423, 30543, 2655, 8978, 1378, 18446, 20449, 9957, 3714, 9307, 2655, 9778, 24192, 6156, 3224, 15730, 10613, 3402, 488, 37495, 22653, 5296, 6409, 16355, 17709, 4032, 5296, 31377, 2304, 5551, 44510, 10721, 5551, 5172, 5016, 9381, 9673, 16572, 11242, 6225, 8592, 7649, 5551, 8592, 38688, 8032, 1211, 8978, 6156, 3615, 15040, 6409, 16355, 17709, 49429, 20193, 11331, 38436, 28671, 16247, 29973, 2423, 6409, 16355, 17709, 3714, 43020, 7251, 30544, 416, 1766, 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{"start": 68.05, "end": 68.17, "word": " و", "probability": 0.7265625}, {"start": 68.17, "end": 68.45, "word": " لازم", "probability": 0.9783528645833334}, {"start": 68.45, "end": 69.07, "word": " أبدأ", "probability": 0.8382161458333334}, {"start": 69.07, "end": 69.41, "word": " أفحص", "probability": 0.9112548828125}, {"start": 69.41, "end": 69.83, "word": " المريض", "probability": 0.9817708333333334}, {"start": 69.83, "end": 70.07, "word": " عشان", "probability": 0.9593098958333334}, {"start": 70.07, "end": 70.35, "word": " أشوف", "probability": 0.9798177083333334}, {"start": 70.35, "end": 70.53, "word": " هل", "probability": 0.961669921875}, {"start": 70.53, "end": 70.63, "word": " في", "probability": 0.9208984375}, {"start": 70.63, "end": 70.97, "word": " فعلا", "probability": 0.7926432291666666}, {"start": 70.97, "end": 71.33, "word": " fourth", "probability": 0.9423828125}, {"start": 71.33, "end": 71.61, "word": " nerve", "probability": 0.91845703125}, {"start": 71.61, "end": 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"text": "عالجهتين في superior oblique pulsae بس في عين أكتر بكتير من العين التانية وبالتالي بتبين و كأنها unilateral fourth nerve pulsae superior oblique under action كتير على العين الشمال مقارنة مع superior oblique under action بتبين و كأنه هذه العين طبيعية فهذه بتسمى muscle bilateral superior oblique pulsae", "tokens": [3615, 6027, 7435, 3224, 2655, 9957, 8978, 13028, 23740, 1925, 32295, 8346, 4724, 3794, 8978, 6225, 9957, 5551, 4117, 2655, 2288, 4724, 4117, 2655, 13546, 9154, 18863, 9957, 16712, 7649, 10632, 46599, 6027, 2655, 6027, 1829, 39894, 3555, 9957, 4032, 9122, 33456, 11296, 517, 37751, 6409, 16355, 32295, 8346, 13028, 23740, 1925, 833, 3069, 9122, 2655, 13546, 15844, 18863, 9957, 25124, 2304, 6027, 3714, 4587, 9640, 1863, 3660, 20449, 13028, 23740, 1925, 833, 3069, 39894, 3555, 9957, 4032, 9122, 33456, 3224, 29538, 18863, 9957, 23032, 21292, 3615, 10632, 6156, 3224, 24192, 39894, 38251, 7578, 8679, 38772, 13028, 23740, 1925, 32295, 8346], "avg_logprob": 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2158.59, "word": " العمليات", "probability": 0.906982421875}, {"start": 2158.59, "end": 2158.97, "word": " كله", "probability": 0.962158203125}, {"start": 2158.97, "end": 2159.13, "word": " مش", "probability": 0.7841796875}, {"start": 2159.13, "end": 2159.37, "word": " هو", "probability": 0.93017578125}, {"start": 2159.37, "end": 2160.09, "word": " المشكلة", "probability": 0.9910888671875}, {"start": 2160.09, "end": 2160.55, "word": " المشكلة", "probability": 0.956787109375}, {"start": 2160.55, "end": 2160.89, "word": " بيكون", "probability": 0.87939453125}, {"start": 2160.89, "end": 2161.09, "word": " في", "probability": 0.94921875}, {"start": 2161.09, "end": 2161.47, "word": " قضية", "probability": 0.986328125}, {"start": 2161.47, "end": 2161.67, "word": " ال", "probability": 0.85107421875}, {"start": 2161.67, "end": 2161.95, "word": " X", "probability": 0.468994140625}, {"start": 2161.95, "end": 2162.83, "word": "-cyclotortion", "probability": 0.64288330078125}, {"start": 2162.83, "end": 2163.01, "word": " و", "probability": 0.71240234375}, {"start": 2163.01, "end": 2163.49, "word": " خاصة", "probability": 0.86572265625}, {"start": 2163.49, "end": 2163.69, "word": " في", "probability": 0.83154296875}, {"start": 2163.69, "end": 2163.81, "word": " ال", "probability": 0.95068359375}, {"start": 2163.81, "end": 2164.41, "word": " bilateral", "probability": 0.7509765625}, {"start": 2164.41, "end": 2165.53, "word": " superior", "probability": 0.97998046875}, {"start": 2165.53, "end": 2166.23, "word": " oblique", "probability": 0.924072265625}, {"start": 2166.23, "end": 2166.79, "word": " pulse", "probability": 0.363037109375}, {"start": 2166.79, "end": 2167.83, "word": " بنعمل", "probability": 0.796875}, {"start": 2167.83, "end": 2168.07, "word": " حاجة", "probability": 0.9899088541666666}, {"start": 2168.07, "end": 2168.59, "word": " بنسميها", "probability": 0.85009765625}, {"start": 2168.59, "end": 2169.07, "word": " Herada", "probability": 0.5771484375}, {"start": 2169.07, "end": 2169.35, "word": "-eto", "probability": 0.60205078125}, {"start": 2169.35, "end": 2169.93, "word": " procedure", "probability": 0.8603515625}, {"start": 2169.93, "end": 2170.21, "word": " عشان", "probability": 0.9715169270833334}, {"start": 2170.21, "end": 2170.69, "word": " تحسين", "probability": 0.99560546875}, {"start": 2170.69, "end": 2170.85, "word": " ال", "probability": 0.94970703125}, {"start": 2170.85, "end": 2171.63, "word": " intortion", "probability": 0.37255859375}, {"start": 2171.63, "end": 2172.51, "word": " بتاع", "probability": 0.878662109375}, {"start": 2172.51, "end": 2173.13, "word": " superior", "probability": 0.875}, {"start": 2173.13, "end": 2173.83, "word": " oblique", "probability": 0.903076171875}, {"start": 2173.83, "end": 2174.65, "word": " muscle", "probability": 0.990234375}, {"start": 2174.65, "end": 2175.21, "word": " وهذه", "probability": 0.647705078125}, {"start": 2175.21, "end": 2175.69, "word": " هنتكلم", "probability": 0.9014892578125}, {"start": 2175.69, "end": 2175.93, "word": " عنها", "probability": 0.7325439453125}, {"start": 2175.93, "end": 2176.03, "word": " ان", "probability": 0.72802734375}, {"start": 2176.03, "end": 2176.21, "word": " شاء", "probability": 0.889404296875}, {"start": 2176.21, "end": 2176.27, "word": " الله", "probability": 0.9560546875}, {"start": 2176.27, "end": 2176.75, "word": " تعالى", "probability": 0.91015625}, {"start": 2176.75, "end": 2177.13, "word": " في", "probability": 0.97509765625}, {"start": 2177.13, "end": 2178.21, "word": " العمل", "probability": 0.87890625}, {"start": 2178.21, "end": 2178.51, "word": " و", "probability": 0.319580078125}, {"start": 2178.51, "end": 2178.87, "word": " ممكن", "probability": 0.893310546875}, {"start": 2178.87, "end": 2179.23, "word": " نجيب", "probability": 0.9808349609375}, {"start": 2179.23, "end": 2179.59, "word": " فيديو", "probability": 0.8992513020833334}, {"start": 2179.59, "end": 2180.15, "word": " عالية", "probability": 0.5598958333333334}, {"start": 2180.15, "end": 2180.87, "word": " و", "probability": 0.68310546875}, {"start": 2180.87, "end": 2181.21, "word": " يعطيكوا", "probability": 0.87080078125}, {"start": 2181.21, "end": 2181.37, "word": " الف", "probability": 0.52490234375}, {"start": 2181.37, "end": 2181.81, "word": " عافية", "probability": 0.9248046875}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2182.62925, "duration_after_vad": 2032.9737499999949}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/L2o3vt-o0wY_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/L2o3vt-o0wY_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ab1c4b0005bf88534ffbc1e253e7a06ce1272f2f
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/L2o3vt-o0wY_postprocess.srt
@@ -0,0 +1,1952 @@
+1
+00:00:20,890 --> 00:00:25,090
+بسم الله احنا راحيم اليوم هناخد بعد ما خلصنا ال
+
+2
+00:00:25,090 --> 00:00:29,510
+Exotropia هناخد اللي هي special syndromes هذه
+
+3
+00:00:29,510 --> 00:00:34,230
+special syndromes يعني هتمر معانا بعضها بشكل مش
+
+4
+00:00:34,230 --> 00:00:40,310
+قليل بالعكس يعني هتكون منتشرة نوعا ما وغالبيتها
+
+5
+00:00:40,310 --> 00:00:43,270
+العظمة بينتمي .. المكانش كلها بينتمي ل ال
+
+6
+00:00:43,270 --> 00:00:47,490
+incompetent strabismusيعني إيه الحول، الغير متجانس
+
+7
+00:00:47,490 --> 00:00:51,590
+و بالذات .. بالذات لموضوع اللي هو ال restrictive
+
+8
+00:00:51,590 --> 00:00:55,690
+strabismus طبعا قبل ما نبلش في ال .. في ال special
+
+9
+00:00:55,690 --> 00:01:00,070
+syndromes نقول إنه في الطبيعي .. في الطبيعي أي
+
+10
+00:01:00,070 --> 00:01:05,710
+عضلة من عضلات العين أو من عضلات الوجه لازم يجيلها
+
+11
+00:01:05,710 --> 00:01:08,290
+normal innervation من المكان اللي المفروض هي تسلم
+
+12
+00:01:08,290 --> 00:01:11,790
+ال innervation منهفبنضرب مثال على ذلك مثلا ال
+
+13
+00:01:11,790 --> 00:01:14,450
+media rectus muscle لازم في الطبيعة انه يصلها من
+
+14
+00:01:14,450 --> 00:01:18,790
+ال third nerve مش من اي nerve تاني تمام ال levator
+
+15
+00:01:18,790 --> 00:01:22,310
+palpebra superioris برضه من ال third nerve ال
+
+16
+00:01:22,310 --> 00:01:26,090
+orbicularis oculi muscle لازم يجيها من ال facial
+
+17
+00:01:26,090 --> 00:01:30,390
+nerve فبالتالي في أثبتت الدراسات الجينية و ال
+
+18
+00:01:30,390 --> 00:01:33,610
+neuropathological studies أنه بي بعض الأمراض أو
+
+19
+00:01:33,610 --> 00:01:39,180
+بعض ال syndromesبيكون عندي خلل خلقي في ال
+
+20
+00:01:39,180 --> 00:01:42,000
+innervation يعني ال innervation جاي من المكان مش
+
+21
+00:01:42,000 --> 00:01:46,720
+المفروض ييجي منه تمام؟ هذه الأمراض جمعوها تحت
+
+22
+00:01:46,720 --> 00:01:51,880
+مصطلح عام اسمه congenital cranial disinervation
+
+23
+00:01:51,880 --> 00:01:59,160
+disorders congenital cranial
+
+24
+00:01:59,160 --> 00:02:02,380
+disinervation
+
+25
+00:02:02,380 --> 00:02:02,780
+disorders
+
+26
+00:02:08,500 --> 00:02:16,390
+disorder يعني الأمراضاو العلال اللى بتكون مصاحبة
+
+27
+00:02:16,390 --> 00:02:19,890
+بخلل في ال .. في ال innervation اللى جاي من الجمجم
+
+28
+00:02:19,890 --> 00:02:23,270
+او من الدماغ تمام من ال central nervous system و
+
+29
+00:02:23,270 --> 00:02:25,830
+اللى هى هذه الأمراض بتكون congenital بالاساس يعني
+
+30
+00:02:25,830 --> 00:02:30,170
+هى شغلة خلقية اتكونت عن طفل معين تمام او اثناء
+
+31
+00:02:30,170 --> 00:02:33,830
+المرحلة الجنينية العضلسين بدل ما تسلم ال
+
+32
+00:02:33,830 --> 00:02:36,590
+innervation من مكانه الطبيعى او من نواة العصب اللى
+
+33
+00:02:36,590 --> 00:02:41,660
+مفروض يغذيهااستلمت من مكان آخر يعني غير المكان
+
+34
+00:02:41,660 --> 00:02:46,360
+الطبيعي طبعا هذه بتشمل يعني أمراض كتير من ضمنها ..
+
+35
+00:02:46,360 --> 00:02:49,840
+من ضمنها ال Edwin syndrome اللي هو موضوعنا اليوم
+
+36
+00:02:49,840 --> 00:02:55,740
+من ضمنها ال mobius syndrome من ضمنها congenital
+
+37
+00:02:55,740 --> 00:02:59,970
+fibrosis of extraocular musclesمن ضمنها ال marcus
+
+38
+00:02:59,970 --> 00:03:04,610
+gun jaw-winking syndrome ال congenital ptosis و ال
+
+39
+00:03:04,610 --> 00:03:08,670
+congenital facial palsy كل هذه بيجمعها المصطلح
+
+40
+00:03:08,670 --> 00:03:11,930
+العام اللي بنسميه congenital cranial disinervation
+
+41
+00:03:11,930 --> 00:03:17,610
+disorder نيجي نحكي عن مرض كتير هنقابله في حياتنا
+
+42
+00:03:17,610 --> 00:03:21,210
+العملية اللي هو ledwine retraction syndrome لما
+
+43
+00:03:21,210 --> 00:03:26,230
+بيكون في كلمة معينة في عنوان المرض هذه الكلمة
+
+44
+00:03:26,230 --> 00:03:30,990
+بيكون لها الأثر الأكبرلمّا بقول Edwin Syndrome و
+
+45
+00:03:30,990 --> 00:03:34,370
+بعدين بقول Edwin Retraction Syndrome يعني أهم
+
+46
+00:03:34,370 --> 00:03:37,530
+علامة من علامات Edwin Retraction of the globe
+
+47
+00:03:37,530 --> 00:03:41,970
+Retraction يعني رجوع لل globe أو العين في ال orbit
+
+48
+00:03:41,970 --> 00:03:47,510
+رجوحها لجوة هذا المرض احنا قلنا أثناء ما درسنا حول
+
+49
+00:03:47,510 --> 00:03:50,450
+واحد ان حركات العين في الطبيعي هي عبارة عن
+
+50
+00:03:50,450 --> 00:03:55,680
+rotational movement يعني نقطة او محورأو نقطة
+
+51
+00:03:55,680 --> 00:03:59,340
+المركز بتاع كرة العين بتضالها ثابتة و العين بتلف
+
+52
+00:03:59,340 --> 00:04:03,040
+يمين و شمال و فوق و تحت و extortion و extortion و
+
+53
+00:04:03,040 --> 00:04:08,580
+النقطة high نفسها ثابتة هذا المرض بيصيرش فيه ثبات
+
+54
+00:04:08,580 --> 00:04:11,460
+لكرة العين بالعكس بتصير في عين دي حاجة اسمها
+
+55
+00:04:11,460 --> 00:04:15,440
+translational أو حركة إزاحية translational
+
+56
+00:04:15,440 --> 00:04:19,990
+movementنتيجة انقباض ال media rectus وال lateral
+
+57
+00:04:19,990 --> 00:04:24,970
+rectus مع بعض في نفس اللحظة بيطلوا ذلك استنتاج
+
+58
+00:04:24,970 --> 00:04:29,610
+منطقي جدا انه لدوين سندروم لا يخضع لشيرنجتون لاو
+
+59
+00:04:29,610 --> 00:04:33,630
+شيرنجتون لاو وهذا هنجيله بالتفصيل بيقول اذا انقبضت
+
+60
+00:04:33,630 --> 00:04:37,220
+عضلاء ال antagonist بتاعها لازم ايش؟لازم يصير له
+
+61
+00:04:37,220 --> 00:04:40,620
+relaxation بنفس القدر اللي صار .. يعني contraction
+
+62
+00:04:40,620 --> 00:04:44,080
+في العضلة التانية طالما انقبضت ال media rectus
+
+63
+00:04:44,080 --> 00:04:46,820
+والانتاجونيستة حالات ال rectus انقبضوا في نفس
+
+64
+00:04:46,820 --> 00:04:51,320
+الوقتمعناته عندي هتحصل عدة حاجات أول حاجة هذا
+
+65
+00:04:51,320 --> 00:04:55,740
+الكلام لا ينطبق عليه شيرنجتون له هذا يعني يرفض
+
+66
+00:04:55,740 --> 00:04:59,440
+الخضوع لشيرنجتون له هاي قضية طالما انقبضوا عضلتين
+
+67
+00:04:59,440 --> 00:05:02,120
+في نفس الوقت إذا ال rotation هذا مش ممكن أما
+
+68
+00:05:02,120 --> 00:05:06,920
+الإزاحة ممكنة وهذا سبب التسمية Dwayne Retraction
+
+69
+00:05:06,920 --> 00:05:11,770
+Syndromeالعين لما تكون في وضع معين، العين لما تكون
+
+70
+00:05:11,770 --> 00:05:15,150
+في وضع معين بتكون لاجئة للشفون من إنهم يضموا على
+
+71
+00:05:15,150 --> 00:05:18,950
+بعض، لما بترجع العين بيضمه فبيصير narrowing لل
+
+72
+00:05:18,950 --> 00:05:22,690
+palpebral fissure، يعني شيء بيؤدي لشيء، إذا حبينا
+
+73
+00:05:22,690 --> 00:05:28,100
+نستنتج هيك منطقي يعني إيش السبب؟انه بيصير co
+
+74
+00:05:28,100 --> 00:05:31,660
+-contraction يعني انقباض متزامن لل lateral rectus
+
+75
+00:05:31,660 --> 00:05:37,980
+والmedial rectus مع بعض بيغزيهم نفس المنطقة من
+
+76
+00:05:37,980 --> 00:05:40,760
+الدماغ يعني ال third cranial nerve اللي هو في
+
+77
+00:05:40,760 --> 00:05:44,120
+الطبيعي بيغذي ال medial rectus في هذه الحالة أيضا
+
+78
+00:05:44,120 --> 00:05:48,320
+راح يغذي ال lateral rectus السبب ان ال six nerve
+
+79
+00:05:48,320 --> 00:05:52,750
+nucleusأما مش متكونة أو hypoplastic، ضعيفة التكوين
+
+80
+00:05:52,750 --> 00:05:57,010
+فبالتالي ال lateral rectus بتبحث عن تخضيه عصبية من
+
+81
+00:05:57,010 --> 00:06:00,390
+مكان تاني اللي بيبعث لهذه التخضيه العصبية هو ال
+
+82
+00:06:00,390 --> 00:06:03,770
+third cranial nerve لما يصير stimulation لل third
+
+83
+00:06:03,770 --> 00:06:07,710
+cranial nerve بيصير عندي co contraction وهذا سبب
+
+84
+00:06:07,710 --> 00:06:11,590
+التسمير أي دوين سندروم أنا شاكك فيه دوين سندروم
+
+85
+00:06:11,590 --> 00:06:15,250
+ومافيش فيه retractionبقدرش أسميه Dwan Syndrome ال
+
+86
+00:06:15,250 --> 00:06:19,630
+hallmark العلامة المميزة ل Dwan Syndrome لازم يكون
+
+87
+00:06:19,630 --> 00:06:23,610
+Retraction of the globe امتى بينشط ال third nerve
+
+88
+00:06:23,610 --> 00:06:29,750
+عند ال abduction و لا في ال abduction ال
+
+89
+00:06:29,750 --> 00:06:33,370
+third nerve امتى بينشط في ال abduction و لا في ال
+
+90
+00:06:33,370 --> 00:06:38,010
+abduction بالظبط اذا ال narrowing ال narrowing و
+
+91
+00:06:38,010 --> 00:06:42,290
+ال retraction بيصير في ال abductionلما الإنسان هذا
+
+92
+00:06:42,290 --> 00:06:46,770
+يحاول يعمل abduction لما يحاول يعمل abduction
+
+93
+00:06:46,770 --> 00:06:51,030
+المفروض ال third nerve يريح هو فعلا بيريح تمام؟ بس
+
+94
+00:06:51,030 --> 00:06:54,570
+فيش lateral rectus تنقبض ليش؟ لأن ال lateral
+
+95
+00:06:54,570 --> 00:06:58,670
+rectus عشان تنقبض نواة العصب السادس لازم تبعت لل
+
+96
+00:06:58,670 --> 00:07:04,200
+lateral rectusعشان ينقبل، اذا هيك احنا باختصار
+
+97
+00:07:04,200 --> 00:07:07,260
+سريع جدا لخصنا Dwan Syndrome، الآن بدنا نرجع لكل
+
+98
+00:07:07,260 --> 00:07:11,420
+الكلام اللي حكيناه بالتفصيل وبشكل اوضح ان شاء الله
+
+99
+00:07:11,420 --> 00:07:17,040
+تعالى ال Dwan Syndrome هو عبارة عن Retraction
+
+100
+00:07:17,040 --> 00:07:20,620
+Syndrome فيه عندنا failure of innervation of the
+
+101
+00:07:20,620 --> 00:07:24,960
+lateral rectus by the sixth nervewith anomalous
+
+102
+00:07:24,960 --> 00:07:28,320
+innervation of the lateral rectus by fibers from
+
+103
+00:07:28,320 --> 00:07:31,900
+the third nerve هذا ال condition لدوين سندروم
+
+104
+00:07:31,900 --> 00:07:36,580
+غالبا بيكون bilateral بس عادة بتكون عين واضح فيها
+
+105
+00:07:36,580 --> 00:07:40,100
+لدوين سندروم والعين التانية very subtle يعني بده
+
+106
+00:07:40,100 --> 00:07:43,200
+ملاحظة دقيقة جدا عشان اللحظة لدرجة ان كتير من
+
+107
+00:07:43,200 --> 00:07:47,340
+الناس عند الفحص السريع ممكن يفكر ان العين التانية
+
+108
+00:07:47,340 --> 00:07:51,650
+سليمة مافيش فيها مشكلةsome children have
+
+109
+00:07:51,650 --> 00:07:54,890
+associated congenital defects such as perceptive
+
+110
+00:07:54,890 --> 00:07:58,550
+deafness and speech disorder طبعا هذا مالوش علاقة
+
+111
+00:07:58,550 --> 00:08:02,330
+في تخصصنا ولكن إله علاقة أعرف أنه كل حالة Edwin
+
+112
+00:08:02,330 --> 00:08:05,210
+Syndrome لازم أعملها consultation لطبيب الأنف
+
+113
+00:08:05,210 --> 00:08:08,330
+والأذن والحنجرة عشان الموضوعالـ Perceptive
+
+114
+00:08:08,330 --> 00:08:12,210
+Deafness و Speech Disorder عشان يتبع معاها ليس كل
+
+115
+00:08:12,210 --> 00:08:16,210
+حالة ستصاب بهذه القضية ولكن بعضهم .. بعضهم بيصاب
+
+116
+00:08:16,210 --> 00:08:19,210
+فبالتالي أنا كل حالة بتبور علي بابعتها عشان أتأكد
+
+117
+00:08:19,210 --> 00:08:24,230
+وإذا كان في مشكلة هو بيتاخد الإجراءات المناسبة كيف
+
+118
+00:08:24,230 --> 00:08:28,330
+أنا أحط .. يعني تشخيص Ledouin Syndrome حقيقة
+
+119
+00:08:28,330 --> 00:08:31,850
+Ledouin Syndrome يعني عندي تلت أنواع من Ledouin
+
+120
+00:08:31,850 --> 00:08:35,010
+Syndrome تشترك في حاجات كتيرة و تختلف في بعض
+
+121
+00:08:35,010 --> 00:08:41,090
+الحاجاتطبعا في ال primary position غالبا .. غالبا
+
+122
+00:08:41,090 --> 00:08:46,310
+بيكون عندي straight eyes تمام؟ و binocular single
+
+123
+00:08:46,310 --> 00:08:51,210
+vision بس مع شوية face turned بسيطة، يا ترى إذا
+
+124
+00:08:51,210 --> 00:08:55,910
+قولنا ال left eye فيها دوام، هي الواضح فيها
+
+125
+00:08:55,910 --> 00:09:01,610
+الدوام، ال face turned واني بدي أكون؟لأ ليه؟ ال
+
+126
+00:09:01,610 --> 00:09:04,810
+abduction ممكن ال abduction مش ممكن ليش ال
+
+127
+00:09:04,810 --> 00:09:08,810
+abduction مش ممكن؟ عشان ال abduction عشان يصير
+
+128
+00:09:08,810 --> 00:09:13,330
+لازم تشتغل نوات العصب السادس يتوصل للسادس يوصل لل
+
+129
+00:09:13,330 --> 00:09:15,850
+lateral rectus ال lateral rectus في ال abduction
+
+130
+00:09:15,850 --> 00:09:19,730
+بتشتغلش طب و ال medial rectus في ال abduction برضه
+
+131
+00:09:19,730 --> 00:09:23,870
+بتشتغلش لأنها بتريح مظبوط إذا أول علامة restricted
+
+132
+00:09:23,870 --> 00:09:28,950
+abduction ممكن يكون complete or partialهذا في ال
+
+133
+00:09:28,950 --> 00:09:31,930
+primary position و طالما مافيش abduction
+
+134
+00:09:35,250 --> 00:09:39,190
+معناته the head turns where the eye cannot إيش
+
+135
+00:09:39,190 --> 00:09:42,570
+يعني؟ العين مش قادرة تروح، اللي lifted وين عندي؟
+
+136
+00:09:42,570 --> 00:09:46,110
+العين مش قادرة تروح في ال abduction ليش بيروح
+
+137
+00:09:46,110 --> 00:09:50,030
+مكانها؟ عشان العين تنتقل على الناحية اللي بتقدر هي
+
+138
+00:09:50,030 --> 00:09:54,330
+تروح عليها، تمام؟ إذا left face turned عشان يحافظ
+
+139
+00:09:54,330 --> 00:09:57,470
+على ال binocular single vision أول علامة
+
+140
+00:09:57,470 --> 00:10:00,950
+restricted abduction كيف بعرفها؟
+
+141
+00:10:04,660 --> 00:10:07,500
+مع widening للbulbiparal fissure روح نقول ليش
+
+142
+00:10:07,500 --> 00:10:11,520
+widening للbulbiparal fissure فتحة العين بترجع
+
+143
+00:10:11,520 --> 00:10:18,600
+لوضعها الطبيعي أو بتفتح تمام ال adduction ممكن
+
+144
+00:10:18,600 --> 00:10:24,400
+يكون طبيعي بس إيش و ممكن يكون mildly restricted مع
+
+145
+00:10:24,400 --> 00:10:27,900
+narrowing للbulbiparal fissure أنا رسمته mildly
+
+146
+00:10:27,900 --> 00:10:33,890
+restricted تمام العين بتضم كتير ليش؟هذا بتطلع هيك
+
+147
+00:10:33,890 --> 00:10:37,970
+وهذا بتطلع هيك، إذا عندي complete أو nearly
+
+148
+00:10:37,970 --> 00:10:42,880
+completerestricted abduction هي علامة من علامات
+
+149
+00:10:42,880 --> 00:10:45,560
+الدوين في ال abduction بيصير narrowing لأنه في ال
+
+150
+00:10:45,560 --> 00:10:48,820
+abduction ال media rectus بتنقبط و ال lateral
+
+151
+00:10:48,820 --> 00:10:53,760
+rectus بتنقبط فالعين بتدخل لجوة بعض المرضى دخول
+
+152
+00:10:53,760 --> 00:10:57,520
+العين لجوة ملاحظ بشكل شديد بيكون عنده دوين سندروم
+
+153
+00:10:57,520 --> 00:11:01,660
+شديد و بعضهم يعني يدوب ملاحظ بس ضروري أن انا أكون
+
+154
+00:11:01,660 --> 00:11:05,440
+عند دقة ملاحظة لألاحظ موضوع ال narrowingكيف اعرف
+
+155
+00:11:05,440 --> 00:11:08,520
+ال retraction؟ امرر بعرفه بال narrowing للبلبرة
+
+156
+00:11:08,520 --> 00:11:12,080
+الفشر لما بتطلع باتجاه ال abduction بتديجي العين
+
+157
+00:11:12,080 --> 00:11:15,480
+شوية لما بتطلع باتجاه ال abduction العين بتجف
+
+158
+00:11:15,480 --> 00:11:19,160
+تعملش abduction بس العين بتوسع هي حقيقة ما وسعت هي
+
+159
+00:11:19,160 --> 00:11:22,540
+رجعت لوضعها الطبيعي ليش؟ لما بترخي ال media rectus
+
+160
+00:11:22,540 --> 00:11:25,320
+و بترخي ال lateral rectus العين بترجع لمكانها
+
+161
+00:11:25,320 --> 00:11:31,140
+الطبيعي اللي هو مرونة ال tissue بتتحكم فيهبيعمل
+
+162
+00:11:31,140 --> 00:11:35,840
+abduction التنتين بينقبضوا ليش التنتين بينقبضوا؟
+
+163
+00:11:35,840 --> 00:11:40,500
+عشان التنين وصلهم ترزيح عصبية وعملوا co
+
+164
+00:11:40,500 --> 00:11:44,420
+-contraction co-contraction اذا restricted
+
+165
+00:11:44,420 --> 00:11:48,040
+abduction غالبا ال abduction لو فيه restriction
+
+166
+00:11:48,040 --> 00:11:52,440
+بيكون partial وجليل جدا انه يكون عند ال abduction
+
+167
+00:11:52,440 --> 00:11:55,940
+مش موجود ال abduction مش موجود okay بس ال
+
+168
+00:11:55,940 --> 00:12:00,290
+abduction جليل جدا انه يكون مش موجودأهم علامة هاني
+
+169
+00:12:00,290 --> 00:12:04,410
+نكتب عليها أهم علامة Retraction of the globe on
+
+170
+00:12:04,410 --> 00:12:08,810
+abduction السبب
+
+171
+00:12:08,810 --> 00:12:14,110
+Retraction يعني رجوع للخلف انك ماشيالسبب co
+
+172
+00:12:14,110 --> 00:12:17,930
+-contraction of the medial and lateral recti هذا
+
+173
+00:12:17,930 --> 00:12:20,570
+بيؤدي ل narrowing of the belpebral fissure زي ما
+
+174
+00:12:20,570 --> 00:12:24,150
+الرسمة بتوضح ممكن ال narrowing يكون very severe
+
+175
+00:12:24,150 --> 00:12:27,870
+يعني تحسي أن العين كانها مغمضة تماما كأنها انطبقت
+
+176
+00:12:27,870 --> 00:12:31,530
+الشفون علي بعض السبب أن ال retraction كتير الرجوع
+
+177
+00:12:31,530 --> 00:12:34,990
+كتير مافيش إشي تلجي الشفون فبتسكر الشفون كل ما كان
+
+178
+00:12:34,990 --> 00:12:38,070
+ال retraction أكتر كل ما كان ال narrowing أكتر
+
+179
+00:12:38,070 --> 00:12:38,730
+تمام؟
+
+180
+00:12:43,220 --> 00:12:47,220
+إذا ال degree of global attraction ممكن تكون gross
+
+181
+00:12:47,220 --> 00:12:52,780
+يعني شديدة أو very subtle حسب شدة ادوين syndrome
+
+182
+00:12:52,780 --> 00:12:56,180
+طيب لما يحاول هذا اللي عمل abduction يعمل
+
+183
+00:12:56,180 --> 00:13:01,790
+abduction مرة تانية بيصير إيش البلببرة الفشرopens
+
+184
+00:13:01,790 --> 00:13:05,450
+and the globe assumes it's normal position ترجع لل
+
+185
+00:13:05,450 --> 00:13:08,230
+normal position بتاعتها بس مش مانعه انه هو حاول
+
+186
+00:13:08,230 --> 00:13:11,110
+يعمل upduction هيقدر يعمل هو هتيجي عنده اما في
+
+187
+00:13:11,110 --> 00:13:14,810
+النص أو بعد المنتصف بقليل حسب شدة ال restriction
+
+188
+00:13:14,810 --> 00:13:20,450
+بتاع ال upduction تمام؟ في
+
+189
+00:13:20,450 --> 00:13:23,510
+بعض المرضى اللي عندهم Dwan Syndrome عندهم up shoot
+
+190
+00:13:23,510 --> 00:13:28,350
+او down shoot في ال upduction نشوف هذا المريض عنده
+
+191
+00:13:28,350 --> 00:13:41,060
+Dwan Syndromeبال right eye بال right eye ايش
+
+192
+00:13:41,060 --> 00:13:45,460
+شايفين؟ طلعت لفوق، بعض الناس ممكن خطأ ان يفكروا ان
+
+193
+00:13:45,460 --> 00:13:49,980
+هذه inferior oblique over action، هذه ليست ليست
+
+194
+00:13:49,980 --> 00:13:53,240
+inferior oblique over action، هذه twin syndrome مع
+
+195
+00:13:53,240 --> 00:13:57,920
+up shoot مع up shootإيش سبب ال upshot هال gate
+
+196
+00:13:57,920 --> 00:14:02,020
+هنحكي بعض المرضى بيكون عنده downshot طبعا هنا لازم
+
+197
+00:14:02,020 --> 00:14:05,480
+طالما هذه راحة adoption هذه هتكون راحة abduction
+
+198
+00:14:05,480 --> 00:14:14,260
+هذا عنده righted vein أيضا righted vein نزلت
+
+199
+00:14:14,260 --> 00:14:20,380
+العين لتحته downshot حقيقةالتفسير بتاع ال up shoot
+
+200
+00:14:20,380 --> 00:14:24,220
+و ال down shoot في ال adduction النظريات الطبية
+
+201
+00:14:24,220 --> 00:14:28,560
+بتقول ان ال lateral rectus بتكون very tight على
+
+202
+00:14:28,560 --> 00:14:33,320
+سطح العين يعني شده كتير فلما ال media rectus تعمل
+
+203
+00:14:33,320 --> 00:14:38,340
+adduction ال lateral rectus اما بتنزلق تحت العينأو
+
+204
+00:14:38,340 --> 00:14:41,140
+تنزلك فوق العين ال .. ال .. ال insertion بتاعها
+
+205
+00:14:41,140 --> 00:14:46,160
+ثابت بس جسم العضلة بنزلك أما فوق أو تحت العين وهذه
+
+206
+00:14:46,160 --> 00:14:50,160
+النظرية كتير من الناس اعتمدها و بنى عليها طريقة
+
+207
+00:14:50,160 --> 00:14:54,560
+العلاج الجراحى اللى هنجي نحكي عنها في حينه تمام؟
+
+208
+00:14:54,560 --> 00:14:58,700
+مع أنه بعض العلماء قالوا احنا خلينا نعمل صور رنين
+
+209
+00:14:58,700 --> 00:15:03,620
+مغناطيسيللمرضى اللى عندهم ادوين اثناء عملية ال
+
+210
+00:15:03,620 --> 00:15:06,960
+adoption و عندهم upshot او downshot فوجدوا مش في
+
+211
+00:15:06,960 --> 00:15:10,900
+كل الحالات بتكون ال abduction و ال adoption عفوا
+
+212
+00:15:10,900 --> 00:15:13,880
+عملية ال adoption عملية الانزلاق مش موجودة في كل
+
+213
+00:15:13,880 --> 00:15:18,160
+الحالات تمام فجالوا انه ممكن تكون فعلا في قضية
+
+214
+00:15:18,160 --> 00:15:21,780
+انزلاق و ممكن يكون في سبب اخر لسه مش معروف لنا
+
+215
+00:15:21,780 --> 00:15:26,040
+تمام اذا بعض المرضى بيكون عندهم upshot او downshot
+
+216
+00:15:26,040 --> 00:15:30,490
+في ال adoption في ال adoptionنرتب كلامنا لدوان في
+
+217
+00:15:30,490 --> 00:15:33,810
+ال primary position بيكون ortho مع شوية face term
+
+218
+00:15:33,810 --> 00:15:37,430
+يعني binocular single vision بعضهم بيكون شوية ezo
+
+219
+00:15:37,430 --> 00:15:41,950
+و قليل منهم جدا بيكون exo هذا هنجيله في أنواع
+
+220
+00:15:41,950 --> 00:15:47,010
+لدوان طيب لما يعمل abduction معنى مافيش عندي
+
+221
+00:15:47,010 --> 00:15:51,620
+abduction restricted abductionلمّا يعمل abduction،
+
+222
+00:15:51,620 --> 00:15:54,480
+في abduction أو mildly restricted abduction، بس
+
+223
+00:15:54,480 --> 00:15:58,300
+أهم علامة أنه في retraction وفي narrowing للببرة
+
+224
+00:15:58,300 --> 00:16:01,520
+الفشرة، رجع عامل abduction، هتفتح العين و العين
+
+225
+00:16:01,520 --> 00:16:04,820
+تقعد في مكانها اللي كانت فيه قبل عملية ال
+
+226
+00:16:04,820 --> 00:16:08,020
+abduction، بعضهم في ال abduction، في ال abduction
+
+227
+00:16:08,020 --> 00:16:11,040
+بيصير عندهم اما upshot أو downshot، وبعضهم
+
+228
+00:16:11,040 --> 00:16:15,060
+مابيصيرش هذه القضية، وبعضهم مابيصيرش هذه القضية
+
+229
+00:16:19,250 --> 00:16:22,090
+في كمان علامة قبل ما نبدأ في ال classification
+
+230
+00:16:22,090 --> 00:16:26,910
+بتاع Duen انه defective convergence لو في عين فيها
+
+231
+00:16:26,910 --> 00:16:31,830
+Duen syndrome نفرض ال left eye فيها Duen syndrome
+
+232
+00:16:31,830 --> 00:16:36,170
+وجربنا near target من هذا الوجه هذا البني ادم اللي
+
+233
+00:16:36,170 --> 00:16:39,410
+عنده Duen بنلاحظ ان العين اللي تبدو سليمة تعمل
+
+234
+00:16:39,410 --> 00:16:43,130
+convergenceعلى الـ near target والعين اللي فيها
+
+235
+00:16:43,130 --> 00:16:46,670
+دوين واقفة مكانها مش راضية تعمل convergence إذا
+
+236
+00:16:46,670 --> 00:16:50,990
+العلمة اللي بعدين اللي هي defective convergence in
+
+237
+00:16:50,990 --> 00:16:53,930
+which affected eye remains fixed in the primary
+
+238
+00:16:53,930 --> 00:16:57,490
+position while the unaffected eye is converging
+
+239
+00:16:57,490 --> 00:17:02,890
+تمام؟ وهذه من ضمن العلمات وهذه من ضمن العلمات طيب
+
+240
+00:17:02,890 --> 00:17:08,070
+نيجي احنا تجسيمة دوين سندروميقسم الدوين سندروم لـ
+
+241
+00:17:08,070 --> 00:17:12,450
+three types type one هو الأكثر شيوعا type two هو
+
+242
+00:17:12,450 --> 00:17:19,130
+الأقل شيوعا و type three التانية و تلاتة type one
+
+243
+00:17:19,130 --> 00:17:24,590
+و type two و type three احنا قلنا شرط أساسي عشان
+
+244
+00:17:24,590 --> 00:17:27,590
+احط تشريس الدوين لابد يكون retraction of the globe
+
+245
+00:17:27,590 --> 00:17:31,070
+on adduction يعني قضية ال retraction مفروغ منها
+
+246
+00:17:31,070 --> 00:17:37,430
+retraction on adduction و هذه نفس الشيءو هذه نفس
+
+247
+00:17:37,430 --> 00:17:49,470
+الشيء طيب هنا limited abduction
+
+248
+00:17:49,470 --> 00:17:53,630
+هنا
+
+249
+00:17:53,630 --> 00:18:01,590
+limited abduction هنا limited abduction and
+
+250
+00:18:01,590 --> 00:18:02,210
+abduction
+
+251
+00:18:10,550 --> 00:18:15,350
+هذه أحد الفروق بين دوان one و بين دوان one و دوان
+
+252
+00:18:15,350 --> 00:18:19,550
+two و بين دوان ال three هنا most common يعني أكتر
+
+253
+00:18:19,550 --> 00:18:23,950
+حالات عملية حلجية هم دوان one type one تمام most
+
+254
+00:18:23,950 --> 00:18:31,010
+common في الدوان تمام هنا least common هنا
+
+255
+00:18:31,010 --> 00:18:33,230
+بين الأتنين جاي، بس الاتنين
+
+256
+00:18:37,020 --> 00:18:40,060
+اللي هو رقم اتنين و رقم تلاتة مقارنة مع رقم واحد
+
+257
+00:18:40,060 --> 00:18:44,040
+يعتبروا يعني رين يعتبروا رين يعني ممكن اكتر من
+
+258
+00:18:44,040 --> 00:18:47,680
+خمسة و تمانين في المية من حالات الدوان من type one
+
+259
+00:18:47,680 --> 00:18:50,840
+و الباقي كله من type two و type three type three
+
+260
+00:18:50,840 --> 00:19:02,840
+اكتر من type two ك prevalence في
+
+261
+00:19:02,840 --> 00:19:12,590
+ال primary position هذه straightor mild ezo هنا
+
+262
+00:19:12,590 --> 00:19:19,550
+straight or mild ezo هنا
+
+263
+00:19:19,550 --> 00:19:28,110
+straight or mild ezo لو
+
+264
+00:19:28,110 --> 00:19:32,130
+جينا نسأل يا ترى لو في face tear لو في face tear
+
+265
+00:19:32,130 --> 00:19:39,370
+هنا بيكون باتجاه العين المصابةهنا بيكون عكس
+
+266
+00:19:39,370 --> 00:19:44,910
+المصابة هنا باتجاه العين المصابة تمام؟ ليش هنا عكس
+
+267
+00:19:44,910 --> 00:19:49,290
+المصابة؟ لأن المصابة بتعمل abduction يعني بتقدر
+
+268
+00:19:49,290 --> 00:19:52,310
+تعمل .. بتقدرش تعمل abduction هو بيبعد عن منطقة ال
+
+269
+00:19:52,310 --> 00:19:57,430
+abduction فبعيد عن العين المصابة بيودي راسه تمام؟
+
+270
+00:19:57,430 --> 00:20:01,450
+إذا ال head position إذا كان موجود ال head posture
+
+271
+00:20:01,450 --> 00:20:08,590
+هنا باتجاه العين المصابة هنا عكسهاهنا معاها
+
+272
+00:20:08,590 --> 00:20:15,710
+باتجاهها واضح ليش يا بنات؟
+
+273
+00:20:15,710 --> 00:20:18,830
+الآن
+
+274
+00:20:18,830 --> 00:20:24,070
+ده نسأل حالنا سؤال يا ترى ليش بعضهم بيكون limited
+
+275
+00:20:24,070 --> 00:20:27,570
+abduction وبعضهم limited abduction وبعضهم limited
+
+276
+00:20:27,570 --> 00:20:33,010
+abduction and abduction؟ بعض العلماء عززت سبب إلى
+
+277
+00:20:33,010 --> 00:20:37,980
+كمية ال innovation اللي بيبعتهاالـ third cranial
+
+278
+00:20:37,980 --> 00:20:41,220
+nerve لـ lateral rectus هو مش المفروض يبعتلها
+
+279
+00:20:41,220 --> 00:20:45,740
+بالاساس المفروض يتاخد من العصب السادس هو بعتلها
+
+280
+00:20:45,740 --> 00:20:50,320
+فهو كمية الاشي اللي بعتلها هي حسب كرم العصب الثالث
+
+281
+00:20:50,320 --> 00:20:57,610
+إذا بعتلها أقل هتكونone إذا بيعتلها أكتر مما أبقى
+
+282
+00:20:57,610 --> 00:21:00,490
+لنفسه يعني الكريم أكتر من اللازم وهذا ندرة في
+
+283
+00:21:00,490 --> 00:21:04,610
+الناس مظبوط فبالتالي أيضا هذه أندر شيء أن تصير ال
+
+284
+00:21:04,610 --> 00:21:08,530
+lateral rectus هي المسيطرة على التغذية اللي
+
+285
+00:21:08,530 --> 00:21:11,990
+وصلالها من ال third nerve تمام فبيصير ال abduction
+
+286
+00:21:13,010 --> 00:21:18,010
+هو اللي شغال أكتر من الأدد، هنا إذا كان ان كنتم
+
+287
+00:21:18,010 --> 00:21:22,150
+أخوة فتقاسم، هذا حتى إيش .. حتى احنا يعني نضل
+
+288
+00:21:22,150 --> 00:21:25,990
+متذكرين كيف موضوع .. يعني إيش اللي limited و إيش
+
+289
+00:21:25,990 --> 00:21:29,210
+اللي مش .. مش limited عادة الأكتر شيء عن لما أنا
+
+290
+00:21:29,210 --> 00:21:33,030
+بدي أكرم إنسان بكرمه بشيء بسيط من اللي عنده،
+
+291
+00:21:33,030 --> 00:21:36,230
+مابكرمهش بكل اللي عنده، هذا ال .. هذا ال .. الشيء
+
+292
+00:21:36,230 --> 00:21:40,480
+المنطقي لدرج يعنيالان الاشي النادر جدا ان اعطيله
+
+293
+00:21:40,480 --> 00:21:46,380
+شغل اكتر يعني حاجات من عندي اكتر من ما ابقي لنفسي
+
+294
+00:21:46,380 --> 00:21:51,620
+و الشئ المتوسط الندرا ان اعطيله يعني ان كنتم اخوة
+
+295
+00:21:51,620 --> 00:21:56,840
+فتقاسم و ان كنتم اخوة فتقاسم طيب نيجي هنا بس عسري
+
+296
+00:21:56,840 --> 00:22:01,080
+ان نقول type one هو ال most common صفته limited or
+
+297
+00:22:01,080 --> 00:22:02,320
+absent abduction
+
+298
+00:22:04,720 --> 00:22:08,520
+limited abduction أو absent abduction normal or
+
+299
+00:22:08,520 --> 00:22:13,320
+mildly limited abduction تمام عفوا normal or
+
+300
+00:22:13,320 --> 00:22:17,000
+mildly limited abduction هذه ما كتبنهاش ال
+
+301
+00:22:17,000 --> 00:22:22,180
+abduction تقريبا ال abduction normal او mildly
+
+302
+00:22:22,180 --> 00:22:26,500
+limited تمام في ال primary position اما بتكون
+
+303
+00:22:26,500 --> 00:22:32,250
+straight او mild esotropia او mild esotropiaType 2
+
+304
+00:22:32,250 --> 00:22:38,130
+هو الـ least common limited abduction normal أو
+
+305
+00:22:38,130 --> 00:22:44,390
+mildly limited abduction طبعا وقلنا عنه ال least
+
+306
+00:22:44,390 --> 00:22:47,070
+common في ال primary position العينين بيكونوا اما
+
+307
+00:22:47,070 --> 00:22:50,070
+straight او slight اكزوتروبيا
+
+308
+00:22:52,160 --> 00:22:56,180
+limited abduction and abduction تمام في ال primary
+
+309
+00:22:56,180 --> 00:23:01,560
+position بيكون straight او mild esotropia او mild
+
+310
+00:23:01,560 --> 00:23:06,600
+esotropia بنقول ال underlying pathophysiology is
+
+311
+00:23:06,600 --> 00:23:09,680
+similar in the three types وهي
+
+312
+00:23:12,320 --> 00:23:16,740
+retraction ناتج عن co contraction ناتج عن
+
+313
+00:23:16,740 --> 00:23:20,100
+innovation from one source اللي هو ال third nerve
+
+314
+00:23:20,100 --> 00:23:24,420
+تمام فبالتالي ال difference بينهم being due to the
+
+315
+00:23:24,420 --> 00:23:27,920
+inequality in the degree of anomaly in the
+
+316
+00:23:27,920 --> 00:23:30,700
+innovation of the lateral rectus and medial rectus
+
+317
+00:23:30,700 --> 00:23:34,520
+حسب كل واحدة جديش أخدت نصيب من ال third nerve ينشأ
+
+318
+00:23:34,520 --> 00:23:37,780
+عندى التلات أنواع في النوع الأول ال media rectus
+
+319
+00:23:37,780 --> 00:23:40,400
+هي المهدأ أكتر في النوع التاني ال lateral rectus
+
+320
+00:23:40,400 --> 00:23:44,180
+هي المهدأ أكتر في النوع التالتالاتنين متساويين في
+
+321
+00:23:44,180 --> 00:23:48,920
+ال inner vision كيف نعمل management ل .. اللي هو
+
+322
+00:23:48,920 --> 00:23:54,580
+الإنسان اللي عنده Dwan Syndrome أو هل كل مرضي عنده
+
+323
+00:23:54,580 --> 00:23:59,080
+Dwan Syndrome بيحتاج منه لتدخل سواء جراحي أو غير
+
+324
+00:23:59,080 --> 00:24:04,590
+جراحيأحنا بنقول غالبية ال young children بيضلوا
+
+325
+00:24:04,590 --> 00:24:07,410
+عاملين binocular single vision و مستمتعين بال
+
+326
+00:24:07,410 --> 00:24:10,970
+binocular single vision مع شوية abnormal head
+
+327
+00:24:10,970 --> 00:24:14,170
+posture، faceturn بسيط، لا يؤثر أو يعني مش كتير
+
+328
+00:24:14,170 --> 00:24:21,120
+يعني .. يعني مزعجطبعا هذا ال head posture عشان
+
+329
+00:24:21,120 --> 00:24:24,780
+يعوضني عن ال lateral rectus weakness طبعا ال
+
+330
+00:24:24,780 --> 00:24:29,140
+surgery امتى انا بستعملها لما يكون في عندي loss of
+
+331
+00:24:29,140 --> 00:24:32,840
+binocular function كيف انا بعرفها هو بجي اعمل في
+
+332
+00:24:32,840 --> 00:24:38,040
+ال stern بسيط راح عدل .. راح عدل فجأة عدل فانت هو
+
+333
+00:24:38,040 --> 00:24:42,460
+عمل .. بالظبط هو صار عنده loss of ال binocular
+
+334
+00:24:42,460 --> 00:24:47,910
+single vision تمامهذا بأعرفه by failure to
+
+335
+00:24:47,910 --> 00:24:53,430
+continue to use an abnormal head posture طيب في ال
+
+336
+00:24:53,430 --> 00:24:56,150
+adults و ال children over the age of 80 years
+
+337
+00:24:56,150 --> 00:25:02,480
+السيرجيري ممكن استعملها عشانيكون يعني أتخلص من ال
+
+338
+00:25:02,480 --> 00:25:05,160
+head posture إذا كانه unacceptable يعني severe
+
+339
+00:25:05,160 --> 00:25:08,240
+face tear مثلا لل right .. لل right أو لل left
+
+340
+00:25:08,240 --> 00:25:12,980
+واضح جدا عشان أتخلص منه تمام؟ بيبدحيف إنه هذا ال
+
+341
+00:25:12,980 --> 00:25:15,840
+.. ال face tear نعمل لي neck discomfort يعني إزعاج
+
+342
+00:25:15,840 --> 00:25:19,420
+في ال .. في عضلات الرجب أو في شداد أو كدهيعني
+
+343
+00:25:19,420 --> 00:25:24,040
+ساعتها بيكون مش بس cosmetically و ايضا لأنه مزعج
+
+344
+00:25:24,040 --> 00:25:28,020
+بالنسبة لعضلات الرقبة تمام ايضا ال unacceptable
+
+345
+00:25:28,020 --> 00:25:31,080
+upshoot او down shoot اللي كل ما يطلع الجنب بتلاقي
+
+346
+00:25:31,080 --> 00:25:35,460
+عينه حدثت لفوق او لتحت بشكل ملحوظ جدا فهذا ايضا
+
+347
+00:25:35,460 --> 00:25:39,980
+بتجرأله عمليات او الناس اللي عندها Down syndrome و
+
+348
+00:25:39,980 --> 00:25:44,300
+مافيش head turnالـ head posture طبيعي بس عنده
+
+349
+00:25:44,300 --> 00:25:47,480
+severe narrowing يعني تقريبا الشفون بتغمض على
+
+350
+00:25:47,480 --> 00:25:50,900
+بعضها تمام نتيجة انه في عنده severe globe
+
+351
+00:25:50,900 --> 00:25:53,960
+retraction هذا مابنتركش انه لأنه cosmetically very
+
+352
+00:25:53,960 --> 00:25:58,220
+unacceptable وبالتالي هذا ممكن يعني ينعمله عملية
+
+353
+00:25:58,220 --> 00:26:02,200
+يتساعد في هذه القضية طيب ايش أنواع العمليات اللي
+
+354
+00:26:02,200 --> 00:26:06,940
+ممكن تصير في هذه القضية لو احنا مسكنها يعني مشكلة
+
+355
+00:26:06,940 --> 00:26:11,860
+مشكلة الحاجة الوحيدة اللي بدنا نقنع فيها الأهلإن
+
+356
+00:26:11,860 --> 00:26:15,500
+العلم لليوم ما اخترع وسيلة جراحية أو غير جراحية
+
+357
+00:26:15,500 --> 00:26:21,560
+يخلي المريض يقدر يعمل abduction لحاله طبعا ممكن
+
+358
+00:26:21,560 --> 00:26:25,060
+إنسان يسأل دوين سندروم type 2 بيعمل abduction
+
+359
+00:26:25,060 --> 00:26:28,220
+لحاله okay بيعمل abduction لحاله هذا the least
+
+360
+00:26:28,220 --> 00:26:32,420
+common هذا very very rare يعتبر الدوين سندروم ككل
+
+361
+00:26:32,420 --> 00:26:34,760
+مقارنة مع أنواع الحوالي التانية اللي هي ال
+
+362
+00:26:34,760 --> 00:26:37,720
+commitant أو ال concomitant types of strabismus ال
+
+363
+00:26:37,720 --> 00:26:43,640
+ISO والEXOيعتبر rare هذا دوين ككل ويعتبر دوين type
+
+364
+00:26:43,640 --> 00:26:47,960
+2 very .. very rare بالنسبة لدوين one فما بالك
+
+365
+00:26:47,960 --> 00:26:50,940
+بالنسبة لانواع الحوار يعني ممكن الإنسان مايجابلوش
+
+366
+00:26:50,940 --> 00:26:54,900
+في حياته مرة أو أقل أو ربما مايجابلوش بالمرة تمام
+
+367
+00:26:54,900 --> 00:26:59,880
+القضية الأساسية اللي ما نفهمها مافيش إمكانية ل ..
+
+368
+00:26:59,880 --> 00:27:03,740
+اللي هو احنا بنحكي mostly عن دوين one mostly تمام
+
+369
+00:27:03,740 --> 00:27:07,040
+اللي هو مافيش فيه abduction مافيش إمكانية نعمل
+
+370
+00:27:07,040 --> 00:27:12,040
+abductionطب كيف .. كيف حالها هذه؟ هذه مالهاش حل
+
+371
+00:27:12,040 --> 00:27:16,940
+طيب أقولها مالهاش حل و خلاص للأهل؟ طبعا احنا في
+
+372
+00:27:16,940 --> 00:27:21,680
+شغلات اسمها ما لا يدركوا كله لا يدركوا جلهم الآن
+
+373
+00:27:21,680 --> 00:27:26,040
+في .. في شغلات يعني حياتنا العملية بتحتمها لو قلنا
+
+374
+00:27:26,040 --> 00:27:30,200
+قداش فينا positions of gays تمانية بالاضافة لل
+
+375
+00:27:30,200 --> 00:27:33,120
+primary position تصحى أكتر two positions لازمين
+
+376
+00:27:33,120 --> 00:27:37,740
+إلنالأ احنا بنحكي بالعنتين ال primary position هو
+
+377
+00:27:37,740 --> 00:27:41,520
+أكتر شيء، بدي أمشي، بدي أسوق سيارتي، بدي أتفرج على
+
+378
+00:27:41,520 --> 00:27:45,000
+التلفزيون، بدي أطلع المحاضرة، إلى آخرى و ال down
+
+379
+00:27:45,000 --> 00:27:48,340
+gaze، بدي أقرأ، بدي أكتب، بدي أشوف الجوال، بدي
+
+380
+00:27:48,340 --> 00:27:51,940
+أكل، بدي أشرب، إلى آخرى، تمام؟ فبالتالي هدولة أكتر
+
+381
+00:27:51,940 --> 00:27:55,100
+two positions بستعملهم، الآن ال lateral position
+
+382
+00:27:55,100 --> 00:27:58,770
+بستعمله أقل بكتير من ال primary positionو ال down
+
+383
+00:27:58,770 --> 00:28:01,990
+gaze لما يكون عندي مشكلة مش قادرة اتخلص منها في ال
+
+384
+00:28:01,990 --> 00:28:04,830
+lateral position ممكن يكون face turn بسيط او ان
+
+385
+00:28:04,830 --> 00:28:07,710
+انا اعمل turn اذا كان اه يعني مافيش انسان بيجي جنب
+
+386
+00:28:07,710 --> 00:28:12,450
+انسان جنب بعض و بيقعد يتحدث و وجوههم مثلا على شيء
+
+387
+00:28:12,450 --> 00:28:15,690
+target تاني اذا انا ابدا اتحدث مع أزميلي او مع
+
+388
+00:28:15,690 --> 00:28:19,310
+والدي إلى اخرى لفترة طويلة لما لاجينا ديرنا حالنا
+
+389
+00:28:19,310 --> 00:28:22,430
+على بعض و بدينا نتحدث يعني يعني المشكلة مابتظهر
+
+390
+00:28:22,430 --> 00:28:26,140
+الا لحظات بسيطةطيب إيش اللي ممكن علاجه إذا كان أنا
+
+391
+00:28:26,140 --> 00:28:29,360
+ال abduction مش قادر أعمله؟ في عندي مشاكل كتيرة
+
+392
+00:28:29,360 --> 00:28:32,060
+ممكن أعالجها ال retraction ممكن يتعالج إذا كانوا
+
+393
+00:28:32,060 --> 00:28:38,960
+civil ال abnormal head posture ممكن يتعالج إذا
+
+394
+00:28:38,960 --> 00:28:43,780
+كانوا significant تمام و ال up shoot و ال down
+
+395
+00:28:43,780 --> 00:28:44,860
+shoot ممكن يتعالج
+
+396
+00:28:51,270 --> 00:28:55,810
+طبعا الأساس في العلاج ال retraction ناتج عن ايش؟
+
+397
+00:28:55,810 --> 00:28:59,150
+Co-contraction يعني عضلتين انقبضوا وجروا العين
+
+398
+00:28:59,150 --> 00:29:03,910
+لداخل ال orbit لأن التنتين لازم يترخوا يعني احنا
+
+399
+00:29:03,910 --> 00:29:06,970
+بدأنا .. احنا نخرج عن العلاج التقليدي الجراحي
+
+400
+00:29:06,970 --> 00:29:10,330
+لموضوع ال concomitants trapezomas ال aesotropia و
+
+401
+00:29:10,330 --> 00:29:12,990
+ال exo في ال aeso و في ال exo بنقول لما بنرخي عضلة
+
+402
+00:29:12,990 --> 00:29:16,710
+اللي عجبالها بنشدها لأن التنتين بدنا نرخيهم و
+
+403
+00:29:16,710 --> 00:29:21,150
+بكمية مناسبة ممكن تكون كمية كبيرة تمامع أساس
+
+404
+00:29:21,150 --> 00:29:24,450
+التنتين لما ينقبضوا مايعملوش effect كتير و مايجروش
+
+405
+00:29:24,450 --> 00:29:27,330
+العين لجوة ممكن ماأتخلصش من ال retraction على
+
+406
+00:29:27,330 --> 00:29:31,550
+الآخر بس بخففه كتير بحيث أنه دخول العين بيجل كتير
+
+407
+00:29:31,550 --> 00:29:33,890
+و ال narrowing هذا اللي هو cosmetically
+
+408
+00:29:33,890 --> 00:29:37,390
+unacceptable بيصير نوعا ما مقبول أو ممكن يكون
+
+409
+00:29:37,390 --> 00:29:43,080
+بطريقة كويسة مقبولrecession of horizontal recti
+
+410
+00:29:43,080 --> 00:29:46,880
+ممكن يخلصني من ال retraction حسب كمية هدى ال
+
+411
+00:29:46,880 --> 00:29:52,000
+retraction ال abnormal head posture العمليات
+
+412
+00:29:52,000 --> 00:29:56,420
+الجراحية اللى بتجرى عليه وين الوجه رايح العينين
+
+413
+00:29:56,420 --> 00:29:59,160
+رايحين عن ناحية اللى بيقدروا يروحوا عليها هذه
+
+414
+00:29:59,160 --> 00:30:03,620
+الناحية هذه الناحية بتدخل العينين صعب اللهم يروحوا
+
+415
+00:30:03,620 --> 00:30:07,260
+عليها عشان يعدل ال headيعني وين بيحبوا اللي انت
+
+416
+00:30:07,260 --> 00:30:11,140
+يعني يروحوا انا بدي ابعدهم عن المنطق اللي هم
+
+417
+00:30:11,140 --> 00:30:13,680
+حابينه يعني ال letter of recta الصينية بدي اقرا
+
+418
+00:30:13,680 --> 00:30:18,020
+فيها كتير تمام؟ اه الان بس بدي اخد في بالي note
+
+419
+00:30:18,020 --> 00:30:26,940
+هذه ال note يمنع منعا باتن counter indicated ان
+
+420
+00:30:26,940 --> 00:30:32,420
+اعمل resection counter indicated ان اعمل resection
+
+421
+00:30:32,420 --> 00:30:35,980
+لعضلةزي ال lateral rectus في العين اللي فيها Dwan
+
+422
+00:30:35,980 --> 00:30:40,900
+Syndrome لأن هذا هيزيد ال retraction تقصير العضلة
+
+423
+00:30:40,900 --> 00:30:43,420
+هيزيد ال retraction طب أنا بدأ أتخلص من ال
+
+424
+00:30:43,420 --> 00:30:48,680
+retraction تمام فبالتالي طيب أنا بدأ أبعد العين عن
+
+425
+00:30:48,680 --> 00:30:50,980
+المنطقة اللي هي رايحة عليها بنعمل حاجة اسمها
+
+426
+00:30:50,980 --> 00:30:54,620
+unequal recession يعني برخي مثلا ال lateral rectus
+
+427
+00:30:54,620 --> 00:30:58,660
+كمية أكبر مما برخيال media rectus بس في النهاية
+
+428
+00:30:58,660 --> 00:31:03,100
+التنتين اترخوا و unequal عشان تعدل العين عشان تعدل
+
+429
+00:31:03,100 --> 00:31:06,840
+العين طب ال primary position مش هتروح العين كيف؟
+
+430
+00:31:06,840 --> 00:31:10,420
+ال primary position هتصير العين رايحة لفترةهذا كله
+
+431
+00:31:10,420 --> 00:31:14,060
+يعني بتعتمد على ال dose اللي انا ال dose الجراحي
+
+432
+00:31:14,060 --> 00:31:17,060
+كم اللي رخيت و كم اللي رخيت و في العين التانية إيش
+
+433
+00:31:17,060 --> 00:31:20,420
+اشتغلت تمام؟ و بالنهاية الأمر زي ما حكينا كان
+
+434
+00:31:20,420 --> 00:31:23,620
+ميزان يعني إذا رخيت هنا و رخيت هنا ممكن أرخي
+
+435
+00:31:23,620 --> 00:31:27,360
+مقابلهم تمام؟ في العين السليمة عساس أنه بالنهاية
+
+436
+00:31:27,360 --> 00:31:30,800
+أحقق في ال primary position أنه يكون عندى يعني ..
+
+437
+00:31:32,060 --> 00:31:36,100
+تقريبا Orthotopia و بستعمل طريقة بالنسبة لل older
+
+438
+00:31:36,100 --> 00:31:39,320
+children و ال adults ال older children يعني above
+
+439
+00:31:39,320 --> 00:31:42,700
+10 years و ال adults اللي هو ال adjustable suture
+
+440
+00:31:42,700 --> 00:31:46,980
+technique عشان ما اعملش أيش يعني strabismus
+
+441
+00:31:46,980 --> 00:31:50,860
+بالعملية بتاعتى دل عند ال up shoot و ال down shoot
+
+442
+00:31:50,860 --> 00:31:54,200
+بنعمل حاجة بيسموها y procedure
+
+443
+00:31:56,750 --> 00:32:01,630
+أحنا قلنا كتير من العلماء بيقولوا أنه ال tight
+
+444
+00:32:01,630 --> 00:32:06,010
+lateral rectus بتنزلق على سطح العين أما تحتها أو
+
+445
+00:32:06,010 --> 00:32:09,570
+فوق عشان تعملي up shoot أو down shoot فكانت ال
+
+446
+00:32:09,570 --> 00:32:13,110
+procedure المقترحة أنه نعمل split في ال lateral
+
+447
+00:32:13,110 --> 00:32:18,560
+rectusطبعا مش على طولها كلها يعني الجزء الأمامي
+
+448
+00:32:18,560 --> 00:32:21,900
+منها بنعمل فيه split بنجسم هيكا و بنبعده عن بعض
+
+449
+00:32:21,900 --> 00:32:25,300
+بعض الكتب بتقول نبعده عشرين ملي متر عن بعض البعض
+
+450
+00:32:25,300 --> 00:32:28,560
+فبيصير لو كانت تنزلق العين لتحت هذا الجزء من
+
+451
+00:32:28,560 --> 00:32:31,640
+العضلة اللي جاها لو كانت تنزلق لفوق هذا الجزء من
+
+452
+00:32:31,640 --> 00:32:34,940
+العضلة يشدها لموضعها الطبيعي فهذه بيسموها Y
+
+453
+00:32:34,940 --> 00:32:39,740
+procedure وعملية ناجحة جدا طبعا في حالة ال up
+
+454
+00:32:39,740 --> 00:32:44,290
+shoot و ال down shootإذا بدنا نفهم قضية أنه إحنا
+
+455
+00:32:44,290 --> 00:32:47,910
+في ال Edwin Syndrome مش ممكن نحقق القضية الرئيسية
+
+456
+00:32:47,910 --> 00:32:50,670
+أنه ليها مش قادرة تعمل abduction السبب إنها مش
+
+457
+00:32:50,670 --> 00:32:54,170
+قادرة تعمل abduction إن ال six cranial nerve مش
+
+458
+00:32:54,170 --> 00:32:57,910
+واصل إنه يغضيها failure of innervation from the
+
+459
+00:32:57,910 --> 00:33:00,510
+six cranial nerve وإن هذه ال innervation اللي
+
+460
+00:33:00,510 --> 00:33:04,910
+بتصلها بتصلها كإيش؟ كصدقة من إيش؟ من ال third
+
+461
+00:33:04,910 --> 00:33:12,800
+cranial nerveنشوف احنا يعني فيديو لل .. لللغة
+
+462
+00:33:12,800 --> 00:33:17,920
+لدوان Is he
+
+463
+00:33:17,920 --> 00:33:22,360
+just put his head straight for me? Good, good boy,
+
+464
+00:33:22,420 --> 00:33:26,440
+now if you keep looking for me, that's excellent
+
+465
+00:33:26,440 --> 00:33:29,120
+Just look right .. straight ahead at my fingers
+
+466
+00:33:29,120 --> 00:33:31,600
+here look, can you see? Now watch where my
+
+467
+00:33:31,600 --> 00:33:35,120
+finger's going, right over that way, as far around
+
+468
+00:33:35,120 --> 00:33:38,350
+as you can goحسنًا يا عزيزي، الآن عالقًا في الوسط،
+
+469
+00:33:38,350 --> 00:33:40,350
+و الأن إبقى مستخدما عن أين يدي يذهب من هذا الطريق.
+
+470
+00:33:41,470 --> 00:33:43,710
+جيد يا رايان، جيد جدًا، أبقى رأسك مستخدما يا
+
+471
+00:33:43,710 --> 00:33:49,010
+عزيزي، أبقى حاليًا هناك، حسنًا يا عزيزي، أنا
+
+472
+00:33:49,010 --> 00:33:54,550
+حاليًا هناك الآن، تبقى حاليًا هناك، تبقى حاليًا
+
+473
+00:33:54,550 --> 00:34:00,810
+هناك، تبقى حاليًا هناك، تبقى حاليًا هناك، تبقى
+
+474
+00:34:00,810 --> 00:34:03,530
+حاليًا هناك، تبقى حاليًا هناك، تبقى حاليًا هناك،
+
+475
+00:34:03,530 --> 00:34:07,980
+تبقى حاليًا هناك، تبقى حاليًwell done and now go
+
+476
+00:34:07,980 --> 00:34:12,040
+straight up in the sky and then go straight down
+
+477
+00:34:12,040 --> 00:34:15,520
+again good and what I want you to keep doing is
+
+478
+00:34:15,520 --> 00:34:20,360
+looking towards my camera and now look right over
+
+479
+00:34:20,360 --> 00:34:22,920
+that way as far as you can go right over that way
+
+480
+00:34:22,920 --> 00:34:27,820
+and then back and right this way good lad that's
+
+481
+00:34:27,820 --> 00:34:28,140
+smart
+
+482
+00:34:56,070 --> 00:35:00,930
+بريلينت دي chill up a little bit that's great now
+
+483
+00:35:00,930 --> 00:35:04,130
+look at her good lord that's much better
+
+484
+00:35:07,700 --> 00:35:11,860
+and over the other side as
+
+485
+00:35:11,860 --> 00:35:19,080
+far as you can look down it's pretty and we
+
+486
+00:35:19,080 --> 00:35:21,740
+don't know where the position is so just keep
+
+487
+00:35:21,740 --> 00:35:27,060
+looking at the camera ان شاء الله تعالى تمام،
+
+488
+00:35:27,060 --> 00:35:28,140
+يعطيكوا الف عافية
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/Usj3G1MVP6E_raw.json b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/Usj3G1MVP6E_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..cfee84630da40ec8c5c92be1dc119b39cc1dfc6e
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/Usj3G1MVP6E_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 3957, "start": 20.69, "end": 39.57, "text": "بسم الله الرحمن الرحيم اليوم موضوعنا اللي هو عن ال alphabetical pattern في ال strabismus طبعا بدها مقدمة بسيطة اول حاجة بدنا ناخد بالنا انه ال alphabet patterns عبارة عن horizontal deviation و ليست vertical deviation", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 45595, 20498, 3714, 2407, 11242, 45367, 8315, 13672, 1829, 31439, 18871, 2423, 23339, 804, 5102, 8978, 2423, 2148, 65, 25327, 23032, 3555, 3615, 995, 47525, 11296, 3714, 28543, 46007, 4724, 3794, 1829, 9566, 3660, 1975, 12610, 11331, 26108, 3660, 47525, 8315, 8717, 47283, 3215, 20666, 8315, 16472, 3224, 2423, 23339, 8294, 6225, 3555, 9640, 3660, 18871, 12750, 25163, 4032, 32239, 14851, 9429, 25163], "avg_logprob": -0.13366865785154577, "compression_ratio": 1.6122448979591837, "no_speech_prob": 3.0994415283203125e-06, "words": [{"start": 20.69, "end": 20.97, "word": "بسم", "probability": 0.88232421875}, {"start": 20.97, "end": 21.11, "word": " الله", "probability": 0.9638671875}, {"start": 21.11, "end": 21.47, "word": " الرحمن", "probability": 0.962890625}, {"start": 21.47, "end": 21.93, "word": " الرحيم", "probability": 0.9920247395833334}, {"start": 21.93, "end": 23.51, "word": " اليوم", "probability": 0.868408203125}, {"start": 23.51, "end": 23.97, "word": " موضوعنا", "probability": 0.9021484375}, {"start": 23.97, "end": 24.07, "word": " اللي", "probability": 0.86962890625}, {"start": 24.07, "end": 24.23, "word": " هو", "probability": 0.9912109375}, {"start": 24.23, "end": 24.55, "word": " عن", "probability": 0.9541015625}, {"start": 24.55, "end": 24.73, "word": " ال", "probability": 0.9501953125}, {"start": 24.73, "end": 25.51, "word": " alphabetical", "probability": 0.98974609375}, {"start": 25.51, "end": 25.97, "word": " pattern", "probability": 0.70068359375}, {"start": 25.97, "end": 26.79, "word": " في", "probability": 0.88134765625}, {"start": 26.79, "end": 27.01, "word": " ال", "probability": 0.85546875}, {"start": 27.01, "end": 27.75, "word": " strabismus", "probability": 0.6560872395833334}, {"start": 27.75, "end": 29.25, "word": " طبعا", "probability": 0.9705810546875}, {"start": 29.25, "end": 29.51, "word": " بدها", "probability": 0.791259765625}, {"start": 29.51, "end": 30.03, "word": " مقدمة", "probability": 0.9720052083333334}, {"start": 30.03, "end": 30.77, "word": " بسيطة", "probability": 0.994140625}, {"start": 30.77, "end": 31.81, "word": " اول", "probability": 0.642578125}, {"start": 31.81, "end": 32.05, "word": " حاجة", "probability": 0.9881184895833334}, {"start": 32.05, "end": 32.33, "word": " بدنا", "probability": 0.944091796875}, {"start": 32.33, "end": 32.63, "word": " ناخد", "probability": 0.94970703125}, {"start": 32.63, "end": 33.01, "word": " بالنا", "probability": 0.957275390625}, {"start": 33.01, "end": 33.47, "word": " انه", "probability": 0.7041015625}, {"start": 33.47, "end": 34.17, "word": " ال", "probability": 0.9755859375}, {"start": 34.17, "end": 34.51, "word": " alphabet", "probability": 0.9794921875}, {"start": 34.51, "end": 35.17, "word": " patterns", "probability": 0.8125}, {"start": 35.17, "end": 35.75, "word": " عبارة", "probability": 0.9923095703125}, {"start": 35.75, "end": 36.11, "word": " عن", "probability": 0.9912109375}, {"start": 36.11, "end": 37.45, "word": " horizontal", "probability": 0.78564453125}, {"start": 37.45, "end": 38.09, "word": " deviation", "probability": 0.943359375}, {"start": 38.09, "end": 38.29, "word": " و", "probability": 0.98583984375}, {"start": 38.29, "end": 38.61, "word": " ليست", "probability": 0.84619140625}, {"start": 38.61, "end": 39.05, "word": " vertical", "probability": 0.9248046875}, {"start": 39.05, "end": 39.57, "word": " deviation", "probability": 0.95068359375}], "temperature": 1.0}, {"id": 2, "seek": 5906, "start": 40.26, "end": 59.06, "text": "ممكن بعض الناس خطأ ان تستقبلها او تظن ان هي vertical deviation لأ هي horizontal deviation بس في فرق في القياس بين ال up gaze لل horizontal deviation ال primary position وال down gaze لما يكون ال ISO او ال EXO في فروقات بينهم", "tokens": [2304, 43020, 45030, 11242, 2423, 8315, 3794, 16490, 9566, 10721, 16472, 6055, 14851, 4587, 36150, 11296, 1975, 2407, 6055, 19913, 1863, 16472, 39896, 9429, 25163, 5296, 10721, 39896, 12750, 25163, 4724, 3794, 8978, 6156, 2288, 4587, 8978, 25062, 25528, 3794, 49374, 2423, 493, 24294, 24976, 12750, 25163, 2423, 6194, 2535, 16070, 760, 24294, 5296, 15042, 7251, 30544, 2423, 25042, 1975, 2407, 2423, 16385, 46, 8978, 6156, 2288, 30543, 9307, 49374, 16095], "avg_logprob": -0.14572482680281004, "compression_ratio": 1.5671641791044777, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 40.26, "end": 40.66, "word": "ممكن", "probability": 0.941162109375}, {"start": 40.66, "end": 40.94, "word": " بعض", "probability": 0.955078125}, {"start": 40.94, "end": 41.22, "word": " الناس", "probability": 0.97509765625}, {"start": 41.22, "end": 41.54, "word": " خطأ", "probability": 0.9493815104166666}, {"start": 41.54, "end": 41.66, "word": " ان", "probability": 0.5830078125}, {"start": 41.66, "end": 42.32, "word": " تستقبلها", "probability": 0.9501953125}, {"start": 42.32, "end": 42.56, "word": " او", "probability": 0.888916015625}, {"start": 42.56, "end": 43.72, "word": " تظن", "probability": 0.9912109375}, {"start": 43.72, "end": 43.9, "word": " ان", "probability": 0.96240234375}, {"start": 43.9, "end": 44.16, "word": " هي", "probability": 0.509765625}, {"start": 44.16, "end": 44.62, "word": " vertical", "probability": 0.7607421875}, {"start": 44.62, "end": 45.22, "word": " deviation", "probability": 0.94970703125}, {"start": 45.22, "end": 45.72, "word": " لأ", "probability": 0.750732421875}, {"start": 45.72, "end": 46.16, "word": " هي", "probability": 0.669921875}, {"start": 46.16, "end": 46.74, "word": " horizontal", "probability": 0.8154296875}, {"start": 46.74, "end": 47.5, "word": " deviation", "probability": 0.94775390625}, {"start": 47.5, "end": 47.84, "word": " بس", "probability": 0.9814453125}, {"start": 47.84, "end": 48.02, "word": " في", "probability": 0.8642578125}, {"start": 48.02, "end": 48.38, "word": " فرق", "probability": 0.9632161458333334}, {"start": 48.38, "end": 48.52, "word": " في", "probability": 0.9560546875}, {"start": 48.52, "end": 48.94, "word": " القياس", "probability": 0.8509114583333334}, {"start": 48.94, "end": 49.16, "word": " بين", "probability": 0.95361328125}, {"start": 49.16, "end": 49.3, "word": " ال", "probability": 0.94091796875}, {"start": 49.3, "end": 49.52, "word": " up", "probability": 0.900390625}, {"start": 49.52, "end": 49.84, "word": " gaze", "probability": 0.611328125}, {"start": 49.84, "end": 50.02, "word": " لل", "probability": 0.65185546875}, {"start": 50.02, "end": 50.5, "word": " horizontal", "probability": 0.576171875}, {"start": 50.5, "end": 51.22, "word": " deviation", "probability": 0.95458984375}, {"start": 51.22, "end": 51.82, "word": " ال", "probability": 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"in orbital anatomy يعني خاصة في ال craniosynostosis اللي بيكون في عندى فيها shallow orbits تمام؟", "tokens": [259, 27677, 31566, 37495, 22653, 16490, 33546, 3660, 8978, 2423, 39685, 2717, 2534, 555, 8211, 13672, 1829, 4724, 1829, 30544, 8978, 43242, 7578, 8978, 11296, 20488, 43522, 46811, 10943, 22807], "avg_logprob": -0.261592730399101, "compression_ratio": 1.1578947368421053, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 741.76, "end": 742.12, "word": "in", "probability": 0.6396484375}, {"start": 742.12, "end": 742.76, "word": " orbital", "probability": 0.71337890625}, {"start": 742.76, "end": 743.38, "word": " anatomy", "probability": 0.8408203125}, {"start": 743.38, "end": 749.58, "word": " يعني", "probability": 0.79833984375}, {"start": 749.58, "end": 750.28, "word": " خاصة", "probability": 0.9147135416666666}, {"start": 750.28, "end": 751.28, "word": " في", "probability": 0.9013671875}, {"start": 751.28, "end": 751.62, "word": " ال", "probability": 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{"start": 1071.11, "end": 1071.53, "word": " وإذا", "probability": 0.689208984375}, {"start": 1071.53, "end": 1071.71, "word": " كان", "probability": 0.98046875}, {"start": 1071.71, "end": 1072.21, "word": " ممكن،", "probability": 0.7939453125}, {"start": 1072.21, "end": 1074.03, "word": " ليش؟", "probability": 0.966796875}, {"start": 1074.03, "end": 1074.29, "word": " إيش", "probability": 0.7845052083333334}, {"start": 1074.29, "end": 1074.95, "word": " بياخد؟", "probability": 0.9103515625}, {"start": 1074.95, "end": 1075.15, "word": " chin", "probability": 0.92431640625}, {"start": 1075.15, "end": 1075.29, "word": " ..", "probability": 0.52587890625}, {"start": 1075.29, "end": 1075.63, "word": " chin", "probability": 0.970703125}, {"start": 1075.63, "end": 1075.91, "word": " down", "probability": 0.78173828125}, {"start": 1075.91, "end": 1077.09, "word": " position", "probability": 0.92333984375}, {"start": 1077.09, "end": 1078.51, "word": " ليش؟", "probability": 0.7411295572916666}, {"start": 1078.51, "end": 1078.89, "word": " عشان", "probability": 0.94921875}, {"start": 1078.89, "end": 1079.19, "word": " يخفع", "probability": 0.698486328125}, {"start": 1079.19, "end": 1079.51, "word": " عديد", "probability": 0.5648600260416666}, {"start": 1079.51, "end": 1079.91, "word": " الأقل،", "probability": 0.332794189453125}, {"start": 1079.91, "end": 1081.15, "word": " ليش؟", "probability": 0.8645833333333334}], "temperature": 1.0}, {"id": 44, "seek": 110976, "start": 1081.64, "end": 1109.76, "text": "عشان يستعيد ال binocular single vision يعني هذا الوضع بيحققله ال binocular single vision فبتلاقي بيعمل chin down position اي مريض عنده horizontal deviation ومااخد abnormal head posture particularly يعني تمام قضية ال chin up و chin down اتوقع انه يكون عنده alphabetical pattern يعني عنده اما chin up او chin down بيعملها عشان يخفف من اياش", "tokens": [3615, 8592, 7649, 7251, 14851, 3615, 25708, 2423, 5171, 905, 1040, 2167, 5201, 37495, 22653, 23758, 2423, 2407, 11242, 3615, 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"text": "نقول سين من الناس عنده V pattern Exotropia بتطلع على الكلمة هاي هاي التشخيص الرئيسي عنده عنده Exotropia إذا في ال Exotropia إذا بدأ أشتغل على العينتين بدأ أرخي ال two lateral recti هاي ال two lateral rectus muscle جابل الترخية تمام؟ هاي ال two lateral rectus muscle جابل الترخية", "tokens": [1863, 39648, 8608, 9957, 9154, 2423, 8315, 3794, 43242, 3224, 691, 5102, 2111, 310, 1513, 654, 39894, 9566, 1211, 3615, 15844, 33251, 19528, 3660, 8032, 47302, 8032, 47302, 16712, 8592, 9778, 1829, 9381, 34892, 19986, 1829, 3794, 1829, 43242, 3224, 43242, 3224, 2111, 310, 1513, 654, 11933, 15730, 8978, 2423, 2111, 310, 1513, 654, 11933, 15730, 47525, 10721, 5551, 8592, 2655, 17082, 1211, 15844, 18863, 9957, 2655, 9957, 47525, 10721, 5551, 2288, 9778, 1829, 2423, 732, 25128, 11048, 72, 8032, 47302, 2423, 732, 25128, 11048, 301, 8679, 10874, 16758, 1211, 16712, 2288, 9778, 10632, 46811, 10943, 22807, 8032, 47302, 2423, 732, 25128, 11048, 301, 8679, 10874, 16758, 1211, 16712, 2288, 9778, 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2496.79, "word": " بنصحكم", "probability": 0.914306640625}, {"start": 2496.79, "end": 2497.27, "word": " تزوروا", "probability": 0.8521728515625}, {"start": 2497.27, "end": 2497.69, "word": " الموقع", "probability": 0.8548177083333334}, {"start": 2497.69, "end": 2498.09, "word": " المصري", "probability": 0.9254557291666666}, {"start": 2498.09, "end": 2498.61, "word": " للحوال", "probability": 0.77398681640625}, {"start": 2498.61, "end": 2499.19, "word": " الدكتور", "probability": 0.9761962890625}, {"start": 2499.19, "end": 2499.53, "word": " جمال", "probability": 0.92626953125}, {"start": 2499.53, "end": 2499.81, "word": " الدين", "probability": 0.939453125}, {"start": 2499.81, "end": 2500.17, "word": " أحمد", "probability": 0.9694010416666666}, {"start": 2500.17, "end": 2500.91, "word": " صبحي", "probability": 0.9228515625}, {"start": 2500.91, "end": 2501.59, "word": " أستاذ", "probability": 0.79443359375}, {"start": 2501.59, "end": 2502.11, "word": " دكتور", "probability": 0.8985595703125}, {"start": 2502.11, "end": 2503.13, "word": " طبعا", "probability": 0.9857177734375}, {"start": 2503.13, "end": 2504.11, "word": " فالته", "probability": 0.7101236979166666}, {"start": 2504.11, "end": 2504.31, "word": " في", "probability": 0.95947265625}, {"start": 2504.31, "end": 2504.55, "word": " علم", "probability": 0.972412109375}, {"start": 2504.55, "end": 2504.99, "word": " الحوال", "probability": 0.9020182291666666}, {"start": 2504.99, "end": 2505.69, "word": " أمام", "probability": 0.7272135416666666}, {"start": 2505.69, "end": 2506.99, "word": " بيعمل", "probability": 0.76318359375}, {"start": 2506.99, "end": 2507.19, "word": " يعني", "probability": 0.7021484375}, {"start": 2507.19, "end": 2507.33, "word": " في", "probability": 0.86328125}, {"start": 2507.33, "end": 2507.55, "word": " حاجة", "probability": 0.9913736979166666}, {"start": 2507.55, "end": 2507.77, "word": " اسمها", "probability": 0.7828776041666666}, {"start": 2507.77, "end": 2508.03, "word": " case", "probability": 0.94482421875}, {"start": 2508.03, "end": 2508.21, "word": " of", "probability": 0.98046875}, {"start": 2508.21, "end": 2508.37, "word": " the", "probability": 0.8525390625}, {"start": 2508.37, "end": 2508.55, "word": " week", "probability": 0.9228515625}, {"start": 2508.55, "end": 2508.71, "word": " يعني", "probability": 0.9404296875}, {"start": 2508.71, "end": 2508.91, "word": " يمكن", "probability": 0.7587890625}, {"start": 2508.91, "end": 2509.07, "word": " في", "probability": 0.88623046875}, {"start": 2509.07, "end": 2509.37, "word": " فوق", "probability": 0.864990234375}, {"start": 2509.37, "end": 2509.75, "word": " الميت", "probability": 0.6033935546875}, {"start": 2509.75, "end": 2510.13, "word": " حالة", "probability": 0.97802734375}, {"start": 2510.13, "end": 2510.23, "word": " و", "probability": 0.80712890625}, {"start": 2510.23, "end": 2510.61, "word": " بيعملها", "probability": 0.90009765625}, {"start": 2510.61, "end": 2511.13, "word": " نقاش", "probability": 0.9938151041666666}, {"start": 2511.13, "end": 2512.31, "word": " بعثتله", "probability": 0.646728515625}, {"start": 2512.31, "end": 2512.51, "word": " أنا", "probability": 0.62060546875}, {"start": 2512.51, "end": 2512.67, "word": " من", "probability": 0.97607421875}, {"start": 2512.67, "end": 2512.89, "word": " هنا", "probability": 0.99658203125}, {"start": 2512.89, "end": 2513.83, "word": " طبعا", "probability": 0.8787841796875}, {"start": 2513.83, "end": 2514.93, "word": " حالتين", "probability": 0.946533203125}, {"start": 2514.93, "end": 2515.83, "word": " اشتغل", "probability": 0.9443359375}, {"start": 2515.83, "end": 2516.07, "word": " واحدة", "probability": 0.9347330729166666}, {"start": 2516.07, "end": 2516.33, "word": " منهم", "probability": 0.9833984375}, {"start": 2516.33, "end": 2516.83, "word": " جراحة", "probability": 0.9866943359375}, {"start": 2516.83, "end": 2517.39, "word": " والتانية", "probability": 0.8917236328125}, {"start": 2517.39, "end": 2517.75, "word": " طبعا", "probability": 0.99853515625}, {"start": 2517.75, "end": 2518.07, "word": " طلب", "probability": 0.986328125}, {"start": 2518.07, "end": 2518.33, "word": " مبلغ", "probability": 0.77392578125}], "temperature": 1.0}, {"id": 102, "seek": 253736, "start": 2521.64, "end": 2537.36, "text": "فأجلناها شويه عبر ما ظروف الأهل تتحسن أو نصير احنا نقدر نعمل بس لا شك انه يعني علمه رائع جدا، في المؤتمر الأخير حاولت ألاجيه، مالاجيتوش في ال 2012، فبنصحكوا تزوروا الموقع المصري للحوش، الدكتور جمال بنينسون", "tokens": [5172, 10721, 7435, 1211, 8315, 11296, 13412, 45865, 3224, 6225, 26890, 19446, 1357, 116, 32887, 5172, 16247, 3224, 1211, 6055, 2655, 5016, 3794, 1863, 34051, 8717, 9381, 13546, 1975, 5016, 8315, 8717, 28543, 2288, 8717, 25957, 1211, 4724, 3794, 20193, 13412, 4117, 16472, 3224, 37495, 22653, 11203, 2304, 3224, 12602, 16373, 3615, 10874, 28259, 12399, 8978, 9673, 33604, 2655, 29973, 16247, 9778, 13546, 11331, 995, 12610, 2655, 5551, 15040, 7435, 1829, 3224, 12399, 3714, 6027, 26108, 36081, 2407, 8592, 8978, 2423, 9125, 12399, 6156, 3555, 1863, 9381, 5016, 4117, 14407, 6055, 11622, 13063, 14407, 9673, 30543, 3615, 9673, 9381, 16572, 24976, 5016, 2407, 8592, 12399, 32748, 4117, 2655, 13063, 10874, 2304, 6027, 44945, 9957, 3794, 11536], "avg_logprob": -0.22369124135400495, "compression_ratio": 1.705069124423963, "no_speech_prob": 3.5762786865234375e-07, "words": [{"start": 2521.64, "end": 2522.4, "word": "فأجلناها", "probability": 0.8610026041666666}, {"start": 2522.4, "end": 2522.76, "word": " شويه", "probability": 0.78369140625}, {"start": 2522.76, "end": 2523.0, "word": " عبر", "probability": 0.5787353515625}, {"start": 2523.0, "end": 2523.26, "word": " ما", "probability": 0.7412109375}, {"start": 2523.26, "end": 2523.64, "word": " ظروف", "probability": 0.8720703125}, {"start": 2523.64, "end": 2523.92, "word": " الأهل", "probability": 0.8751627604166666}, {"start": 2523.92, "end": 2524.42, "word": " تتحسن", "probability": 0.91572265625}, {"start": 2524.42, "end": 2524.54, "word": " أو", "probability": 0.8154296875}, {"start": 2524.54, "end": 2524.84, "word": " نصير", "probability": 0.94091796875}, {"start": 2524.84, "end": 2525.02, "word": " احنا", "probability": 0.8644205729166666}, {"start": 2525.02, "end": 2525.4, "word": " نقدر", "probability": 0.9913736979166666}, {"start": 2525.4, "end": 2525.8, "word": " نعمل", "probability": 0.95751953125}, {"start": 2525.8, "end": 2526.22, "word": " بس", "probability": 0.912109375}, {"start": 2526.22, "end": 2526.56, "word": " لا", "probability": 0.78125}, {"start": 2526.56, "end": 2526.82, "word": " شك", "probability": 0.989501953125}, {"start": 2526.82, "end": 2527.72, "word": " انه", "probability": 0.7900390625}, {"start": 2527.72, "end": 2528.02, "word": " يعني", "probability": 0.9775390625}, {"start": 2528.02, "end": 2528.42, "word": " علمه", "probability": 0.9807942708333334}, {"start": 2528.42, "end": 2528.74, "word": " رائع", "probability": 0.9954427083333334}, {"start": 2528.74, "end": 2529.46, "word": " جدا،", "probability": 0.8377278645833334}, {"start": 2529.46, "end": 2529.56, "word": " في", "probability": 0.76953125}, {"start": 2529.56, "end": 2530.02, "word": " المؤتمر", "probability": 0.90234375}, {"start": 2530.02, "end": 2530.42, "word": " الأخير", "probability": 0.8640950520833334}, {"start": 2530.42, "end": 2531.0, "word": " حاولت", "probability": 0.9979248046875}, {"start": 2531.0, "end": 2531.62, "word": " ألاجيه،", "probability": 0.7180989583333334}, {"start": 2531.62, "end": 2532.1, "word": " مالاجيتوش", "probability": 0.842041015625}, {"start": 2532.1, "end": 2532.2, "word": " في", "probability": 0.841796875}, {"start": 2532.2, "end": 2532.26, "word": " ال", "probability": 0.7822265625}, {"start": 2532.26, "end": 2533.16, "word": " 2012،", "probability": 0.681640625}, {"start": 2533.16, "end": 2534.38, "word": " فبنصحكوا", "probability": 0.7866559709821429}, {"start": 2534.38, "end": 2534.7, "word": " تزوروا", "probability": 0.98486328125}, {"start": 2534.7, "end": 2535.1, "word": " الموقع", "probability": 0.9677734375}, {"start": 2535.1, "end": 2535.52, "word": " المصري", "probability": 0.5400594075520834}, {"start": 2535.52, "end": 2536.28, "word": " للحوش،", "probability": 0.593994140625}, {"start": 2536.28, "end": 2536.56, "word": " الدكتور", "probability": 0.905517578125}, {"start": 2536.56, "end": 2536.9, "word": " جمال", "probability": 0.7931315104166666}, {"start": 2536.9, "end": 2537.36, "word": " بنينسون", "probability": 0.640350341796875}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2538.54475, "duration_after_vad": 2395.254374999993}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/Usj3G1MVP6E_raw.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/Usj3G1MVP6E_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..c1bce1d72a16e69537dc99d5c80013167328edb6
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/Usj3G1MVP6E_raw.srt
@@ -0,0 +1,2272 @@
+1
+00:00:20,690 --> 00:00:24,730
+بسم الله الرحمن الرحيم اليوم موضوعنا اللي هو عن ال
+
+2
+00:00:24,730 --> 00:00:29,510
+alphabetical pattern في ال strabismus طبعا بدها
+
+3
+00:00:29,510 --> 00:00:34,170
+مقدمة بسيطة اول حاجة بدنا ناخد بالنا انه ال
+
+4
+00:00:34,170 --> 00:00:38,290
+alphabet patterns عبارة عن horizontal deviation و
+
+5
+00:00:38,290 --> 00:00:41,660
+ليست vertical deviationممكن بعض الناس خطأ ان
+
+6
+00:00:41,660 --> 00:00:46,160
+تستقبلها او تظن ان هي vertical deviation لأ هي
+
+7
+00:00:46,160 --> 00:00:49,520
+horizontal deviation بس في فرق في القياس بين ال up
+
+8
+00:00:49,520 --> 00:00:53,300
+gaze لل horizontal deviation ال primary position
+
+9
+00:00:53,300 --> 00:00:58,600
+وال down gaze لما يكون ال ISO او ال EXO في فروقات
+
+10
+00:00:58,600 --> 00:01:02,740
+بينهمأثناء ما بنجيزهم للمريض و هو بتطلع لفوق أو هو
+
+11
+00:01:02,740 --> 00:01:06,460
+بتطلع لدغري أو هو بتطلع لتحت معناته ممكن ينشأ عندي
+
+12
+00:01:06,460 --> 00:01:10,900
+تحت شروط معينة اللي هو ال alphabetical patterns
+
+13
+00:01:10,900 --> 00:01:14,940
+طبعا ال alphabetical patterns قياسها في ال up gaze
+
+14
+00:01:14,940 --> 00:01:18,860
+و في ال down gaze مش في ال extreme up gaze أو في
+
+15
+00:01:18,860 --> 00:01:22,600
+ال extreme down gaze طبعا اتفق على أنه من ال
+
+16
+00:01:22,600 --> 00:01:26,080
+primary position up بمقدار خمسة و عشرين degree
+
+17
+00:01:26,080 --> 00:01:32,320
+looking upتقاس في هذا ال .. يعني ال position و
+
+18
+00:01:32,320 --> 00:01:35,740
+ايضا down from primary position برضه خمسة و عشرين
+
+19
+00:01:35,740 --> 00:01:39,560
+degree اذا في عندي فروقات بين ال up gaze و ال down
+
+20
+00:01:39,560 --> 00:01:44,320
+gaze بيصير عندي انا اللي هو ممكن ينشأ alphabetical
+
+21
+00:01:44,320 --> 00:01:48,780
+patterns طبعا في alphabetical patterns شائعة و
+
+22
+00:01:48,780 --> 00:01:51,720
+بنجولها كتير في حالات ال strabismus زي ال a
+
+23
+00:01:51,720 --> 00:01:55,380
+pattern و ال v patternو في حالات يعني او .. او
+
+24
+00:01:55,380 --> 00:02:00,720
+buttons نادرة بس ممكن نجابلها زي ال Y button و ال
+
+25
+00:02:00,720 --> 00:02:04,180
+X button و ال lambda button تمام يعني و كل هذه
+
+26
+00:02:04,180 --> 00:02:09,320
+بيحكمني في اني اسمي هذا ال Strapismus وفق لأي من
+
+27
+00:02:09,320 --> 00:02:14,660
+الأحرف هذه اللاتينية تمام بناء على جداش القياس في
+
+28
+00:02:14,660 --> 00:02:18,390
+ال up gazeفي ال primary position و في ال down case
+
+29
+00:02:18,390 --> 00:02:22,950
+بعد إذي عشان نفهم موضوع ليش بيصير ال alphabetical
+
+30
+00:02:22,950 --> 00:02:25,850
+pattern بدنا نسترجع مع بعض اللي هو ال functions
+
+31
+00:02:25,850 --> 00:02:30,110
+بتاعة ال extraocular muscles و بالذات مش كل ال
+
+32
+00:02:30,110 --> 00:02:34,550
+extraocular muscles إنما ال vertically acting
+
+33
+00:02:34,550 --> 00:02:37,950
+muscles اللي هي أربعة muscles عنا two elevators و
+
+34
+00:02:37,950 --> 00:02:39,170
+two depressors
+
+35
+00:02:41,580 --> 00:02:46,140
+ال two elevators ال superior rectus وال inferior
+
+36
+00:02:46,140 --> 00:02:51,520
+oblique ال two depressors ال inferior rectus وال
+
+37
+00:02:51,520 --> 00:02:56,160
+superior oblique هنا أنا رسمتهم حسب ال action
+
+38
+00:02:56,160 --> 00:03:00,000
+الحقيقي بتاعهم مش حسب ال testing position مش حسب
+
+39
+00:03:00,000 --> 00:03:04,880
+ال testing position طبعا كل vertically acting
+
+40
+00:03:04,880 --> 00:03:09,710
+muscle لها secondary horizontal actionيعني ايش ال
+
+41
+00:03:09,710 --> 00:03:13,150
+horizontal action بتاع ال superior rectus؟
+
+42
+00:03:13,150 --> 00:03:17,810
+abduction .. abduction .. abduction .. abduction
+
+43
+00:03:17,810 --> 00:03:19,070
+.. abduction .. abduction .. abduction ..
+
+44
+00:03:19,070 --> 00:03:20,310
+abduction .. abduction .. abduction .. abduction
+
+45
+00:03:20,310 --> 00:03:20,310
+.. abduction .. abduction .. abduction ..
+
+46
+00:03:20,310 --> 00:03:20,310
+abduction .. abduction .. abduction .. abduction
+
+47
+00:03:20,310 --> 00:03:20,310
+.. abduction .. abduction .. abduction ..
+
+48
+00:03:20,310 --> 00:03:20,490
+abduction .. abduction .. abduction .. abduction
+
+49
+00:03:20,490 --> 00:03:20,490
+.. abduction .. abduction .. abduction ..
+
+50
+00:03:20,490 --> 00:03:20,590
+abduction .. abduction .. abduction .. abduction
+
+51
+00:03:20,590 --> 00:03:21,810
+.. abduction .. abduction .. abduction ..
+
+52
+00:03:21,810 --> 00:03:21,810
+abduction .. abduction .. abduction .. abduction
+
+53
+00:03:21,810 --> 00:03:22,470
+.. abduction .. abduction .. abduction ..
+
+54
+00:03:22,470 --> 00:03:22,470
+abduction .. abduction .. abduction .. abduction
+
+55
+00:03:22,470 --> 00:03:22,470
+.. abduction .. abduction .. abduction ..
+
+56
+00:03:22,470 --> 00:03:22,470
+abduction .. abduction .. abduction .. abduction
+
+57
+00:03:22,470 --> 00:03:22,470
+.. abduction .. abduction .. abduction ..
+
+58
+00:03:22,470 --> 00:03:22,470
+abduction .. abduction .. abduction .. abduction
+
+59
+00:03:22,470 --> 00:03:22,470
+.. abduction .. abduction .. abduction ..
+
+60
+00:03:22,470 --> 00:03:24,490
+abduction .. abduction .. abduction .. abduction
+
+61
+00:03:24,490 --> 00:03:29,710
+.. abduction ..
+
+62
+00:03:29,710 --> 00:03:36,830
+abduction .. abduction
+
+63
+00:03:42,510 --> 00:03:46,830
+adduction و هنا abduction اذا ال oblique muscles
+
+64
+00:03:46,830 --> 00:03:53,510
+abductors و ال vertical recti abductors اليوم احنا
+
+65
+00:03:53,510 --> 00:03:57,730
+بلزمنا هذا ال secondary action عشان افهم كيف بتصير
+
+66
+00:03:57,730 --> 00:04:03,010
+الهدا نيجي في الأول نحكي عن ال normal لما ال
+
+67
+00:04:03,010 --> 00:04:07,110
+normal person بتطلع في ال up gates اللي بتشارك في
+
+68
+00:04:07,110 --> 00:04:12,160
+ال elevation ال two elevators اللي هوال superior
+
+69
+00:04:12,160 --> 00:04:15,260
+rectus و ال inferior oblique و هنا أيضًا ال
+
+70
+00:04:15,260 --> 00:04:18,260
+superior rectus و ال inferior oblique إذن هما
+
+71
+00:04:18,260 --> 00:04:21,460
+synergistic muscles في ال elevation بس ال
+
+72
+00:04:21,460 --> 00:04:24,140
+horizontal action بتاعهم أو ال horizontal vector
+
+73
+00:04:24,140 --> 00:04:28,640
+بتاعهم متضاد بمعنى ال superior rectus صحيح بترفع
+
+74
+00:04:28,640 --> 00:04:33,120
+بس بتعمل adduction و ال inferior oblique بترفع
+
+75
+00:04:33,120 --> 00:04:37,600
+صحيح بستعمل upduck ال adoption effect بتاع ال
+
+76
+00:04:37,600 --> 00:04:40,820
+superior rectus بيوزي ال adoption effect بتاع ال
+
+77
+00:04:40,820 --> 00:04:43,740
+inferior oblique muscles فبتطلع straight up بدون
+
+78
+00:04:43,740 --> 00:04:47,980
+ما تفتح أكتر و بدون ما تضم يعني أكتر تمام هذا في
+
+79
+00:04:47,980 --> 00:04:51,600
+ال normal person أيضا في ال normal person لما بنزل
+
+80
+00:04:51,600 --> 00:04:57,200
+بتطلع لتحت في two depressors
+
+81
+00:04:57,200 --> 00:05:05,660
+عندهاللي هم ال inferior .. أسف .. superior oblique
+
+82
+00:05:05,660 --> 00:05:09,900
+وال inferior rectus وال inferior rectus وال
+
+83
+00:05:09,900 --> 00:05:14,120
+superior oblique التنين synergistic في ال
+
+84
+00:05:14,120 --> 00:05:17,140
+depression التنين بيساعدوا بعض في ال depression بس
+
+85
+00:05:17,140 --> 00:05:20,180
+ال horizontal action بتاعهم متضاد ال superior
+
+86
+00:05:20,180 --> 00:05:22,900
+oblique abduction بتعمل وال inferior rectus
+
+87
+00:05:22,900 --> 00:05:26,050
+abductionInferior rectus بتعمل abduction و ال
+
+88
+00:05:26,050 --> 00:05:29,090
+superior oblique بتعمل abduction ال abduction اللي
+
+89
+00:05:29,090 --> 00:05:33,490
+بتعملليها ال inferior rectus بوزيقش و بضاده ال
+
+90
+00:05:33,490 --> 00:05:35,970
+abduction اللي بتعمل ال superior oblique فبتنزل
+
+91
+00:05:35,970 --> 00:05:40,610
+العين بالتزان لتحت بدون ما تضم و بدون ما تفتح لو
+
+92
+00:05:40,610 --> 00:05:45,490
+عندي صار خلل في ال action بتاعة أي من ال
+
+93
+00:05:45,490 --> 00:05:51,300
+vertically acting muscles إذا كان هذا الخللقوة
+
+94
+00:05:51,300 --> 00:05:54,640
+معناته هذه العضلة بتقوى بجميع ال functions بتاعتها
+
+95
+00:05:54,640 --> 00:05:59,160
+مافيش حاجة اسمها عضلة ال elevation بتاعها صار أقوى
+
+96
+00:05:59,160 --> 00:06:02,500
+و ال adduction effect بتاعها ضال زي ما هو يعني لما
+
+97
+00:06:02,500 --> 00:06:06,660
+بيقول superior rectus مثلا over action معناته كل
+
+98
+00:06:06,660 --> 00:06:09,800
+ال functions بتاعتها over acting ساعتها هتصير
+
+99
+00:06:09,800 --> 00:06:15,170
+العين و هي بتطلع لجوه لفوقبتيجي لجوه شوية ليش؟ لأن
+
+100
+00:06:15,170 --> 00:06:18,070
+ال action بتاع ال abduction يفوق بتاع ال superior
+
+101
+00:06:18,070 --> 00:06:21,610
+rectus لأنها over acting muscle يفوق ال abduction
+
+102
+00:06:21,610 --> 00:06:25,730
+بتاع ال inferior oblique لأنها normally acting
+
+103
+00:06:25,730 --> 00:06:28,790
+muscle تمام؟ فبالتالي لما بنقول في خلل في ال
+
+104
+00:06:28,790 --> 00:06:32,750
+function بتاعة عضلة معمعناته الخلل يصيب كل ال
+
+105
+00:06:32,750 --> 00:06:35,350
+functions بتاعتها ال function الرئيسية وال
+
+106
+00:06:35,350 --> 00:06:38,630
+functions الفرعية التانية أو ال horizontal action
+
+107
+00:06:38,630 --> 00:06:42,630
+بتاعها طب هذا الخلل ممكن يكون over action وممكن
+
+108
+00:06:42,630 --> 00:06:46,710
+يكون under action ساعتها ال horizontal effect
+
+109
+00:06:46,710 --> 00:06:50,730
+بتاعها بيضعف و بيروح لصالح العضلة المقابلة لصالح
+
+110
+00:06:50,730 --> 00:06:54,810
+العضلة المقابلةإذا احنا فهمنا هذه القضية بنفهم إيش
+
+111
+00:06:54,810 --> 00:06:57,990
+الأسباب بتاعة ال A pattern وإيش الأسباب بتاعة ال V
+
+112
+00:06:57,990 --> 00:07:04,910
+pattern بدنا نضرب مثال بسيط على هذه القضية بنقول
+
+113
+00:07:04,910 --> 00:07:10,850
+لو إنسان عنده superior oblique palsy نفرض مثلا
+
+114
+00:07:10,850 --> 00:07:15,550
+bilateral superior oblique palsy يعني under action
+
+115
+00:07:15,550 --> 00:07:16,990
+في ال superior oblique muscle
+
+116
+00:07:20,170 --> 00:07:23,570
+قبل ما نرسم بنا نحكي نقول bilateral superior
+
+117
+00:07:23,570 --> 00:07:27,370
+oblique palsy او bilateral fourth nerve palsy يعني
+
+118
+00:07:27,370 --> 00:07:30,130
+ال superior oblique muscle weak هنا و weak هنا
+
+119
+00:07:30,130 --> 00:07:34,510
+under acting مين ال antagonistic muscles بتاعتها
+
+120
+00:07:34,510 --> 00:07:38,630
+ال inferior oblique عادة لما بلسي بتطول ايش بيصير
+
+121
+00:07:38,630 --> 00:07:42,290
+في ال antagonistic muscle بيصير over acting لأنها
+
+122
+00:07:42,290 --> 00:07:46,230
+contracted لأنها contracted اذا بينشأ عندي بما ان
+
+123
+00:07:46,230 --> 00:07:48,790
+عندي bilateral superior oblique palsy عندي
+
+124
+00:07:48,790 --> 00:07:54,030
+bilateralInferior oblique over acting هل ال over
+
+125
+00:07:54,030 --> 00:07:57,230
+action بتاع ال inferior oblique بيصيب بس action
+
+126
+00:07:57,230 --> 00:07:59,710
+واحد بتاع ال elevation بتاعها ولا كل ال actions
+
+127
+00:07:59,710 --> 00:08:03,610
+بتاعتها تمام اذا لما هذا المريض اللي عنده ال
+
+128
+00:08:03,610 --> 00:08:10,010
+inferior oblique over acting في ال elevation ال
+
+129
+00:08:10,010 --> 00:08:15,790
+abduction بتاع ال inferior oblique هيفوق
+
+130
+00:08:15,790 --> 00:08:22,400
+هيفوق انا رسمت تلت أسهمهيفوق ال adoption بتاع ال
+
+131
+00:08:22,400 --> 00:08:24,960
+superior rectus، إذا العينتين فوق إيش مالهم؟
+
+132
+00:08:24,960 --> 00:08:34,220
+بيفتح، تمام؟ نيجي لل down gaze، مين اللي فيه بلسة؟
+
+133
+00:08:34,220 --> 00:08:36,400
+ال superior oblique muscle
+
+134
+00:08:43,010 --> 00:08:45,970
+الـ Inferior Rectus عادى والـ Superior Oblique
+
+135
+00:08:45,970 --> 00:08:50,210
+عادى والـ Abduction Effect بتاعها هيضعف أنا رسمته
+
+136
+00:08:50,210 --> 00:09:01,450
+سهل متقدر و هيصير لصالح الـ Inferior Rectus ساعتها
+
+137
+00:09:01,450 --> 00:09:05,130
+العين هتضم لجوه لأن الـ Horizontal Action بتاع الـ
+
+138
+00:09:05,130 --> 00:09:09,960
+Inferior Rectus muscle يفوقيا فوق ال abstraction
+
+139
+00:09:09,960 --> 00:09:12,420
+بتاع ال superhero ربليك لإن ال superhero ربليك
+
+140
+00:09:12,420 --> 00:09:14,920
+ضعيفة طب ضعيفة ب function واحدة ولا بكل ال
+
+141
+00:09:14,920 --> 00:09:20,000
+functions كل ال functions إذا الأنتين تحت هيضموا و
+
+142
+00:09:20,000 --> 00:09:27,100
+فوق إيش هيصير فيهم إيش اتكون عندي اتكون عندي إيش V
+
+143
+00:09:27,100 --> 00:09:34,980
+بطل اتكون عندي V بطل طيب نضرب مثال A بدنا نقول
+
+144
+00:09:34,980 --> 00:09:41,900
+مثلاsuperior oblique over action primary superior
+
+145
+00:09:41,900 --> 00:09:48,860
+oblique over action عضلة طبيعتها قوية في ال down
+
+146
+00:09:48,860 --> 00:09:56,380
+case over acting
+
+147
+00:09:56,380 --> 00:09:57,900
+superior oblique muscle
+
+148
+00:10:02,760 --> 00:10:06,900
+over acting superior oblique muscle ال abduction
+
+149
+00:10:06,900 --> 00:10:15,480
+effect بتاعها هيفوق
+
+150
+00:10:15,480 --> 00:10:18,820
+ال abduction بتاع ال inferior rectus هتفتح العين
+
+151
+00:10:18,820 --> 00:10:22,840
+لبرا وبالتالي نرسمها هدف ال down gaze هتفتح العين
+
+152
+00:10:22,840 --> 00:10:28,000
+لبرا ولو
+
+153
+00:10:28,000 --> 00:10:30,720
+كان عندي ضعف في ال inferior oblique
+
+154
+00:10:33,660 --> 00:10:38,300
+هيضموا لجوة بسبب ال adoption effect بتاعة superior
+
+155
+00:10:38,300 --> 00:10:41,780
+rectus muscles اذا كان عند ال inferior oblique ال
+
+156
+00:10:41,780 --> 00:10:47,740
+adoption effect بتاعها ضعيف فهيتشكل عند ايه ايه
+
+157
+00:10:47,740 --> 00:10:53,560
+pattern اذا السبب الأول والرئيسي السبب الأول
+
+158
+00:10:53,560 --> 00:11:00,660
+والرئيسي في ال alphabetical pattern هو dysfunction
+
+159
+00:11:06,410 --> 00:11:16,870
+of vertically acting muscles تمام؟
+
+160
+00:11:16,870 --> 00:11:22,970
+طيب السبب التاني .. السبب التاني أو المجموعة
+
+161
+00:11:22,970 --> 00:11:31,790
+التانية من الأسباب abnormal position of muscle
+
+162
+00:11:31,790 --> 00:11:36,050
+ulis
+
+163
+00:11:38,490 --> 00:11:43,730
+البكرات العضلية اللى تعتبر effective origin of the
+
+164
+00:11:43,730 --> 00:11:48,150
+muscle of the extraocular muscle هذه البكرات
+
+165
+00:11:48,150 --> 00:11:52,520
+العضلية اللى عبارة عن denseor condensation of
+
+166
+00:11:52,520 --> 00:11:57,000
+connective tissue ناحية ال equator بتحيط بالعضلة
+
+167
+00:11:57,000 --> 00:12:01,040
+بترتكز عليها العضلة أثناء أداء مهمها لو هذا ال
+
+168
+00:12:01,040 --> 00:12:04,740
+muscle pulley جدّم أو أخر عن موضعه الطبيعي ممكن
+
+169
+00:12:04,740 --> 00:12:09,900
+ينشأ عندي alphabetical
+
+170
+00:12:09,900 --> 00:12:16,140
+pattern تالت شئ abnormalities
+
+171
+00:12:21,760 --> 00:12:29,580
+in orbital anatomy يعني
+
+172
+00:12:29,580 --> 00:12:34,840
+خاصة في ال craniosynostosis
+
+173
+00:12:34,840 --> 00:12:40,740
+اللي
+
+174
+00:12:40,740 --> 00:12:48,360
+بيكون في عندى فيها shallow orbits تمام؟
+
+175
+00:12:48,980 --> 00:12:53,420
+نجي احنا نشوف ايش اللي بيحصل معانا ال V or A
+
+176
+00:12:53,420 --> 00:12:56,980
+patterns اللي هم الأكتر شيوعان may occur when the
+
+177
+00:12:56,980 --> 00:13:01,020
+relative contribution المساهمة النسبية of the
+
+178
+00:13:01,020 --> 00:13:04,420
+superior rectus and inferior oblique to elevation
+
+179
+00:13:05,070 --> 00:13:08,250
+أو المساهمة النسبية للـ inferior rectus والـ
+
+180
+00:13:08,250 --> 00:13:12,530
+superior oblique to depression are abnormal يعني
+
+181
+00:13:12,530 --> 00:13:15,030
+التنين بيساهموا في ال elevation بس واحدة ضعيفة و
+
+182
+00:13:15,030 --> 00:13:19,010
+واحدة قوية تمام؟ بما أن واحدة ضعيفة و واحدة قوية
+
+183
+00:13:19,010 --> 00:13:21,990
+لضعيفة ال horizontal action بتاعها هيشد باتجاهها
+
+184
+00:13:23,300 --> 00:13:26,460
+والقوية والضعيفة ال horizontal action بتاعها مش
+
+185
+00:13:26,460 --> 00:13:30,520
+هيقدر يقاوم فهتروح العين و هي طالع على فوق او و هي
+
+186
+00:13:30,520 --> 00:13:34,260
+نزلة تحت باتجاه العضلة الأقوى باتجاه العضلة الأقوى
+
+187
+00:13:34,260 --> 00:13:37,780
+اللي ال horizontal action بتاعها أيضا أقوى تمام
+
+188
+00:13:37,780 --> 00:13:42,380
+resulting in abnormal balance of their horizontal
+
+189
+00:13:42,380 --> 00:13:47,200
+vectors in up and down gears they can be caused
+
+190
+00:13:47,200 --> 00:13:50,220
+also by anomalies in the position of the rectus
+
+191
+00:13:50,220 --> 00:13:56,000
+muscleLeading to abnormal lines of action of the
+
+192
+00:13:56,000 --> 00:14:01,160
+muscles هذه هي الأسباب بتاعة ال A و ال V pattern
+
+193
+00:14:01,160 --> 00:14:06,120
+كيف أنا أقيم هل الإنسان عنده A pattern و لا V
+
+194
+00:14:06,120 --> 00:14:09,900
+pattern و لا X pattern؟بانجيس ال horizontal
+
+195
+00:14:09,900 --> 00:14:13,640
+deviation و ننتبه لكلمة ال horizontal deviation في
+
+196
+00:14:13,640 --> 00:14:17,200
+ال primary position و في ال up gaze خمسة و عشرين
+
+197
+00:14:17,200 --> 00:14:20,200
+degree from the primary position و في ال down gaze
+
+198
+00:14:20,200 --> 00:14:23,840
+ايضا خمسة و عشرين degree from the primary position
+
+199
+00:14:23,840 --> 00:14:30,020
+تمام؟ بانجيس هذه القضية طبعا هذه القضية ممكن تحدث
+
+200
+00:14:30,020 --> 00:14:33,620
+regardless of whether a deviation is concomitant
+
+201
+00:14:33,620 --> 00:14:35,060
+or incomitant
+
+202
+00:14:38,910 --> 00:14:42,710
+superior oblique palsy هل هي concomitant ولا
+
+203
+00:14:42,710 --> 00:14:47,370
+incomitant deviation؟ incomitant هو الشللي ومعروف
+
+204
+00:14:47,370 --> 00:14:51,290
+ان ال incomitant strabismus يعني mostly اما بيكون
+
+205
+00:14:51,290 --> 00:14:54,370
+paralytic او restrictive mostly بيكون اما
+
+206
+00:14:54,370 --> 00:14:59,890
+paralytic او restrictive هل
+
+207
+00:14:59,890 --> 00:15:04,290
+كل فرق بين ال up gaze و ال down gaze في ال
+
+208
+00:15:04,290 --> 00:15:08,740
+horizontal deviation؟باعتبره V butter او A butter
+
+209
+00:15:08,740 --> 00:15:12,300
+فيه شروط للاعتبار طبعا لما نيجي نحكي عن ال V
+
+210
+00:15:12,300 --> 00:15:17,140
+butter لما احنا بنجيس ال horizontal deviation ايش
+
+211
+00:15:17,140 --> 00:15:20,580
+هو ال horizontal deviation اما ايزو ترابية او اكزو
+
+212
+00:15:20,580 --> 00:15:24,300
+ترابية لما بنجيسه في ال up gaze و في ال down gaze
+
+213
+00:15:24,300 --> 00:15:28,520
+و بنلاقي الفارق اكتر من أو يساوي 15 بريزم ديوبتر
+
+214
+00:15:28,520 --> 00:15:35,500
+تمامساعتها ممكن اسمي اللي عندي V button اكزوتروبيا
+
+215
+00:15:35,500 --> 00:15:40,600
+او ايزوتروبيا or
+
+216
+00:15:40,600 --> 00:15:45,180
+V button اكزوتروبيا
+
+217
+00:15:47,460 --> 00:15:52,080
+بمعنى في ال Exotropia في ال V Pattern Exotropia في
+
+218
+00:15:52,080 --> 00:15:56,040
+ال Up Gaze العينين بيكونوا فاتحين أكتر من ال Down
+
+219
+00:15:56,040 --> 00:16:01,720
+Gaze طب قداش الفرق 15 Prism فأكثر 15 Prism فأكثر
+
+220
+00:16:01,720 --> 00:16:06,950
+تمامأقل من 15 بريسم بقى أسميهاش V pattern لأنه في
+
+221
+00:16:06,950 --> 00:16:10,030
+physiological variation between up gaze و down
+
+222
+00:16:10,030 --> 00:16:13,470
+gaze و ال up gaze بيفتح أكتر عادة من ال down gaze
+
+223
+00:16:13,470 --> 00:16:18,790
+تمام؟ إذا في عندي deviation الفرق بين ال up gaze و
+
+224
+00:16:18,790 --> 00:16:25,250
+ال down gaze 15 بريسم فأكتر ساعتها أنا بسميهاش V
+
+225
+00:16:25,250 --> 00:16:30,330
+pattern نجي نضرب مثال حسن مريض عنده
+
+226
+00:16:32,870 --> 00:16:39,230
+إيزو ترابيا عشرة بريزم في ال up gaze في ال primary
+
+227
+00:16:39,230 --> 00:16:46,210
+position إيزو ترابيا بتصير خمسة و عشرين بريزم في
+
+228
+00:16:46,210 --> 00:16:50,370
+ال down gaze إيزو
+
+229
+00:16:50,370 --> 00:16:56,450
+ترابيا بتصير بتصير
+
+230
+00:16:56,450 --> 00:17:01,350
+تمانية و عشرين بريزم هل هذا V pattern إيزو ترابيا
+
+231
+00:17:01,350 --> 00:17:02,290
+و ليش؟
+
+232
+00:17:06,470 --> 00:17:10,190
+ليش؟ الفرق بده ينحسب مش بين ال up و ال primary و
+
+233
+00:17:10,190 --> 00:17:17,290
+ال down اذا في ال down في عندي easo تمانية و عشرين
+
+234
+00:17:17,290 --> 00:17:24,060
+داخلة كتير في ال .. ال up guessالعين داخلة شوية
+
+235
+00:17:24,060 --> 00:17:28,120
+الفرق بينهم جداش تمانت عشر prison تمانية و عشرين
+
+236
+00:17:28,120 --> 00:17:31,920
+ناقص عشرة تمانت عشر prison ممكن بعض حالات ال V
+
+237
+00:17:31,920 --> 00:17:40,340
+-butter إيزوتروبيا نلاقيها في ال up gaze zero
+
+238
+00:17:40,340 --> 00:17:43,240
+إيش يعني zero يعني straight eyes في ال up gaze
+
+239
+00:17:43,240 --> 00:17:49,910
+تمام؟سؤاليك بسيط، يا ترى هل المريض هذا ممكن ياخد
+
+240
+00:17:49,910 --> 00:17:54,290
+abnormal head posture وإذا كان ممكن، ليش؟ إيش
+
+241
+00:17:54,290 --> 00:17:59,190
+بياخد؟ chin .. chin down position ليش؟ عشان يخفع
+
+242
+00:17:59,190 --> 00:18:04,520
+عديد الأقل، ليش؟عشان يستعيد ال binocular single
+
+243
+00:18:04,520 --> 00:18:07,460
+vision يعني هذا الوضع بيحققله ال binocular single
+
+244
+00:18:07,460 --> 00:18:11,440
+vision فبتلاقي بيعمل chin down position اي مريض
+
+245
+00:18:11,440 --> 00:18:14,260
+عنده horizontal deviation ومااخد abnormal head
+
+246
+00:18:14,260 --> 00:18:19,420
+posture particularly يعني تمام قضية ال chin up و
+
+247
+00:18:19,420 --> 00:18:23,760
+chin down اتوقع انه يكون عنده alphabetical pattern
+
+248
+00:18:23,760 --> 00:18:28,620
+يعني عنده اما chin up او chin down بيعملها عشان
+
+249
+00:18:28,620 --> 00:18:34,030
+يخفف من اياشمن اللي هو الاسكونة اللي هي طب يا ترى
+
+250
+00:18:34,030 --> 00:18:38,650
+ال V pattern خلينا نضرب مثال تاني على ال exotropia
+
+251
+00:18:38,650 --> 00:18:46,770
+على ال exotropia عندنا علي مريض عمره مثلا خمستاشر
+
+252
+00:18:46,770 --> 00:18:54,350
+سنة عنده في ال down case خليني
+
+253
+00:18:54,350 --> 00:19:00,150
+نقول exotropia أربعة presentتمام بال alternate
+
+254
+00:19:00,150 --> 00:19:05,010
+cover test في ال .. في ال straight case في عنده
+
+255
+00:19:05,010 --> 00:19:11,730
+اكزوتروبيا خمستاشر prison وفي ال up case فيه
+
+256
+00:19:11,730 --> 00:19:20,390
+اكزوتروبيا تلاتين prison إيش هدى؟ هدى V بطر
+
+257
+00:19:20,390 --> 00:19:26,220
+اكزوتروبيا .. هدى V بطر اكزوتروبيا ليش؟لأن الفرق
+
+258
+00:19:26,220 --> 00:19:30,120
+بين ال up gaze و ال down gaze أكتر من خمس أشهر
+
+259
+00:19:30,120 --> 00:19:37,200
+برزم أكتر من خمس أشهر برزم نضرب مثال تالت مريض
+
+260
+00:19:37,200 --> 00:19:46,540
+عنده إيزوتروبيا في
+
+261
+00:19:46,540 --> 00:19:52,800
+ال up فينا سبعة برزم في ال primary position
+
+262
+00:19:56,550 --> 00:20:01,670
+في عندنا اتناشر prism في ال downcase طبعا إيزو
+
+263
+00:20:01,670 --> 00:20:05,710
+تروبيا .. إيزو تروبيا في كل الأحوال في ال downcase
+
+264
+00:20:05,710 --> 00:20:15,610
+عندنا اربعتاشر prism إيزو تروبيا إيش الفرق؟ إذا
+
+265
+00:20:15,610 --> 00:20:19,690
+ماانطبقش التعريف عندي، طب هذا إيش أسميه؟just
+
+266
+00:20:19,690 --> 00:20:23,110
+isotropic يعني كأنه horizontal deviation بدون ما
+
+267
+00:20:23,110 --> 00:20:26,050
+أسميه alphabetical pattern بدون ما أسميه
+
+268
+00:20:26,050 --> 00:20:30,990
+alphabetical patternيا ترى إيش الأسباب بتاعة ال V
+
+269
+00:20:30,990 --> 00:20:34,970
+-Pattern Squint سواء V-Pattern Esotropia أو V
+
+270
+00:20:34,970 --> 00:20:38,850
+-Pattern Exotropia السبب الأول inferior oblique
+
+271
+00:20:38,850 --> 00:20:42,490
+over action associated with fourth nerve pulse
+
+272
+00:20:42,490 --> 00:20:45,950
+وهذا رسمناه وضربنا عليه مثال لما يكون عندي fourth
+
+273
+00:20:45,950 --> 00:20:49,750
+nerve pulse في ال down gaze العينين حضم لجوا لأن
+
+274
+00:20:49,750 --> 00:20:52,370
+ال abduction effect بتاع ال superior oblique راح
+
+275
+00:20:52,900 --> 00:20:55,840
+واللي دخل العنين لجوا ال horizontal action بتاع ال
+
+276
+00:20:55,840 --> 00:20:59,100
+inferior recti هدف ال down gaze في ال up gaze
+
+277
+00:20:59,100 --> 00:21:02,000
+طالما عندي superior oblique بلصي ال antagonist
+
+278
+00:21:02,000 --> 00:21:04,700
+بتاعتهم اللي هي ال inferior oblique هتصير over
+
+279
+00:21:04,700 --> 00:21:08,340
+acting مع الوقت تمام وبالتالي ال horizontal action
+
+280
+00:21:08,340 --> 00:21:11,320
+بتاع ال inferior oblique فوق حق يخلي العنين تفتح
+
+281
+00:21:11,320 --> 00:21:16,430
+لبرافوق فتحت و تحت ضمت فبالتالي هتشكل عندي ال V
+
+282
+00:21:16,430 --> 00:21:21,090
+pattern اللي هو Strabismus superior oblique under
+
+283
+00:21:21,090 --> 00:21:24,590
+action بدون بلسي with subsequent inferior oblique
+
+284
+00:21:24,590 --> 00:21:27,750
+over action هذه بنشوفها في ال early onset
+
+285
+00:21:27,750 --> 00:21:31,470
+esotropia و في معظماللي هو أنواع الـ Esotropia
+
+286
+00:21:31,470 --> 00:21:35,370
+تمام؟ which is seen in infantile esotropia as well
+
+287
+00:21:35,370 --> 00:21:40,370
+as other childhood esotropias غالبا .. غالبا هدول
+
+288
+00:21:40,370 --> 00:21:43,310
+الأطفال بيكون عندهم في ال up gaze ممكن تلاحظي أنه
+
+289
+00:21:43,310 --> 00:21:46,730
+العينين straight حتى ممكن هدول يشكلوا مشكلة في
+
+290
+00:21:46,730 --> 00:21:50,490
+الفحص كيف الطفل جاي ب chin down position بعض ما
+
+291
+00:21:50,490 --> 00:21:54,290
+ممكن يفكر أنه الطفل خجلان أو هو ماينتبهش لل
+
+292
+00:21:54,290 --> 00:21:58,190
+abnormal head posture ويعمل الفحص بال chin down
+
+293
+00:21:58,190 --> 00:22:01,680
+positionو العينين straight و مايتطلعش أنه يعمل
+
+294
+00:22:01,680 --> 00:22:05,740
+الفحص في ال down case وهذه الحالات بتمر و مش .. مش
+
+295
+00:22:05,740 --> 00:22:11,920
+نادرة لأ بالعكس ممكن توجد بشكل يعنييعني متوفرة هذه
+
+296
+00:22:11,920 --> 00:22:15,620
+الحالات وبالتالي ضروري انا افحص في .. مش بس في ال
+
+297
+00:22:15,620 --> 00:22:18,640
+position اللي ماهده الطفل و اعدله و اضع ال head و
+
+298
+00:22:18,640 --> 00:22:22,180
+كمان افحصه في ال down gaze هنلاقي significant
+
+299
+00:22:22,180 --> 00:22:25,500
+ازوتروبيا في ال down gaze و في ال up gaze بنلاقي
+
+300
+00:22:25,500 --> 00:22:29,540
+تقريبا ortho او mild ازوتروبيا ضروري ناخد بالنا
+
+301
+00:22:29,540 --> 00:22:33,120
+لأنه عنده V pattern ازوتروبيا لأنه عنده V pattern
+
+302
+00:22:33,120 --> 00:22:34,500
+ازوتروبيا
+
+303
+00:22:37,320 --> 00:22:40,420
+ال superior rectus under action لما يكون عندي
+
+304
+00:22:40,420 --> 00:22:43,020
+weakness في ال superior rectus ال superior rectus
+
+305
+00:22:43,020 --> 00:22:48,400
+ال horizontal action بتاعها إيش الدكشن الدكشن إذا
+
+306
+00:22:48,400 --> 00:22:51,280
+صار weakness في ال superior rectus الدكشن هذا بيخف
+
+307
+00:22:51,280 --> 00:22:54,440
+لصالح ال abduction اللي بتعمله ال inferior oblique
+
+308
+00:22:54,440 --> 00:22:58,160
+في الناحية في الناحيتين ففي ال up gaze هتفتح
+
+309
+00:22:58,160 --> 00:23:02,640
+العينين لفوق و هيبدأ يتشكل لي ال إيش ال V button
+
+310
+00:23:02,640 --> 00:23:07,560
+أيضا ال brown syndrome حكينا أثناء looking upفي
+
+311
+00:23:07,560 --> 00:23:10,580
+restriction عندى في ال straight up فالعين اللى
+
+312
+00:23:10,580 --> 00:23:13,680
+فيها restriction بتحاول تعمل divergence يعني تروح
+
+313
+00:23:13,680 --> 00:23:17,700
+على المكان اللى ممكن هى تطلع فيه لفوق وبتشكل عندى
+
+314
+00:23:17,700 --> 00:23:21,060
+ال brown syndrome من ضمن الحاجات المميزة له انه
+
+315
+00:23:21,060 --> 00:23:25,080
+بيعمل لي ايش V button المجموعة التالتة من الأسباب
+
+316
+00:23:25,080 --> 00:23:28,540
+اللى ذكرناها اللى هى orbital يعني anatomy
+
+317
+00:23:28,540 --> 00:23:32,020
+abnormality في ال orbital anatomy و اللى بيكون
+
+318
+00:23:32,020 --> 00:23:36,440
+فيها shallow orbitsيعني ال orbit مش عميقة يعني
+
+319
+00:23:36,440 --> 00:23:40,800
+ضحلة مش عميقة تمام هذه مجموعة من الأمراض بيسموها
+
+320
+00:23:40,800 --> 00:23:44,740
+craniosynostosis يعني الالتئام المبكر لعظام
+
+321
+00:23:44,740 --> 00:23:48,520
+الجمجمة تمام فبالتالي فيش فرصة لنمو ال orbits
+
+322
+00:23:48,520 --> 00:23:53,100
+بيكون فيه بروز للعينتين كل هذه الأمراض اللي بتندرج
+
+323
+00:23:53,100 --> 00:23:57,080
+تحت ال craniosynostosis بتعملي V pattern exotropia
+
+324
+00:23:57,080 --> 00:23:59,820
+V pattern exotropia
+
+325
+00:24:04,350 --> 00:24:09,290
+مع Proptosis و
+
+326
+00:24:09,290 --> 00:24:12,410
+بتتذكروا ال seminar اللى انعمل على ال Proptosis
+
+327
+00:24:12,410 --> 00:24:16,290
+هذه من الأشياء اللى توريثها autosomal dominant و
+
+328
+00:24:16,290 --> 00:24:19,850
+بتعمل V pattern exotropia بيكون فيها bilateral
+
+329
+00:24:19,850 --> 00:24:25,450
+proptosis ليش؟ لأن ال orbit مش كافية لاستيعابي
+
+330
+00:24:25,450 --> 00:24:28,570
+يعني shallow orbit ال orbit حجمها صغير فبالتالي
+
+331
+00:24:28,570 --> 00:24:33,610
+العين بتكون جزء كبير منها برا تمامممكن العين كلها
+
+332
+00:24:33,610 --> 00:24:36,810
+تكون .. كل مقلة العين تكون طالعة لبرا لإن بكون
+
+333
+00:24:36,810 --> 00:24:42,810
+very shallow organs إيش
+
+334
+00:24:42,810 --> 00:24:48,630
+علاج .. إيش علاج ال V pattern strabismus سواء ezo
+
+335
+00:24:48,630 --> 00:24:53,430
+أو exotropia؟ في حقيقة قانون للعلاج .. القانون
+
+336
+00:24:53,430 --> 00:24:59,570
+للعلاج بيقول رقم واحد إذا كان في عندي oblique
+
+337
+00:24:59,570 --> 00:25:03,510
+muscle dysfunctionإيش يعني oblique muscle
+
+338
+00:25:03,510 --> 00:25:06,290
+dysfunction؟ يا إما over action يا إما under
+
+339
+00:25:06,290 --> 00:25:17,690
+action تمام؟ لابد أن يعالج أولا لأن
+
+340
+00:25:17,690 --> 00:25:21,290
+إذا عالجته، بعالج الخلل الناتج عن ال horizontal
+
+341
+00:25:21,290 --> 00:25:28,330
+action بتاع ال oblique muscles تمام؟
+
+342
+00:25:28,330 --> 00:25:34,380
+بمعنى لما بنقول both Iinferior oblique over action
+
+343
+00:25:34,380 --> 00:25:44,080
+ناتج عن both eye superior oblique under action هذه
+
+344
+00:25:44,080 --> 00:25:50,600
+هتعمللي A ولا V بطر؟
+
+345
+00:25:50,600 --> 00:25:58,780
+فهي إذا مش A فانتوا Vهما abductor بس هذه abductor
+
+346
+00:25:58,780 --> 00:26:03,220
+فوق وهي over acting يعني ال abduction فوق هيكون
+
+347
+00:26:03,220 --> 00:26:07,300
+قوي وهذه abductor تحت، ال abductor تحت هيكون ضعيف،
+
+348
+00:26:07,300 --> 00:26:12,180
+يعني الآنين هتضم تحت، هتفتح فوق، هتعمل V pattern،
+
+349
+00:26:12,180 --> 00:26:17,950
+تمام؟ إذا هذه العضلة قوية لازم أضعفهاإذا هذه
+
+350
+00:26:17,950 --> 00:26:22,810
+العضلة ضعيفة ممكن أحتاج أني أقويها تمام؟ إذا عملت
+
+351
+00:26:22,810 --> 00:26:26,350
+القضية هذه جراحيا بيصير حاجة بنسميها collapse لل
+
+352
+00:26:26,350 --> 00:26:31,330
+buttercollapse يعني هبوط للبطير يعني بتعدر الوضع و
+
+353
+00:26:31,330 --> 00:26:34,190
+بيسير في ال up gaze و في ال down gaze و كأنه زي ال
+
+354
+00:26:34,190 --> 00:26:36,770
+primary position مافيش هالفروقات الكتيرة و بعدين
+
+355
+00:26:36,770 --> 00:26:41,950
+بتعامل مع ال ISO او ال EXO عادي بطريقة روتينية
+
+356
+00:26:41,950 --> 00:26:44,750
+عادي اذا كان ISO ممكن اعمل recession لل media
+
+357
+00:26:44,750 --> 00:26:48,510
+recti اذا كان EXO ممكن اعمل recession لل lateral
+
+358
+00:26:48,510 --> 00:26:54,300
+recti و هكذا تمام فبالتالي القانونالقانون أول حاجة
+
+359
+00:26:54,300 --> 00:26:56,740
+في ال A pattern و ال V pattern في ال alphabetical
+
+360
+00:26:56,740 --> 00:26:59,500
+pattern إذا في عندي خلال في ال oblique muscles
+
+361
+00:26:59,500 --> 00:27:03,460
+لابد أن يعالج هذا الخلال اتفضلي طب احنا مش هيتعدل
+
+362
+00:27:03,460 --> 00:27:07,520
+ال E's في ال G's ده؟ لأ مش بشرط انه يتعدل ال E's
+
+363
+00:27:07,520 --> 00:27:12,260
+مش بشرط انه يتعدل ال E's لأ هو ممكن يتعدل في ال up
+
+364
+00:27:12,260 --> 00:27:14,940
+G's او في ال down G's بس متعدلش في ال primary
+
+365
+00:27:14,940 --> 00:27:18,920
+position تمام؟ويعني كتب كتيرة ودراسات كتيرة بتقول
+
+366
+00:27:18,920 --> 00:27:24,420
+الجراحة اللى بتجرى على ال oblique muscles لا تؤثر
+
+367
+00:27:24,420 --> 00:27:27,680
+على وضع العين في ال primary position لا تؤثر على
+
+368
+00:27:27,680 --> 00:27:30,440
+وضع العين في ال primary position احنا بنقول
+
+369
+00:27:30,440 --> 00:27:34,160
+bilateral inferior oblique over action معناته في
+
+370
+00:27:34,160 --> 00:27:39,050
+ال up gaze العينيننتيجة انه زيادة قوة في ال
+
+371
+00:27:39,050 --> 00:27:43,570
+inferior oblique و طالما زادت قوتها زادت كل ال
+
+372
+00:27:43,570 --> 00:27:46,290
+functions بتاعتها بما فيها ال horizontal action
+
+373
+00:27:46,290 --> 00:27:49,410
+بتاعها انت لما بتضعف ال inferior oblique muscle
+
+374
+00:27:49,410 --> 00:27:52,330
+انت بتضعف كل ال functions بتاعتها فبالتالي ال
+
+375
+00:27:52,330 --> 00:27:55,510
+abduction في ال up gaze داها في ال up gaze لما
+
+376
+00:27:55,510 --> 00:27:58,870
+تحاول تاخد العين لبرا بيكون ضعف فبالتالي بيصير
+
+377
+00:27:58,870 --> 00:28:03,780
+collapse لل Vاللي بتعمله لو قويت انا .. لو قويت
+
+378
+00:28:03,780 --> 00:28:07,900
+انا ال superior oblique بتحسن ال abduction بتاعها
+
+379
+00:28:07,900 --> 00:28:14,230
+فبصير في ال down gaze هنا ال Vبدأت تضمن هنا وعشان
+
+380
+00:28:14,230 --> 00:28:18,370
+قوات ال superior oblique بدأت تشتغل ك abductor مرة
+
+381
+00:28:18,370 --> 00:28:23,890
+تانية تمام شدتها فاسعتها ضمن فوق وبدأ يفتح من تحت
+
+382
+00:28:23,890 --> 00:28:27,550
+بيصير collapse لل pattern بطة ال pattern تمام بطة
+
+383
+00:28:27,550 --> 00:28:31,010
+ال pattern ممكن إنسان يقول يعني طب إيش جداش الكمية
+
+384
+00:28:31,010 --> 00:28:34,170
+اللي ممكن أنا تتعدل فيها لو أنا ضعفت ال inferior
+
+385
+00:28:34,170 --> 00:28:39,230
+oblique يا طرف ال up gas جداش هتضم لياالدراسات
+
+386
+00:28:39,230 --> 00:28:42,890
+بتقول إنه إذا ضعفنا ال inferior oblique من 10 ل 15
+
+387
+00:28:42,890 --> 00:28:46,690
+Prism ممكن أضم الآن طيب ال superior oblique لو أنا
+
+388
+00:28:46,690 --> 00:28:52,170
+جوتها ممكن في ال down gaze أكسب من 35 في بعض
+
+389
+00:28:52,170 --> 00:28:56,590
+الدراسات ل 45 Prism هذه كمية هائلة كمية هائلة إنه
+
+390
+00:28:56,590 --> 00:28:59,890
+أنا أقوى ال superior oblique muscle و أحصل على
+
+391
+00:28:59,890 --> 00:29:04,560
+abductionيعني الضمامان هذا ممكن يروح يختفي تماما
+
+392
+00:29:04,560 --> 00:29:10,040
+إذا ضال عندي residual إيزو أو إكزو في ال primary
+
+393
+00:29:10,040 --> 00:29:15,080
+position ساعتها ممكن أنا later on أنا أشتغله أو
+
+394
+00:29:15,080 --> 00:29:17,640
+إذا كان بدأ أشتغله قد سامي ال procedure و يكون
+
+395
+00:29:17,640 --> 00:29:20,160
+المريض أضالت و ممكن أعمله على adjustable
+
+396
+00:29:20,160 --> 00:29:25,540
+strabismus surgery فبالتالي القانون بيقول نرجع
+
+397
+00:29:25,540 --> 00:29:30,610
+للقانون إذا فيoblique muscle dysfunction لابد أن
+
+398
+00:29:30,610 --> 00:29:33,870
+اتعامل معها بالأول لأنه هي بتكون الغالب هي السبب
+
+399
+00:29:33,870 --> 00:29:38,030
+في انه اتكون عندى alphabetical pattern طيب لو
+
+400
+00:29:38,030 --> 00:29:44,310
+مافيش عندى oblique muscle dysfunction بدى اتعامل
+
+401
+00:29:44,310 --> 00:29:52,590
+بالطريقة التانية if there is no oblique
+
+402
+00:29:52,590 --> 00:29:58,520
+muscle dysfunctionالـ oblique muscles طبيعية بس
+
+403
+00:29:58,520 --> 00:30:03,260
+عندي a button او v button ناتج عن سبب تاني زي مثلا
+
+404
+00:30:03,260 --> 00:30:10,020
+ال muscle pulley بدأ اعمل عملية ايزوتروبيا or
+
+405
+00:30:10,020 --> 00:30:15,400
+اكزوتروبيا حسب اللي عندي with a transposition مع
+
+406
+00:30:15,400 --> 00:30:22,400
+نقل للعضلات طب وين بدأ انجلها؟ في قاعدة لنقل
+
+407
+00:30:22,400 --> 00:30:32,340
+العضلات في هذه القضيةفي قاعدة اسمها mail قاعدة
+
+408
+00:30:32,340 --> 00:30:39,020
+mail ايش يعني قاعدة mail نفسرها mail media rectus
+
+409
+00:30:39,020 --> 00:30:42,680
+apex
+
+410
+00:30:42,680 --> 00:30:49,160
+بدها تروح لقمة ال butter لما بنقول v butter هاي
+
+411
+00:30:49,160 --> 00:30:52,560
+حرف ال v ال media rectus في ال v butter بدها تروح
+
+412
+00:30:52,560 --> 00:30:55,800
+لقمة حرف ال v وين قمة حرف ال v لتحت بدها نزلها
+
+413
+00:30:55,800 --> 00:31:02,100
+لتحتو ال lateral rectus بده
+
+414
+00:31:02,100 --> 00:31:07,360
+تروح لل edge بتاعة الحرف لل edge بتاعة الحرف أو في
+
+415
+00:31:07,360 --> 00:31:10,560
+كتب تانية بيقول لل empty space بتاع الحرف ال empty
+
+416
+00:31:10,560 --> 00:31:15,240
+space وين
+
+417
+00:31:15,240 --> 00:31:20,410
+حفة حرف ال V؟لفوق يعني بدي أنزل ال media rectus
+
+418
+00:31:20,410 --> 00:31:25,410
+لتحت أو بدي أرفع .. طيب ماشي نيجي نطبق عمليا هذا
+
+419
+00:31:25,410 --> 00:31:30,870
+الكلام .. نيجي نطبق عمليا هذا الكلام بنقول كالقادة
+
+420
+00:31:30,870 --> 00:31:38,550
+مريض صين عنده V button esotropia
+
+421
+00:31:40,190 --> 00:31:43,630
+إيش بدنا نعمله عملية جراحية؟ بتطلع كلمة Esotropia
+
+422
+00:31:43,630 --> 00:31:46,910
+هي الحوال الرئيسي ال pattern مش هو الحوال ال
+
+423
+00:31:46,910 --> 00:31:50,610
+pattern هو فرق القياس بين فوق و تحت بس هذا المريض
+
+424
+00:31:50,610 --> 00:31:54,850
+عيلته أنه عنده Esotropia في ال Esotropia إيش بنعمل
+
+425
+00:31:54,850 --> 00:31:59,870
+إحنا؟ يعني إما بنرخي ال two media recta أو بنشتغل
+
+426
+00:31:59,870 --> 00:32:02,470
+على عين واحدة بدنا نفرض إن إحنا بنرخي ال two media
+
+427
+00:32:02,470 --> 00:32:07,430
+recta هاي أنا عندي العين وهي ال media rectus
+
+428
+00:32:07,430 --> 00:32:12,160
+بالأساسو هاي ال media rectus ع الناحية التانية و
+
+429
+00:32:12,160 --> 00:32:19,200
+هاي العين تمام هي كثرة micro كلها هاي عندي العين و
+
+430
+00:32:19,200 --> 00:32:21,020
+هاي ال media rectus ع الناحية التانية بدي أرخيها
+
+431
+00:32:21,020 --> 00:32:26,420
+برخيها طب أنا عندي V button رخيتها بس إيش بدي
+
+432
+00:32:26,420 --> 00:32:31,120
+أعملها بدي أنزلها جداش أنزلها نص عرض العضلة هاي
+
+433
+00:32:31,120 --> 00:32:35,750
+أنا رخيتها رجعتها لورارجعتها مثلا تلاتة ملي أو
+
+434
+00:32:35,750 --> 00:32:40,610
+أربعة ملي و نزلتها بمقدار نصف عرضة half tendon
+
+435
+00:32:40,610 --> 00:32:49,770
+width half tendon width و هنا رخيتها مثلا و نزلتها
+
+436
+00:32:49,770 --> 00:32:54,150
+بكون أنا نزلتها باتجاه ال apex بتاعة الحرف media
+
+437
+00:32:54,150 --> 00:33:00,150
+بتطرع ال apex طب ليش أنا رخيتها؟ ليش ماشدتهاش؟عشان
+
+438
+00:33:00,150 --> 00:33:03,990
+ISO .. عشان ISO .. أنا عشان ما اتخربطش بأنسك إيش
+
+439
+00:33:03,990 --> 00:33:07,190
+العلة الأساسية، هل ISO ولا EXO؟ ال horizontal
+
+440
+00:33:07,190 --> 00:33:10,070
+deviation in general سواء في ال alphabetical
+
+441
+00:33:10,070 --> 00:33:12,630
+pattern أو في غير ال alphabetical pattern هو عبارة
+
+442
+00:33:12,630 --> 00:33:16,010
+يا إيزو تروفيا، يا إكزو، فيش حاجة تالتة، فيش
+
+443
+00:33:16,010 --> 00:33:19,650
+horizontal تالت، يا إيزو بتدخل لجوة، يا إما إكزو
+
+444
+00:33:19,650 --> 00:33:23,390
+بتطلع لبلاالإيزو معروفة إما بدي أرخي ال two media
+
+445
+00:33:23,390 --> 00:33:26,430
+recta أو بدي أشتغل على عين واحدة أرخي ال media
+
+446
+00:33:26,430 --> 00:33:29,570
+rectus و أشد ال lateral rectus طب بنفع أشتغل على
+
+447
+00:33:29,570 --> 00:33:33,790
+عين واحدة أرخي ال media rectus هي رخينا ال media
+
+448
+00:33:33,790 --> 00:33:37,430
+rectus تمام و نزلناها طب لو بدي أشد ال lateral
+
+449
+00:33:37,430 --> 00:33:42,150
+rectus أجس منها جزء و بعدين أشدها أحط الجزء التاني
+
+450
+00:33:42,150 --> 00:33:48,190
+أجربه هنا تمام بدي أرفعه و يصير أعلى هاي الوضع
+
+451
+00:33:48,190 --> 00:33:52,210
+الجديد هيصيرطبعا جسّينا منها جزء إذا بننزل ال
+
+452
+00:33:52,210 --> 00:33:56,810
+media rectus و بنرفع ال lateral rectus برضه بمقدار
+
+453
+00:33:56,810 --> 00:34:01,850
+نصف عرض التندن أو نصف عرض العضلة هذا بالنسبة لل V
+
+454
+00:34:01,850 --> 00:34:07,650
+pattern إيزوتروبيا طب نيجي لل V pattern إكزوتروبيا
+
+455
+00:34:15,470 --> 00:34:19,250
+نقول سين من الناس عنده V pattern Exotropia بتطلع
+
+456
+00:34:19,250 --> 00:34:21,690
+على الكلمة هاي هاي التشخيص الرئيسي عنده عنده
+
+457
+00:34:21,690 --> 00:34:25,330
+Exotropia إذا في ال Exotropia إذا بدأ أشتغل على
+
+458
+00:34:25,330 --> 00:34:31,790
+العينتين بدأ أرخي ال two lateral recti هاي ال two
+
+459
+00:34:31,790 --> 00:34:35,870
+lateral rectus muscle جابل الترخية تمام؟ هاي ال
+
+460
+00:34:35,870 --> 00:34:39,950
+two lateral rectus muscle جابل الترخيةبدي أرفعهم
+
+461
+00:34:39,950 --> 00:34:44,390
+ولا هنزلهم؟ بدي أرفعهم ليش؟ لأن ال lateral rectus
+
+462
+00:34:44,390 --> 00:34:48,210
+بده تروح عند حافة ال pattern ال pattern هو ماخد زي
+
+463
+00:34:48,210 --> 00:34:51,950
+شكل حرف ال V حافة حرف ال V لفوق إذا ال lateral
+
+464
+00:34:51,950 --> 00:34:56,130
+rectus بده تطلع لفوق و بده تترخى ترجع لورا مثلا
+
+465
+00:34:56,130 --> 00:35:01,330
+بدي أرخيها 6 ميلي مثلابرضه بمقدار نصف عرض العضلة و
+
+466
+00:35:01,330 --> 00:35:05,930
+هنا نفس الشيء لو بدأ أشغل على عين واحدة بدأ أجسس
+
+467
+00:35:05,930 --> 00:35:09,470
+ال media rectus و أشدها و بدل ما هي هنا طبعا أنا
+
+468
+00:35:09,470 --> 00:35:15,170
+أشيل جزء منها بدأ أنزلهالتحت دايما ال media اللي
+
+469
+00:35:15,170 --> 00:35:19,530
+بتروح ناحية ال apex بتاعة الحرف أي حرف الحرف اللي
+
+470
+00:35:19,530 --> 00:35:24,630
+بيشبه شكل ال butter هذا ليش بنسميه V butter ايزو
+
+471
+00:35:24,630 --> 00:35:28,550
+او اكزو لأن هذا الشكل و كأنه انت في تحركك من
+
+472
+00:35:28,550 --> 00:35:33,650
+الأعلى للأسفل اما عملة حرف V او عملة حرف A وفي
+
+473
+00:35:33,650 --> 00:35:37,350
+أنواع نادرة ممكن تنزل عادي و تعمل اللي هو lambda
+
+474
+00:35:37,350 --> 00:35:41,920
+butter او تنزل هيك و تعمل ال Y butter و الاخرينأو
+
+475
+00:35:41,920 --> 00:35:44,980
+تعمل ال X pattern تمام و هذه مش موضوعنا اليوم احنا
+
+476
+00:35:44,980 --> 00:35:47,640
+مركزين على اكثر الأنواع شيوعا اللي هي ال V pattern
+
+477
+00:35:47,640 --> 00:35:51,560
+و ال A pattern طيب هذا بالنسبة ل V pattern
+
+478
+00:35:51,560 --> 00:35:55,640
+إكزوتروبيا و حكينا عن ال V pattern إيزوتروبيا تمام
+
+479
+00:35:56,270 --> 00:35:59,770
+هدول بعملهم فورا؟ لأ بعد ما اتأكد انه مافيش
+
+480
+00:35:59,770 --> 00:36:02,430
+oblique muscle dysfunction لأن اذا في عندي oblique
+
+481
+00:36:02,430 --> 00:36:06,670
+muscle dysfunction تعالج أولا يعاد تقييم الحوال
+
+482
+00:36:06,670 --> 00:36:10,410
+وهو الأفضل يعني انا ب .. ب .. يعني باعتمد قضية انه
+
+483
+00:36:10,410 --> 00:36:13,010
+انا بستعامل مع ال oblique muscle dysfunction في
+
+484
+00:36:13,010 --> 00:36:16,710
+عملية منفردة ثم بعيد تقييم الحوال في ال primary
+
+485
+00:36:16,710 --> 00:36:20,570
+position و باخد القرار جديش بدي أشتغل بعد هيك طيب
+
+486
+00:36:20,570 --> 00:36:27,840
+الآن انا عندي ايه بطر؟ إيزوتروبياتمام؟ A pattern,
+
+487
+00:36:28,040 --> 00:36:31,660
+Esotropia إيش بدأ أعمل في ال A pattern؟ بدأ أعمل
+
+488
+00:36:31,660 --> 00:36:36,100
+في ال Esotropia إن أرخي ال two media recti وين بدأ
+
+489
+00:36:36,100 --> 00:36:40,620
+اوديهم ال two media recti؟ لا تحت ولا لا فوق؟ لا
+
+490
+00:36:40,620 --> 00:36:44,760
+فوق تمام؟ ليش لا فوق؟ لأن ال Apex تعت حرف ال A
+
+491
+00:36:44,760 --> 00:36:49,800
+لفوق لفوق فبالتالي برخيهم و بارفعهم، كده إيش بدأ
+
+492
+00:36:49,800 --> 00:36:55,800
+أرفعهم؟ عشرة صنطة؟نص عرض العضلة، نص عرض العضلة، لو
+
+493
+00:36:55,800 --> 00:36:58,620
+اشتغلت على عضلة واحدة برخي ال media rectus و
+
+494
+00:36:58,620 --> 00:37:02,420
+برفعها لفوق وبشد ال lateral rectus و بنزلها لتحت
+
+495
+00:37:02,420 --> 00:37:07,900
+بمقدار نصف عرض العضلة، نصف عرض العضلة، طبعا الا
+
+496
+00:37:07,900 --> 00:37:10,800
+إذا كان في عندي oblique muscle dysfunction هاي
+
+497
+00:37:10,800 --> 00:37:13,460
+اللي المرة التالتة احنا بنذكرها عشان ما ننساهاش
+
+498
+00:37:16,830 --> 00:37:21,370
+نص عرض العضلة فإذا كان هناك درجات ل V pattern و A
+
+499
+00:37:21,370 --> 00:37:24,750
+pattern لأ حتى لو فيه درجات ل V pattern و A
+
+500
+00:37:24,750 --> 00:37:27,870
+pattern الدراسات بتقول إنه نص عرض العضلة أحيانا
+
+501
+00:37:27,870 --> 00:37:32,730
+أحيانا يعني بنتجاوز هذه القضية بس في بعض الأحيان
+
+502
+00:37:32,730 --> 00:37:35,830
+خارج موضوع ال A pattern و V pattern بنجل كل ال
+
+503
+00:37:35,830 --> 00:37:39,810
+tendon full tendon width ممكن أنجله أبعد من full
+
+504
+00:37:39,810 --> 00:37:43,050
+tendon width بتذكروا في موضوع اللي هو ال monocular
+
+505
+00:37:43,050 --> 00:37:46,780
+elevation deficit لما أنا في ال NAPS procedureلما
+
+506
+00:37:46,780 --> 00:37:49,200
+بنجل ال media rectus و ال lateral rectus و بحطهم
+
+507
+00:37:49,200 --> 00:37:51,360
+جنب ال superior rectus عشان يشاركوا في ال
+
+508
+00:37:51,360 --> 00:37:54,580
+elevation إذا عندي weak superior rectus muscle
+
+509
+00:37:54,580 --> 00:37:58,460
+فهذه القضية ال teaching أنه القاعدة العامة أنه بدي
+
+510
+00:37:58,460 --> 00:38:02,600
+أنجل half tendon width half tendon width تمام؟ إذا
+
+511
+00:38:02,600 --> 00:38:06,540
+هذه ال treatment بتاعة ال إيش واستعرضنا بتاعة اللي
+
+512
+00:38:06,540 --> 00:38:10,800
+هو الأسباب بتاعة ال V butter بالنسبة لل A butter
+
+513
+00:38:13,700 --> 00:38:16,300
+واضح احنا هنا ال V pattern قبل ما نخلصه انه ال
+
+514
+00:38:16,300 --> 00:38:20,000
+media rectus لان حرف ال V قمته لتحت ال media
+
+515
+00:38:20,000 --> 00:38:23,340
+rectus اذا ان شغل عليها بده ياش تنزل لتحت سواء
+
+516
+00:38:23,340 --> 00:38:27,040
+recession او resection تمام سواء ISO او EXO تمام
+
+517
+00:38:27,040 --> 00:38:30,200
+طيب و ايضا ال lateral rectus في ال V pattern لازم
+
+518
+00:38:30,200 --> 00:38:35,060
+تطلع فوق سواء recession او resection لانه حسب اللي
+
+519
+00:38:35,060 --> 00:38:40,640
+هو الحرف ما بيملي عليها أسباب أسباب ال A pattern
+
+520
+00:38:41,770 --> 00:38:44,830
+primary superior oblique over action superior
+
+521
+00:38:44,830 --> 00:38:48,290
+oblique دبريشن بتعمل بس أيضا ال horizontal action
+
+522
+00:38:48,290 --> 00:38:52,810
+بتاعها abduction ففي ال down gaze بتفتح العين لبرا
+
+523
+00:38:52,810 --> 00:38:55,230
+في ال down gaze إذا فيها اندي superior oblique
+
+524
+00:38:55,230 --> 00:38:59,150
+over action يعني أحد أسباب اللي هو ال a butter
+
+525
+00:38:59,150 --> 00:39:03,390
+superior oblique over action عادة اللي بيكون مصاحب
+
+526
+00:39:03,390 --> 00:39:06,750
+ب exodeviation في ال primary position و بزيد ال
+
+527
+00:39:06,750 --> 00:39:09,870
+exo لتحت نتيجة ال abduction effect بتاع ال
+
+528
+00:39:09,870 --> 00:39:13,200
+superior obliqueإذا في عندي inferior oblique under
+
+529
+00:39:13,200 --> 00:39:17,620
+action العينين هتضم فوق و بالتالي هيكون عندي إذا
+
+530
+00:39:17,620 --> 00:39:19,640
+كان في inferior oblique بلسي هيكون في عندي
+
+531
+00:39:19,640 --> 00:39:23,880
+subsequent superior oblique over action و بتذكروا
+
+532
+00:39:23,880 --> 00:39:27,680
+في الفروق بين ال inferior oblique بلسي و ال brown
+
+533
+00:39:27,680 --> 00:39:31,680
+syndrome قلنا
+
+534
+00:39:31,680 --> 00:39:35,820
+هذه بتعمل V pattern و هذه بتعمل A pattern و اللي
+
+535
+00:39:35,820 --> 00:39:41,890
+هي وردة عيننا ال Aالـ inferior rectus under action
+
+536
+00:39:41,890 --> 00:39:44,470
+الـ inferior rectus في الـ down gaze فيه إلها
+
+537
+00:39:44,470 --> 00:39:48,130
+adoption effect إذا صارت under acting muscle الـ
+
+538
+00:39:48,130 --> 00:39:52,430
+inferior rectus مش هتقدر توازن العين و هيصير لصالح
+
+539
+00:39:52,430 --> 00:39:55,730
+ال superior oblique اللي بتعمل العين لبرا فبالتالي
+
+540
+00:39:55,730 --> 00:40:01,770
+هذا أحد الأسباب اللي هي بتاعة ال A pattern كيف
+
+541
+00:40:01,770 --> 00:40:06,820
+علاج ال A pattern بالضبط زي علاج ال ..ال V button
+
+542
+00:40:06,820 --> 00:40:09,840
+أول حاجة بتطلع ال oblique muscle dysfunction إذا
+
+543
+00:40:09,840 --> 00:40:13,260
+موجودة لازم أعالجها في الأول خلصت من علاج ال
+
+544
+00:40:13,260 --> 00:40:16,520
+oblique muscle dysfunction بتعامل مع الحوال ك ..
+
+545
+00:40:16,520 --> 00:40:21,320
+يعني .. يعني Strabismus عادي تمام إذا كان مافيش
+
+546
+00:40:21,320 --> 00:40:25,670
+oblique muscle dysfunction بتتبع قاعدة maleال
+
+547
+00:40:25,670 --> 00:40:28,430
+media على ال apex بتاع ال a يعني هتطلع لفوق في
+
+548
+00:40:28,430 --> 00:40:31,290
+حالة ال a button و ال lateral على ال edge بتاعة
+
+549
+00:40:31,290 --> 00:40:34,770
+الحرف الحرف ال a ال edge بتاعته لتحت و ساعتها بدها
+
+550
+00:40:34,770 --> 00:40:39,350
+تنزل لتحت ال common teaching أنه نص تندن width نص
+
+551
+00:40:39,350 --> 00:40:46,570
+تندن width إيزا
+
+552
+00:40:46,570 --> 00:40:48,150
+تربيا في ال primary position؟
+
+553
+00:40:51,360 --> 00:40:55,520
+ليش ميّنة راسك؟ عشان ال cross-fixation في
+
+554
+00:40:55,520 --> 00:41:00,800
+الانفانطاليز التلوبي، ال abduction عندك كويس، لما
+
+555
+00:41:00,800 --> 00:41:04,240
+ماسك الراس كويس، straight في ال up gaze، ease of
+
+556
+00:41:04,240 --> 00:41:08,180
+ال down، inferior oblique over action
+
+557
+00:41:32,210 --> 00:41:36,310
+أمام؟ okay يعطيكوا ألف عافية في هذا موقع أنا
+
+558
+00:41:36,310 --> 00:41:39,530
+بنصحكم تزوروا الموقع المصري للحوال الدكتور جمال
+
+559
+00:41:39,530 --> 00:41:44,550
+الدين أحمد صبحي أستاذ دكتور طبعا فالته في علم
+
+560
+00:41:44,550 --> 00:41:48,370
+الحوال أمام بيعمل يعني في حاجة اسمها case of the
+
+561
+00:41:48,370 --> 00:41:51,130
+week يعني يمكن في فوق الميت حالة و بيعملها نقاش
+
+562
+00:41:51,130 --> 00:41:56,330
+بعثتله أنا من هنا طبعا حالتين اشتغل واحدة منهم
+
+563
+00:41:56,330 --> 00:41:58,330
+جراحة والتانية طبعا طلب مبلغ
+
+564
+00:42:01,640 --> 00:42:05,020
+فأجلناها شويه عبر ما ظروف الأهل تتحسن أو نصير احنا
+
+565
+00:42:05,020 --> 00:42:09,560
+نقدر نعمل بس لا شك انه يعني علمه رائع جدا، في
+
+566
+00:42:09,560 --> 00:42:13,160
+المؤتمر الأخير حاولت ألاجيه، مالاجيتوش في ال 2012،
+
+567
+00:42:13,160 --> 00:42:16,900
+فبنصحكوا تزوروا الموقع المصري للحوش، الدكتور جمال
+
+568
+00:42:16,900 --> 00:42:17,360
+بنينسون
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls.srt
new file mode 100644
index 0000000000000000000000000000000000000000..3fb7d4f87c2b6417ad97b5f0447af457c65f0626
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls.srt
@@ -0,0 +1,2100 @@
+1
+00:00:21,210 --> 00:00:24,550
+بسم الله الرحمن الرحيم موضوعنا اليوم اللي هو ال
+
+2
+00:00:24,550 --> 00:00:28,870
+accommodative esotropia طبعا من الاسم واضح أن
+
+3
+00:00:28,870 --> 00:00:32,970
+الموضوع مشكلة مرتبطة بموضوع الـ accommodation طبعا
+
+4
+00:00:32,970 --> 00:00:36,310
+لو نقول accommodative esotropia يعني الـ
+
+5
+00:00:36,310 --> 00:00:40,450
+accommodation أدى لنوع من الـ esotropia سُمّي باسمه
+
+6
+00:00:40,450 --> 00:00:44,870
+معروف أن أي إنسان طبيعي بده يتطلع على شيء قريب أو
+
+7
+00:00:44,870 --> 00:00:48,590
+near target لازم يعمل accommodation بمجرد ما يعمل
+
+8
+00:00:48,590 --> 00:00:51,680
+accommodation لازم يصاحب هذا الـ accommodation
+
+9
+00:00:51,680 --> 00:00:54,820
+accommodative convergence بالذات النوع اللي بنسميه
+
+10
+00:00:54,820 --> 00:00:58,760
+accommodative convergence طب ليش احنا كناس طبيعيين
+
+11
+00:00:58,760 --> 00:01:01,220
+لما بنعمل accommodative convergence على near
+
+12
+00:01:01,220 --> 00:01:06,420
+target ما بيصيرش معناه esotropia؟ تمام؟ اللي بيفرق
+
+13
+00:01:06,420 --> 00:01:09,140
+بين الإنسان الطبيعي و بين الإنسان اللي عنده
+
+14
+00:01:09,140 --> 00:01:12,520
+accommodative esotropia هي ثالث شغلة احنا قلنا
+
+15
+00:01:12,520 --> 00:01:16,720
+near target بتطلب accommodation، هذه أول شغلة، الـ
+
+16
+00:01:16,720 --> 00:01:18,900
+accommodation بتطلب الشغلة الثانية اللي هي
+
+17
+00:01:18,900 --> 00:01:22,720
+accommodative convergence، الآن الشغلة الثالثة اللي
+
+18
+00:01:22,720 --> 00:01:25,240
+احنا بنفرق كناس طبيعي عن هؤلاء الناس اللي عندهم
+
+19
+00:01:25,240 --> 00:01:29,860
+accommodative esotropia أنَّهُ الـ fusional divergence
+
+20
+00:01:29,860 --> 00:01:33,640
+اللي بيمسك العين أنَّها ما تخشّ جوة زيادة، الـ
+
+21
+00:01:33,640 --> 00:01:37,060
+fusional divergence لما كنا بنحكي عن الـ fusional
+
+22
+00:01:37,060 --> 00:01:40,340
+vergences كنا بنقول: الفيوجينال دايفيرجنس بيمنع الـ
+
+23
+00:01:40,340 --> 00:01:43,480
+esotropia و الـ fusional convergence بيمنع الـ
+
+24
+00:01:43,480 --> 00:01:47,660
+esotropia هؤلاء عندهم الـ fusional divergence مش كافي
+
+25
+00:01:47,660 --> 00:01:53,020
+اللي يمنع الـ convergence من أن يصير بزيادة و يصير
+
+26
+00:01:53,020 --> 00:01:58,620
+esotropia، إذًا في عندي أنا ثلاث شغلات: near target
+
+27
+00:01:58,620 --> 00:02:00,560
+بدها accommodation
+
+28
+00:02:06,850 --> 00:02:09,390
+و الـ accommodation إيش بده؟ accommodative
+
+29
+00:02:09,390 --> 00:02:15,010
+convergence، لابد يعني حتى ما تتحولش القضية كلها لـ
+
+30
+00:02:15,010 --> 00:02:20,230
+accommodative esotropia، لابد أن يكون عندي good
+
+31
+00:02:20,230 --> 00:02:25,330
+fusional divergence، fusional divergence خليني أقول
+
+32
+00:02:25,330 --> 00:02:28,910
+مش good خليني أقول sufficient، sufficient يعني كافي
+
+33
+00:02:28,910 --> 00:02:32,970
+إذا كان insufficient fusional divergence معناته
+
+34
+00:02:32,970 --> 00:02:37,380
+العينين راح تحول لجوة و ما فيش شيء يعني يحد من دخولهم
+
+35
+00:02:37,380 --> 00:02:42,200
+و يَخلي دخولهم طبيعي و منطقي فبالتالي بتنشأ عندي
+
+36
+00:02:42,200 --> 00:02:46,400
+esotropia، بالنهاية لو سألنا إيش السبب في هذه الـ
+
+37
+00:02:46,400 --> 00:02:48,980
+esotropia اللي بنشهدها؟ موضوع الـ accommodation، فعشانك
+
+38
+00:02:48,980 --> 00:02:53,480
+تسمع بالـ accommodative esotropia، طبعا طالما
+
+39
+00:02:53,480 --> 00:02:57,300
+accommodative esotropia ولو جينا سألنا نفسنا سؤال
+
+40
+00:02:57,300 --> 00:03:01,470
+هل هي congenital ولا acquired؟ acquired .. acquired
+
+41
+00:03:01,470 --> 00:03:06,070
+الإنسان طالما بده يعمل accommodation بده يتطلع على
+
+42
+00:03:06,070 --> 00:03:09,890
+targets صغيرة، تمام ألعاب أو كده أو بده يكتب مثلا
+
+43
+00:03:09,890 --> 00:03:13,670
+في الروضة، معناته هذه الـ accommodative esotropia هي
+
+44
+00:03:13,670 --> 00:03:18,410
+كلها بكل أنواعها عبارة عن acquired esotropia وقلنا
+
+45
+00:03:18,410 --> 00:03:21,710
+السبب فيها أنه ما بيكونش fusional divergence
+
+46
+00:03:21,710 --> 00:03:25,110
+كافي فبالتالي بيصير accommodation، accommodative
+
+47
+00:03:25,110 --> 00:03:29,540
+convergence، وبالتالي esotropia؟ أه، ما فيش fusional
+
+48
+00:03:29,540 --> 00:03:32,780
+divergence اللي يمنع شوية و يخلي العينين ما تخشّ
+
+49
+00:03:32,780 --> 00:03:37,780
+أكثر من اللازم، طبعا في منها أنواع كثيرة بس معروف
+
+50
+00:03:37,780 --> 00:03:41,320
+طبعا مين أكثر refractive error بتطلب موضوع الـ
+
+51
+00:03:41,320 --> 00:03:44,440
+accommodation؟ الـ hypermetropia و هؤلاء الناس
+
+52
+00:03:44,440 --> 00:03:48,560
+غالبيتهم العظمى hypermetropic إلا في حالات
+
+53
+00:03:48,560 --> 00:03:52,280
+نادرة، هنحكي عنها في حينها، في حينها، إذا الـ
+
+54
+00:03:52,280 --> 00:03:57,240
+accommodative esotropia الـ near vision بيشمل عملية
+
+55
+00:03:57,240 --> 00:03:59,840
+الـ accommodation و الـ convergence، طبعا الـ
+
+56
+00:03:59,840 --> 00:04:03,720
+accommodation احنا بنعرف أنها تغيير الـ curvature
+
+57
+00:04:03,720 --> 00:04:06,780
+بتاعة الـ crystalline lens عشان توضح صورة الـ near
+
+58
+00:04:06,780 --> 00:04:10,320
+target عشان تعطي power للعين أكثر refractive power
+
+59
+00:04:10,320 --> 00:04:15,440
+وبالتالي تصير الصورة على الشبكية focus، تمام، طبعا
+
+60
+00:04:15,440 --> 00:04:18,580
+بمجرد ما الإنسان يبذل accommodation فورا الـ
+
+61
+00:04:18,580 --> 00:04:21,980
+convergence بيشتغل لأن في بينهم علاقة، علاقة ترادفية
+
+62
+00:04:21,980 --> 00:04:24,520
+كل ما زاد الـ accommodation هيزيد الـ accommodative
+
+63
+00:04:24,520 --> 00:04:28,900
+convergence، إذًا simultaneously the eyes converge in
+
+64
+00:04:28,900 --> 00:04:33,200
+order to fixate binoculary on the target، طبعا الـ
+
+65
+00:04:33,200 --> 00:04:37,160
+accommodation و الـ convergence مربوطين برابط قوي
+
+66
+00:04:37,160 --> 00:04:41,480
+بالعلاقة اللي بنسميها AC/A ratio، طبعا
+
+67
+00:04:41,480 --> 00:04:46,180
+abnormalities of the AC/A ratio بتقدر أنواع
+
+68
+00:04:46,180 --> 00:04:51,740
+معينة من الـ accommodative esotropia، نجي لتقسيم الـ
+
+69
+00:04:51,740 --> 00:04:56,380
+accommodative esotropia، الـ accommodative esotropia
+
+70
+00:04:57,420 --> 00:05:01,960
+تقسم لثلاث أنواع، النوعان الأول و الثاني و الثالث بيشمل الأول
+
+71
+00:05:01,960 --> 00:05:07,360
+و الثاني، refractive و
+
+72
+00:05:07,360 --> 00:05:11,040
+non refractive
+
+73
+00:05:11,040 --> 00:05:19,860
+و mixed يعني بيشمل refractive زائد non refractive
+
+74
+00:05:19,860 --> 00:05:27,560
+طيب الـ refractive بينقسم لنوعين: fully accommodative
+
+75
+00:05:27,560 --> 00:05:37,520
+و partially accommodative، الـ
+
+76
+00:05:37,520 --> 00:05:45,640
+non refractive هو سببه high AC/A ratio، في منه
+
+77
+00:05:45,640 --> 00:05:54,320
+نوعين أيضا: convergence excess و hypo
+
+78
+00:05:54,320 --> 00:05:55,160
+accommodative
+
+79
+00:05:58,880 --> 00:06:07,320
+convergence excess، هنحاول احنا نشرح كل نوع بالتدريج
+
+80
+00:06:07,320 --> 00:06:11,220
+و هنلاقي أن الأمر بسيط جدا، احنا قلنا accommodative
+
+81
+00:06:11,220 --> 00:06:15,140
+esotropia الـ pathophysiology بتاعتها ثلاث شغلات
+
+82
+00:06:15,920 --> 00:06:19,060
+كيف يعني بتصير؟ بتصير أنه في عندي accommodation
+
+83
+00:06:19,060 --> 00:06:21,760
+أدى لـ accommodative convergence، هذا الـ
+
+84
+00:06:21,760 --> 00:06:23,820
+accommodative convergence ما فيش fusional
+
+85
+00:06:23,820 --> 00:06:27,360
+divergence اللي يمنعه من أن يدخل العين أكثر من
+
+86
+00:06:27,360 --> 00:06:31,220
+اللازم، فيجي esotropia، الآن ما سبب هذا الـ
+
+87
+00:06:31,220 --> 00:06:35,260
+accommodation؟ ما سبب هذا الـ accommodation؟ لما
+
+88
+00:06:35,260 --> 00:06:38,340
+بنقول refractive accommodative esotropia معناته
+
+89
+00:06:38,340 --> 00:06:42,420
+refractive error أو بالأحرى الـ hypermetropia هي
+
+90
+00:06:42,420 --> 00:06:49,010
+السبب، هي السبب، هؤلاء الناس ممكن ييجوا في عمر بين ستة
+
+91
+00:06:49,010 --> 00:06:56,990
+شهور لسبع سنوات، بس غالبا بيجيني في عمر سنتين و نصف
+
+92
+00:06:56,990 --> 00:07:01,970
+لثلاث سنوات، هنا أكثر عددهم بيجي في عمر سنتين و
+
+93
+00:07:01,970 --> 00:07:07,090
+نصف لثلاث سنوات، الآن في بعض الأطفال اللي عندهم
+
+94
+00:07:07,090 --> 00:07:10,170
+refractive accommodative esotropia بيجي في عمر
+
+95
+00:07:10,170 --> 00:07:14,290
+أربعة شهور، يعني very early بيجي بس مش هذه القاعدة
+
+96
+00:07:14,290 --> 00:07:18,210
+القاعدة أن هذا الـ range اللي بيجي فيه، يعني العمر
+
+97
+00:07:18,210 --> 00:07:22,390
+بتاع refractive accommodative esotropia بتكون في
+
+98
+00:07:22,390 --> 00:07:26,470
+هذا الـ range، طبعا من اسمهم refractive
+
+99
+00:07:26,470 --> 00:07:29,390
+accommodative esotropia يعني عنده refractive error
+
+100
+00:07:29,390 --> 00:07:32,390
+يعني بالعربي عنده refractive error اللي بسبب الـ
+
+101
+00:07:32,390 --> 00:07:39,000
+accommodation، عنده من +2 إلى +7 في
+
+102
+00:07:39,000 --> 00:07:42,960
+الغالب، اللي هو إيش الـ refractive error، نيجي الأن
+
+103
+00:07:42,960 --> 00:07:47,360
+احنا نتوقف دقيقة هنا عشان نشرح القضية، الإنسان اللي
+
+104
+00:07:47,360 --> 00:07:52,380
+عنده +2 ديوبتر hypermetropia لما يتطلع على
+
+105
+00:07:52,380 --> 00:07:57,050
+distant target لازم يبذل 2 ديوبتر of accommodation
+
+106
+00:07:57,050 --> 00:08:02,910
+لما يتطلع على near target بده يبذل أكثر و أكثر حسب
+
+107
+00:08:02,910 --> 00:08:06,650
+الـ near target هل هو على بعد نصف متر، متر، ربع متر
+
+108
+00:08:06,650 --> 00:08:11,350
+إلخ، فبالتالي هؤلاء الناس بيصير عندهم السبب
+
+109
+00:08:11,350 --> 00:08:14,730
+الرئيسي الـ hypermetropia أدت إلى accommodation أدت
+
+110
+00:08:14,730 --> 00:08:17,970
+إلى accommodative convergence، كل هذا الكلام
+
+111
+00:08:17,970 --> 00:08:24,850
+ما عندهوش كفاية fusional divergence فأدى إلى esotropia
+
+112
+00:08:24,850 --> 00:08:27,650
+اللي بنسميها refractive accommodative esotropia
+
+113
+00:08:27,650 --> 00:08:31,310
+إذًا الموضوع بسيط جدا، طيب ليش قسمناها لـ fully
+
+114
+00:08:31,310 --> 00:08:34,350
+accommodative و partially accommodative؟ حقيقة
+
+115
+00:08:34,350 --> 00:08:39,170
+الأمر التقسيم ناتج بعد العلاج، طبعا العلاج إيش بده
+
+116
+00:08:39,170 --> 00:08:44,510
+يكون نضارة، بدي أمنع الشيء اللي اضطرها أن تعمل
+
+117
+00:08:44,510 --> 00:08:47,290
+accommodation، أنا بدي أركز بالنيابة عنها لأن احنا
+
+118
+00:08:47,290 --> 00:08:50,130
+قلنا الـ accommodation تغير في الـ curvature بتاع
+
+119
+00:08:50,130 --> 00:08:53,570
+الـ crystalline lens عشان تزيد قوتها، لو عندها اثنين
+
+120
+00:08:53,570 --> 00:08:56,050
+ديوبتر أنا بدي أعطيها اثنين ديوبتر، لو عندها سبعة
+
+121
+00:08:56,050 --> 00:08:58,390
+ديوبتر أنا بدي أعطيها، لو عندها خمسة أنا بدي أعطيها
+
+122
+00:08:58,390 --> 00:09:01,070
+فوجدوا أن العلاج في هذه الحالة
+
+123
+00:09:15,030 --> 00:09:23,950
+الآن أعطيت هذا الإنسان full correction، لما بفحصه و
+
+124
+00:09:23,950 --> 00:09:27,550
+هو لابس الـ full correction هيُصِف في .. في .. في
+
+125
+00:09:27,550 --> 00:09:30,370
+مجموعة من المجموعتين fully accommodative، يعني
+
+126
+00:09:30,370 --> 00:09:34,970
+بتصلح تماما بالنضارة، يعني بيصير ما فيش عنده squint
+
+127
+00:09:34,970 --> 00:09:38,610
+بالنضارة، لا على الـ distance ولا على الـ near، يعني على الـ
+
+128
+00:09:38,610 --> 00:09:42,890
+distance بيصير تقريبا ortho أو ortho، و على near نفس
+
+129
+00:09:42,890 --> 00:09:46,150
+الشيء تمام، فهذا بسميه fully accommodative يعني
+
+130
+00:09:46,150 --> 00:09:51,090
+استجاب تماما لعلاج السبب الرئيسي للموضوع كله اللي
+
+131
+00:09:51,090 --> 00:09:54,330
+هو إيش؟ الـ accommodation، موضوع الـ accommodation، مين
+
+132
+00:09:54,330 --> 00:09:57,770
+اللي عمل الـ accommodation بالنيابة عن عينه؟ النضارة
+
+133
+00:09:57,770 --> 00:10:01,690
+الـ lenses، تمام، فبالتالي بتصلح تماما، بيصير على الـ
+
+134
+00:10:01,690 --> 00:10:06,590
+distance و الـ near، OK
+
+135
+00:10:06,590 --> 00:10:09,470
+يعني بالنضارة، نسبه 100% و انت تمام
+
+136
+00:10:12,780 --> 00:10:15,720
+الـ partially accommodative من اسمها partially
+
+137
+00:10:15,720 --> 00:10:20,300
+accommodative، لأ، أنت بتعطيه الـ full correction بس
+
+138
+00:10:20,300 --> 00:10:24,400
+بتلاحظ أنَّه ما بتصلحش الحول كله، بيظل جزء منه
+
+139
+00:10:24,400 --> 00:10:28,840
+بيظل جزء منه، بمعنى لو فرضنا عنده مثلا ثلاثين
+
+140
+00:10:28,840 --> 00:10:32,640
+prism esotropia و أعطيناه الـ full correction صار
+
+141
+00:10:32,640 --> 00:10:36,100
+خمسة عشر prism esotropia، هذا معناته partially
+
+142
+00:10:36,100 --> 00:10:41,240
+accommodative esotropia، يا ترى ليش بعض الناس
+
+143
+00:10:42,410 --> 00:10:45,530
+partially accommodative؟ ليش مثلا أنا صلحت له كل الـ
+
+144
+00:10:45,530 --> 00:10:49,450
+refractive error ليش ما يصير زي و زي النوع الأول
+
+145
+00:10:49,450 --> 00:10:53,590
+fully accommodative؟ هنا في نظريتين أو يعني
+
+146
+00:10:53,590 --> 00:10:57,670
+اعتقادين بالنسبة لهذه القضية، هذه القضية الـ
+
+147
+00:10:57,670 --> 00:11:02,370
+partially accommodative، الاعتقاد الأول أنَّه تأخر في
+
+148
+00:11:02,370 --> 00:11:05,990
+ارتداء النضارة، و هذه رسالة لنا، إيش يعني التأخر في ارتداء
+
+149
+00:11:05,990 --> 00:11:12,470
+النضارة؟ الاهل لاحظوا أنَّه في عمر سنتين و نصف الطفل
+
+150
+00:11:12,470 --> 00:11:17,890
+عنده أحياناً عينيه بتدخل لجوة، و أحياناً بتعدل إذا بيطلع
+
+151
+00:11:17,890 --> 00:11:21,630
+أو بيركز في لعبة أو في شيء، بتدخل عينيه لجوة، لما
+
+152
+00:11:21,630 --> 00:11:24,990
+ما بيكون بيركز أو بيتطلع على شيء بعيد مثلا بتعدل جزئيا
+
+153
+00:11:24,990 --> 00:11:31,060
+فالحول عنده intermittent و تأخروا في لبسه نضارة
+
+154
+00:11:31,060 --> 00:11:35,020
+بناء على نصيحة اللي هو الإنسان اللي اشتغل معهم هذه
+
+155
+00:11:35,020 --> 00:11:40,240
+الحالة، تمام، التأخر في علاج الـ Accommodative
+
+156
+00:11:40,240 --> 00:11:43,220
+Esotropia، الـ Refractive Accommodative Esotropia
+
+157
+00:11:43,220 --> 00:11:47,520
+ولو لأسابيع بسيطة ممكن يخلي جزء من الحول ما يتصلحش
+
+158
+00:11:47,520 --> 00:11:50,800
+بالـ correction، صار جزء بيتصلح بالـ correction و جزء
+
+159
+00:11:50,800 --> 00:11:54,060
+ما بيتصلحش بالـ correction، زي الأرقام اللي احنا
+
+160
+00:11:54,060 --> 00:11:58,620
+شايفينها، إيش هذا بيعطينا رسالة أن بمجرد ما اكتشف
+
+161
+00:11:58,620 --> 00:12:03,360
+أنا كطبيب أن في طفل عنده Refractive Accommodative
+
+162
+00:12:03,360 --> 00:12:07,580
+Esotropia، الـ full correction بدون أي تأخير، الـ full
+
+163
+00:12:07,580 --> 00:12:12,060
+correction بدون أي تأخير، تمام، نصبر عليه شوية، ما
+
+164
+00:12:12,060 --> 00:12:17,580
+نصبرش عليه، لأ، ما نصبرش، بده يلبس النضارة و يلبسها
+
+165
+00:12:17,580 --> 00:12:22,280
+طول النهار، و يلبسها طول النهار حتى يظل في خانة الـ
+
+166
+00:12:22,280 --> 00:12:26,600
+fully accommodative esotropia، بعض المقولة الثانية أو
+
+167
+00:12:26,600 --> 00:12:31,300
+حقيقة علمية ثانية أو نظرية ثانية أن هنا تأخر في
+
+168
+00:12:31,300 --> 00:12:35,740
+العلاج، النظرية الثانية بتقول أن هذه esotropia
+
+169
+00:12:38,060 --> 00:12:41,500
+و صار بعدها accommodative component يعني هي
+
+170
+00:12:41,500 --> 00:12:45,020
+esotropia مش accommodative بالأساس و بعد ذلك
+
+171
+00:12:45,020 --> 00:12:49,280
+انضاف لها accommodative component، يعني إيش
+
+172
+00:12:49,280 --> 00:12:55,880
+accommodative component؟ كيف هذا الكلام؟ ساق انسان
+
+173
+00:12:55,880 --> 00:12:59,720
+عمره سنتين، الـ refractive error بتاعه within normal
+
+174
+00:12:59,720 --> 00:13:06,830
+يعني مثلا +1.5 كده، و عنده esotropia كبيرة
+
+175
+00:13:06,830 --> 00:13:10,870
+تمام، احنا معروف الطفل لما بيكبر الـ curvature بتاع الـ
+
+176
+00:13:10,870 --> 00:13:14,890
+hypermetropia بيزيد بالذات بين عمره سنتين و ست
+
+177
+00:13:14,890 --> 00:13:19,190
+سنوات، تمام، فلما آجي أنا على الفحص أنَّه بعد سنة
+
+178
+00:13:19,190 --> 00:13:22,110
+صار عمره ثلاث سنين و عنده مثلا +3 أو +
+
+179
+00:13:22,110 --> 00:13:27,070
+4 بدي أصلحه له، يعني بالغالب هيتصلح جزء من الحول
+
+180
+
+223
+00:16:27,030 --> 00:16:31,130
+يعني أكثر من الـ fusional divergence بتاعه هتنشأ
+
+224
+00:16:31,130 --> 00:16:34,930
+إيزوتروبيا، خصائص الإيزوتروبيا في الـ non
+
+225
+00:16:34,930 --> 00:16:38,610
+refractive اللي بيميزها عن الـ refractive، الفرق بين
+
+226
+00:16:38,610 --> 00:16:40,930
+الـ distance measurement و الـ near measurement
+
+227
+00:16:40,930 --> 00:16:46,150
+تمام؟ احنا قلنا هذا مرتبط بالـ high AC على A ratio
+
+228
+00:16:46,150 --> 00:16:48,990
+و الـ AC على A ratio شغله في الـ near لأنه
+
+229
+00:16:48,990 --> 00:16:52,890
+accommodation، تمام؟ مش في الـ distance إذا لجينا
+
+230
+00:16:52,890 --> 00:16:57,760
+فرق بين الـ distance و الـ near، إذا وجدنا إيزوتروبيا
+
+231
+00:16:57,760 --> 00:17:02,080
+في النير أكثر، فرق أكثر من عشر بريزم بدأ أتوقع
+
+232
+00:17:02,080 --> 00:17:06,160
+high AC على A ratio، بمعنى حسن جستيلو
+
+233
+00:17:06,160 --> 00:17:08,780
+الإيزوتروبيا على الـ distance طلعت عشرين بريزم
+
+234
+00:17:08,780 --> 00:17:14,960
+عشرين بريزم، وعلى النير الإيزوتروبيا على النير
+
+235
+00:17:14,960 --> 00:17:18,860
+طلعت أربعين بريزم، جدعش الفرق بينهم أكثر من عشرة
+
+236
+00:17:18,860 --> 00:17:22,040
+إيش اللي خليها تزيد؟ الإيزوتروبيا على النير لازم
+
+237
+00:17:22,040 --> 00:17:27,980
+أتوقع أن في عندي high AC على A ratio
+
+238
+00:17:27,980 --> 00:17:35,600
+طيب هذا الـ high AC على A ratio مش شرط أنه يكون فيه
+
+239
+00:17:35,600 --> 00:17:40,240
+refractive error، بالعكس بعضهم بيكون في عنده mild
+
+240
+00:17:40,240 --> 00:17:44,020
+hypermetropia مناسبة لسنه، مش أكثر من الـ plus اتنين
+
+241
+00:17:44,020 --> 00:17:47,700
+اتنين وربع، تمام، مناسبة لعمر الطفل، بعتبرهاش
+
+242
+00:17:47,700 --> 00:17:51,520
+hypermetropia significant، وممكن يكون M-troph و
+
+243
+00:17:51,520 --> 00:17:55,550
+بعضهم حتى even ممكن يكون myopic refraction عنده
+
+244
+00:17:55,550 --> 00:17:59,530
+تمام، ومع ذلك بيكون عنده إيزوتروبيا على النير أكثر
+
+245
+00:17:59,530 --> 00:18:03,130
+من الـ distance بمقدار يفوق العشرة prism diopter
+
+246
+00:18:03,130 --> 00:18:08,090
+إذا بتوقع high AC على A ratio هذا السبب فيها، هذا
+
+247
+00:18:08,090 --> 00:18:12,910
+السبب فيها، طب إيش الفائدة من تقسيمها؟ فايدة من
+
+248
+00:18:12,910 --> 00:18:16,470
+تقسيمها high refractive و non refractive، أعرف
+
+249
+00:18:16,470 --> 00:18:20,670
+وسيلة العلاج، أعرف وسيلة العلاج، طيب قبل ما نقول
+
+250
+00:18:20,670 --> 00:18:27,540
+وسيلة العلاج، بنقول عن شغلة معينة احنا بنقول high A
+
+251
+00:18:27,540 --> 00:18:37,860
+C على A ratio، إذا قلنا احنا سين على صاد هو كسر، متى
+
+252
+00:18:37,860 --> 00:18:43,200
+يكبر هذا الكسر؟ إذا كبر البسط، يعني إذا زادت سين
+
+253
+00:18:43,200 --> 00:18:51,680
+إذا زادت سين أو إذا قلت صاد، مظبوط
+
+254
+00:18:53,610 --> 00:18:58,630
+لما بيزيد المقام الكثير كله بيزيد، لما بيزيد البسط
+
+255
+00:18:58,630 --> 00:19:03,230
+الكثير كله بيزيد، بمعنى لما بنقول الـ accommodative
+
+256
+00:19:03,230 --> 00:19:06,570
+convergence على الـ accommodation ratio، هذا كله الـ
+
+257
+00:19:06,570 --> 00:19:10,910
+ratio، امتى بيزيد؟ أما لما يزيد الـ convergence أو
+
+258
+00:19:10,910 --> 00:19:14,850
+لما يقل الـ accommodation، يضعف الـ accommodation
+
+259
+00:19:14,850 --> 00:19:20,310
+إذا كان الـ AC على A ratio زايد بسبب زيادة الـ
+
+260
+00:19:20,310 --> 00:19:23,390
+accommodative convergence، بتسمى convergence excess
+
+261
+00:19:25,030 --> 00:19:29,690
+non refractive accommodative esotropia due to
+
+262
+00:19:29,690 --> 00:19:38,290
+convergence axis، وحنقول كيف نفرج بينهم، إذا زاد هذا
+
+263
+00:19:38,290 --> 00:19:41,430
+الكمية هذه، زادت كلها نتيجة أن الـ accommodation
+
+264
+00:19:41,430 --> 00:19:46,430
+ضعيف، بتسمى hypo accommodative convergence axis
+
+265
+00:19:46,430 --> 00:19:48,810
+هنشرح كل واحدة على حدة
+
+266
+00:19:51,680 --> 00:19:54,620
+هاي سر التجسيمة لـ convergence excess و hypo
+
+267
+00:19:54,620 --> 00:19:58,180
+accommodative convergence excess، نرجع نشرحها
+
+268
+00:19:58,180 --> 00:20:03,020
+بالتدريج، البطيء، إيجي حسن عن مؤسسة أو العيادة عن
+
+269
+00:20:03,020 --> 00:20:07,960
+مؤسسة الصحية، عنده إيزوتروبيا، عمره تلت سنين، عنده
+
+270
+00:20:07,960 --> 00:20:12,060
+إيزوتروبيا، جسناها على الـ distance، لاقيناها خمسة عشر
+
+271
+00:20:12,060 --> 00:20:16,740
+prism، على الـ near لاقيناها خمسة، خليني أقول سبعة
+
+272
+00:20:16,740 --> 00:20:23,060
+وعشرين prism، متوقع أنه يكون عنده AC على A ratio، قبل ما
+
+273
+00:20:23,060 --> 00:20:26,880
+نقول في أي مجموعة، عملنا له refractive error، طلع
+
+274
+00:20:26,880 --> 00:20:30,640
+واحد وخمسة وسبعين في المئة ضعيف في الـ both eye
+
+275
+00:20:30,640 --> 00:20:33,460
+هذا مش significant hypermetropia، اللي أقول هذا
+
+276
+00:20:33,460 --> 00:20:36,560
+refractive accommodative، هذا non refractive بس
+
+277
+00:20:36,560 --> 00:20:40,600
+accommodative، كيف عرفت أنه accommodative؟ بدليل أنه
+
+278
+00:20:40,600 --> 00:20:43,560
+زاد عن near، و الـ near هو اللي بيلزم الـ
+
+279
+00:20:43,560 --> 00:20:47,380
+accommodation، طيب الآن صار عندي هذا اسمه non
+
+280
+00:20:47,380 --> 00:20:50,060
+refractive، non refractive
+
+281
+00:20:53,340 --> 00:20:58,660
+non refractive accommodative
+
+282
+00:20:58,660 --> 00:21:05,160
+esotropia، بس تحت أي band بده ينزل؟ بده أشوف هل الـ
+
+283
+00:21:05,160 --> 00:21:08,860
+accommodation عنده ضعيف ولا الـ convergence عنده
+
+284
+00:21:08,860 --> 00:21:13,400
+زائد؟ أنا من فرق الـ near و الـ distance بقول أنه عنده
+
+285
+00:21:13,400 --> 00:21:16,940
+high AC على A ratio، هذه متفق عليها، بس بضل أحطه تحت
+
+286
+00:21:16,940 --> 00:21:20,240
+أي band من الـ bands، في حاجة درسناها في حول واحد
+
+287
+00:21:20,240 --> 00:21:24,860
+اسمها الـ near point of accommodation، إيش يعني الـ
+
+288
+00:21:24,860 --> 00:21:29,720
+near point of accommodation؟ أقرب نقطة بيقدر يعمل
+
+289
+00:21:29,720 --> 00:21:35,260
+عليها clear focus، و بتنقص بالـ RAF rule، فالطبيعي
+
+290
+00:21:35,260 --> 00:21:38,720
+هذه الـ near point of accommodation بتكون متناسبة
+
+291
+00:21:38,720 --> 00:21:44,040
+مع السن، حسن سنه قداش؟ تلت سنوات أو أربع سنوات أو
+
+292
+00:21:44,040 --> 00:21:48,480
+خمس سنوات، تمام، فحصنا له الـ near point of
+
+293
+00:21:48,480 --> 00:21:54,870
+accommodation، اللي لاقيناها عشرين سنتي، بعيدة، معناته الـ
+
+294
+00:21:54,870 --> 00:21:57,850
+accommodation عنده ضعيف، مش قادر يعمل accommodation
+
+295
+00:21:57,850 --> 00:22:03,250
+طيب الإنسان اللي مش قادر يعمل accommodation يعني
+
+296
+00:22:03,250 --> 00:22:09,730
+مش قادر يوضح إيش الصورة في دماغه، إيش هيعمل؟ هيُعطي
+
+297
+00:22:09,730 --> 00:22:17,120
+order للـ accommodation بزيادة، تمام؟ مش قادر، مش قادر
+
+298
+00:22:17,120 --> 00:22:22,300
+يعمل accommodation، هيضل الدماغ يعطي إرساليات
+
+299
+00:22:22,300 --> 00:22:26,400
+وشحنات عصبية عشان يعطي… للـ crystalline lens
+
+300
+00:22:26,400 --> 00:22:30,260
+للـ ciliary ring عشان يعمل accommodation، وفي نفس
+
+301
+00:22:30,260 --> 00:22:34,940
+الوقت الدماغ، طالما بعت للـ accommodation، هيبعت للـ
+
+302
+00:22:34,940 --> 00:22:38,200
+accommodative convergence، فهيصير في عندي over
+
+303
+00:22:38,200 --> 00:22:41,740
+convergence، الـ convergence بيلبي و الـ accommodation
+
+304
+00:22:41,740 --> 00:22:45,880
+مش قادر يلبيه، تمام، الـ convergence بيلبي يعني بيقدر
+
+305
+00:22:45,880 --> 00:22:49,240
+ينفذ الـ order بتاع الدماغ، فبيصير over convergence
+
+306
+00:22:49,240 --> 00:22:53,020
+سببه ضعف الـ accommodation، فبيسموه hypo
+
+307
+00:22:53,020 --> 00:22:57,040
+accommodative convergence excess، هو convergence
+
+308
+00:22:57,040 --> 00:23:00,060
+excess نتج بالأساس عن ضعف الـ accommodation
+
+309
+00:23:00,060 --> 00:23:04,680
+فبالتالي بقول حسن بالمواصفات هاي عنده non
+
+310
+00:23:04,680 --> 00:23:10,840
+refractive accommodative esotropia، ناتج عن high AC
+
+311
+00:23:10,840 --> 00:23:14,980
+على A ratio، اللي بدوره ناتج عن ضعف المقام اللي هو
+
+312
+00:23:14,980 --> 00:23:20,360
+الـ accommodation، إحسين عنده نفس المواصفات بس اللهم
+
+313
+00:23:20,360 --> 00:23:23,000
+لما جينا حسبنا الـ near point of accommodation طلعت
+
+314
+00:23:23,000 --> 00:23:30,350
+سبعة سنتي، طبيعية، طبيعية، تمام، الآن عنده high
+
+315
+00:23:30,350 --> 00:23:32,970
+AC على A ratio، معناته عنده الـ convergence اللي
+
+316
+00:23:32,970 --> 00:23:35,670
+زايد، طب كيف عرفت أنه الـ accommodation مش ضعيف؟
+
+317
+00:23:35,670 --> 00:23:40,390
+normal near point of accommodation، بمعنى هدول
+
+318
+00:23:40,390 --> 00:23:44,470
+اتنين بيفرجوا عن بعض فقط في الـ NPA، near point of
+
+319
+00:23:44,470 --> 00:23:47,730
+accommodation، في الأولاني لازم تكون طبيعية، و في
+
+320
+00:23:47,730 --> 00:23:52,130
+الثاني لازم تكون بعيدة، بعيدة، مش نجيب إنسان مثلا
+
+321
+00:23:52,960 --> 00:23:56,240
+عمره أربعين سنة ونقول هذا عنده hypo accommodative
+
+322
+00:23:56,240 --> 00:23:59,300
+لأنها مثلا عنده على أربعين سنتي الـ near point of
+
+323
+00:23:59,300 --> 00:24:02,200
+accommodation، هذا حسب السنة، الـ near point of
+
+324
+00:24:02,200 --> 00:24:05,900
+accommodation بتبعد، وبينشأ بعديها القضية إيش
+
+325
+00:24:05,900 --> 00:24:12,980
+leprospiopia، طيب نضرب مثال ثاني، مثال ثاني عشان
+
+326
+00:24:12,980 --> 00:24:18,740
+تتضح الأمور، الآن علي عنده إيزوتروبيا على الـ
+
+327
+00:24:18,740 --> 00:24:25,600
+distance سبعة عشر prism، عمره طبعا ست سنوات، وعلى
+
+328
+00:24:25,600 --> 00:24:32,130
+النير عنده خمسة وثلاثين prism، إيش تتوقعوا؟ لسه
+
+329
+00:24:32,130 --> 00:24:37,730
+مابنقولش non refractive، عنده plus خمسة في العين
+
+330
+00:24:37,730 --> 00:24:41,350
+اليمين و plus ستة في العين الشمال، هذا بيصفي إيش
+
+331
+00:24:41,350 --> 00:24:47,130
+mixed، هذا بيصفي mixed، أنا بالمثال هذا بس بدي أوضح
+
+332
+00:24:47,130 --> 00:24:49,570
+أنّه الـ mixed عبارة عن refractive يعني
+
+333
+00:24:49,570 --> 00:24:53,930
+hypermetropia، الها دور في قضية الـ ISO و non
+
+334
+00:24:53,930 --> 00:24:57,790
+refractive، أيضا عنده المشكلتين، عنده high AC على
+
+335
+00:24:57,790 --> 00:25:00,590
+A ratio، وعنده refractive error، فبالتالي لما
+
+336
+00:25:00,590 --> 00:25:05,310
+بنرجع بنذكر حالنا بالـ accommodative isotropia ككل
+
+337
+00:25:05,310 --> 00:25:09,290
+نرسم شجرتها، الشجرة refractive و non refractive و
+
+338
+00:25:09,290 --> 00:25:12,010
+mixed، إيش المقصود بالـ refractive؟ accommodative
+
+339
+00:25:12,010 --> 00:25:16,170
+isotropy، الـ accommodation الناتج عن الـ refractive
+
+340
+00:25:16,170 --> 00:25:17,950
+error، مين الـ refractive error اللي بيعمل لي
+
+341
+00:25:17,950 --> 00:25:20,710
+accommodation؟ هل هو الميوبيا؟ الميوبيا بالعكس
+
+342
+00:25:20,710 --> 00:25:23,650
+بتريح الـ accommodation، إذا الـ hypermetropia هي
+
+343
+00:25:23,650 --> 00:25:27,690
+اللي بتعمل، كل ما زادت الـ hypermetropia كل ما زاد
+
+344
+00:25:27,690 --> 00:25:30,590
+الحاجة للـ accommodation عشان أوضح الصورة على الـ
+
+345
+00:25:30,590 --> 00:25:35,210
+retina، طيب زاد الـ accommodation تلقائي لازم يزيد
+
+346
+00:25:35,210 --> 00:25:39,230
+الـ convergence، مافيش fusional divergence يعمل
+
+347
+00:25:39,230 --> 00:25:42,630
+control للموضوع، فبتصير إيش؟ إيزوتروبيا، إذا
+
+348
+00:25:42,630 --> 00:25:46,090
+الإيزوتروبيا على الـ distance وعلى النير متساوية أو
+
+349
+00:25:46,090 --> 00:25:49,010
+متقاربة، مافيش فارق كبير بينهم، أقل من عشرة
+
+350
+00:25:49,010 --> 00:25:52,250
+الفارق، معناته إيش؟ هذه refractive نتجة عن
+
+351
+00:25:52,250 --> 00:25:56,010
+refractive error، الآن إذا كان فيه فارق أكثر من
+
+352
+00:25:56,010 --> 00:26:00,050
+عشرة prism، هذه non refractive، طبعا إذا كان
+
+353
+00:26:00,050 --> 00:26:02,950
+refractive error طبيعي، يعني واحد، واحد ونصف، واحد
+
+354
+00:26:02,950 --> 00:26:06,960
+و ربع، واحد وثلاثة أرباع، ما زادش عن اتنين، ممكن يكون
+
+355
+00:26:06,960 --> 00:26:09,640
+عندي mixed، اه ممكن يكون عندي mixed، ممكن يكون عندي
+
+356
+00:26:09,640 --> 00:26:13,620
+high AC على A ratio، وفي نفس الوقت refractive
+
+357
+00:26:13,620 --> 00:26:17,220
+error عالي، الـ refractive error عالي بده full
+
+358
+00:26:17,220 --> 00:26:20,720
+correction، حسب السن طبعا، و الـ non refractive لسه
+
+359
+00:26:20,720 --> 00:26:25,120
+هنحكي عنه في إيش؟ في حينه، في الـ treatment، إذا في
+
+360
+00:26:25,120 --> 00:26:29,200
+عندي refractive و non refractive و mixed، الـ non
+
+361
+00:26:29,200 --> 00:26:32,660
+refractive عفوا لها نوعين، كيف أفرّج بين النوعين؟
+
+362
+00:26:32,660 --> 00:26:37,060
+النوعين هما إما convergence excess نتيجة أنّه الـ AC
+
+363
+00:26:37,060 --> 00:26:42,720
+زايد، الـ AC هو اللي زايد، أو hypo-accommodative
+
+364
+00:26:42,720 --> 00:26:45,480
+convergence excess، الـ accommodation هو اللي ضعيف
+
+365
+00:26:45,480 --> 00:26:50,420
+إذا هذا زاد، هيقدر أن الكسر كله يزيد، إذا هذا ضعف
+
+366
+00:26:50,420 --> 00:26:54,160
+برضه هيقدر أن الكسر كله يزيد، فبالتالي بتصفي عندي
+
+367
+00:26:54,160 --> 00:26:57,900
+AC على A ratio، الفرق الوحيد بين الاتنين لازم
+
+368
+00:26:57,900 --> 00:27:03,420
+نشوف الـ near point of accommodation
+
+369
+00:27:03,420 --> 00:27:06,600
+الـ mixed اللي هي refractive و non refractive
+
+370
+00:27:07,470 --> 00:27:12,050
+بأعطي ش قراري إلا لما أخلص كل الفحص، لأنه ممكن يكون
+
+371
+00:27:12,050 --> 00:27:16,010
+عندي high AC على A ratio، وفي نفس الوقت في عندي بعض
+
+372
+00:27:16,010 --> 00:27:19,230
+الـ cycloplegia طلع refractive error عالي، فبسميهاش
+
+373
+00:27:19,230 --> 00:27:21,770
+non refractive، بسميها mixed، بسميها mixed
+
+374
+00:27:21,770 --> 00:27:29,330
+accommodative esotropia، يا ترى يعني إيش العلاج
+
+375
+00:27:29,330 --> 00:27:34,850
+بتاع هدول التلات أصناف؟ العلاج بسيط جدا، بدأنا احنا
+
+376
+00:27:34,850 --> 00:27:40,320
+نحكي عنه، نرجع نكتبه، Refractive, Accommodative,
+
+377
+00:27:40,740 --> 00:27:46,440
+Esotropia، قلنا Fully Accommodative و Partially
+
+378
+00:27:46,440 --> 00:27:51,380
+Accommodative، الـ
+
+379
+00:27:51,380 --> 00:27:58,980
+Fully Accommodative، Full Cycloplegic Refraction
+
+380
+00:27:58,980 --> 00:28:05,180
+إذا أنا عملت بالـ Auto Refractometer، الرقم اللي
+
+381
+00:28:05,180 --> 00:28:12,500
+بيطلع معايا بدّك تحطه، بلك تحطه، طلع 12 plus 12، تحط
+
+382
+00:28:12,500 --> 00:28:17,100
+الـ plus 12، ما تخافيش أنك تحطيه، وبالذات تحت عمر 6
+
+383
+00:28:17,100 --> 00:28:21,780
+سنوات، وبالذات تحت عمر 6 سنوات، بتذكره في آخر حول
+
+384
+00:28:21,780 --> 00:28:25,860
+واحد، لما قلنا when to prescribe، تحت عمر 6 سنوات و
+
+385
+00:28:25,860 --> 00:28:28,920
+عنده esotropia يعني accommodative esotropia، لابد
+
+386
+00:28:28,920 --> 00:28:32,220
+من يأخذ full cycloplegic refraction، الآن إذا أنا
+
+387
+00:28:32,220 --> 00:28:34,880
+عملت الـ refraction بواسطة الـ retinoscope، بس الـ
+
+388
+00:28:34,880 --> 00:28:37,980
+working distance اللي بتخصم، و هي اصلا عادة احنا
+
+389
+00:28:37,980 --> 00:28:42,780
+بنخصمها في كل، في كل الحالات، تأثير السيكلوبليجيك لـ
+
+390
+00:28:42,780 --> 00:28:46,560
+بدك تعطي الـ full cycloplegic refraction عشان تمنع
+
+391
+00:28:46,560 --> 00:28:49,840
+أي نوع من الـ accommodation، لأن هذا سببه الـ
+
+392
+00:28:49,840 --> 00:28:53,100
+accommodation، أنا بدي أشيل عن الدماغ موضوع الـ
+
+393
+00:28:53,100 --> 00:28:56,340
+accommodation، ليش بدي أشيل عن الدماغ؟ عشان ما يصيرش
+
+394
+00:28:56,340 --> 00:29:00,000
+convergence، ليش ما بدي يصير convergence؟ لأن مافيش
+
+395
+00:29:00,000 --> 00:29:03,500
+fusional divergence كافي يمنع الـ isotropia
+
+396
+00:29:03,500 --> 00:29:07,790
+فبالتالي أنا بدي أشيل موضوع الـ accommodation، بيصير
+
+397
+00:29:07,790 --> 00:29:11,310
+عشان توضيح الصورة على الشبكية، أنا هوضح
+
+445
+00:32:46,880 --> 00:32:50,040
+لو سمحلي.. لو طالما يعني بتصلح بالجراحة يعني ليه
+
+446
+00:32:50,040 --> 00:32:53,580
+ما أصلح كل الحالات؟ كيف؟ طالما بتصلح يعني
+
+447
+00:32:53,580 --> 00:32:56,100
+بالجراحة ليه ما أصلح كل الحالات؟ بالظبط عشان
+
+448
+00:32:56,100 --> 00:32:59,660
+ما يصيرش عندك consecutive exotropia بمعنى.. بمعنى
+
+449
+00:32:59,660 --> 00:33:03,760
+طبعا إحنا عارفين إيش يعني consecutive exotropia
+
+450
+00:33:03,760 --> 00:33:08,700
+طبعا؟ الآن إنسان عنده +6 +6 أنت بتعتقدي
+
+451
+00:33:08,700 --> 00:33:13,930
+هذا الـ +6 بيقدر يشوف 6/6 بدون نضارة؟ صعب..
+
+452
+00:33:13,930 --> 00:33:16,670
+صعب جداً أنه يشوف 6/6 لأنه عنده high refractive
+
+453
+00:33:16,670 --> 00:33:22,310
+error هذا بـ.. SC الإيزوتروبيا عنده 40 برزم، CC
+
+454
+00:33:22,310 --> 00:33:26,930
+الإيزوتروبيا عنده 18 برزم، okay؟ الأعلى وإنت
+
+455
+00:33:26,930 --> 00:33:31,230
+اشتغلتي على الأربعين بيصير وهو شال النضارة، Ortho
+
+456
+00:33:31,990 --> 00:33:35,690
+بس الـ vision عنده مش 6/6، بدك تلبسي نضارة
+
+457
+00:33:35,690 --> 00:33:39,510
+هيصير consecutive exotropia، وعشان هيك خدوها كقاعدة
+
+458
+00:33:39,510 --> 00:33:45,610
+في جميع أنواع الحَوَل، الحَوَل بنشغل لما تاخد القياس
+
+459
+00:33:45,610 --> 00:33:51,610
+بالنضارة، بالنضارة بنشغل الشيء اللي بتصلح بالنضارة
+
+460
+00:33:51,610 --> 00:33:54,470
+كقاعدة، الشيء اللي بتصلح بالنضارة ما نعملش له جراحة حَوَل
+
+461
+00:33:54,470 --> 00:33:58,550
+الشيء اللي ما بتصلحش بالنضارة هو اللي بيجرى عليه
+
+462
+00:33:58,550 --> 00:34:05,020
+الحَوَل الـ fully accommodative ما له أي جراحة، إله
+
+463
+00:34:05,020 --> 00:34:10,140
+نضارة فقط، بيصير السؤال التالي، هل.. أمتى أشيل
+
+464
+00:34:10,140 --> 00:34:15,010
+النضارة؟ إيش بديل للنضارة؟ هل ألبس contact lenses؟
+
+465
+00:34:15,010 --> 00:34:20,050
+هل أعمل LASIK في سن معين مثلاً؟ إلى آخره، أما اللي
+
+466
+00:34:20,050 --> 00:34:22,650
+بدنا نفهمه تماماً، fully accommodative اللي علاجه
+
+467
+00:34:22,650 --> 00:34:26,630
+نضارة، علاجه نضارة فقط، اللي علاجه جراحة زي مثلاً
+
+468
+00:34:26,630 --> 00:34:30,330
+قلنا early onset esotropia المحاضرة اللي فاتت إحنا
+
+469
+00:34:30,330 --> 00:34:33,930
+قلنا التدخل الجراحي هو الحل الصحيح والحل اللي هو
+
+470
+00:34:33,930 --> 00:34:38,810
+الـ ideal تمام؟ الآن الـ partially accommodative جزء
+
+471
+00:34:38,810 --> 00:34:42,090
+منها بتصلح بالنضارة، والجزء الآخر ما بتصلحش، هذا
+
+472
+00:34:42,090 --> 00:34:45,950
+الجزء اللي ما بتصلحش بتبدأ عملية جراحية، توقيت العملية
+
+473
+00:34:45,950 --> 00:34:49,750
+بيرتبط بشغلتين، كمية الـ residual squint اللي ضايلة
+
+474
+00:34:49,750 --> 00:34:56,420
+قديش ضايل باقي كتير جداً ولا قليل، ورغبة الأهل، بدهم
+
+475
+00:34:56,420 --> 00:34:59,800
+يفهموا الأهل أيضاً، حتى مع رغبتهم لو أنه مثلاً قرر
+
+476
+00:34:59,800 --> 00:35:04,540
+جراحة، تدخل جراحي، أن الجراحة هتجرى على الجزء اللي
+
+477
+00:35:04,540 --> 00:35:07,800
+ضايل، بمعنى وهو لابس النضارة هيبين عينيه كويسين و
+
+478
+00:35:07,800 --> 00:35:11,060
+أورثو، بينما وهو شال النضارة، الجزء اللي بتصلح
+
+479
+00:35:11,060 --> 00:35:14,600
+بالنضارة هو اللي هيبين تمام، فبالتالي هذه القضية
+
+480
+00:35:14,600 --> 00:35:21,660
+بده تكون واضحة جداً، ضايل بس نحكي نقطة هنا في الـ..في
+
+481
+00:35:21,660 --> 00:35:26,760
+الموضوع الـ..الـ accommodative esotropia عشان ما
+
+482
+00:35:26,760 --> 00:35:33,520
+ننساش، بعض الناس هتستغربوا جداً، بعض الناس في الـ..
+
+483
+00:35:33,520 --> 00:35:36,880
+في الـ refractive accommodative esotropia بيجي عنده
+
+484
+00:35:36,880 --> 00:35:42,140
++4 +4 و esotropia مقدارها تقريباً يعني جميل
+
+485
+00:35:42,140 --> 00:35:47,760
+35 لـ 40 prism diopter بيجي حالة تانية بعدها بتفوت
+
+486
+00:35:47,760 --> 00:35:56,080
+عندك عنده +10 و +9 و Ortho، عارفين
+
+487
+00:35:56,080 --> 00:36:02,180
+تفسير الموضوع هذا، لأ
+
+488
+00:36:02,180 --> 00:36:06,040
+مش قضية fusional divergence، مش قضية fusional
+
+489
+00:36:06,040 --> 00:36:09,980
+divergence، الآن هذا الـ +4 +4 إيزو المفروض
+
+490
+00:36:09,980 --> 00:36:15,250
+أتوقع أن هذا إيزو أكثر منه، تماماً، السبب في ذلك..
+
+491
+00:36:15,250 --> 00:36:18,590
+السبب في ذلك القضية من الـ accommodation، إيش الهدف
+
+492
+00:36:18,590 --> 00:36:24,290
+منها؟ توضيح الـ retinal image، إذا كان الدماغ بذل
+
+493
+00:36:24,290 --> 00:36:29,210
+جهده، عمل maximum accommodation وما أداها هذا لتوضيح
+
+494
+00:36:29,210 --> 00:36:32,510
+الـ retinal image، العينين بترتاح، الدماغ خلاص أنا
+
+495
+00:36:32,510 --> 00:36:36,470
+بطلب من العينين تعمل maximum accommodation عشان
+
+496
+00:36:36,470 --> 00:36:39,210
+توضح الـ retinal image، إذا ما وضحتش الـ retinal
+
+497
+00:36:39,210 --> 00:36:42,300
+image، مش ضروري نعمل لا accommodation ولا
+
+498
+00:36:42,300 --> 00:36:46,040
+convergence، يعني قضية الـ..الـ accommodative
+
+499
+00:36:46,040 --> 00:36:50,000
+إيزوتروبيا، كلها شغلات عشان أنا توصلني صورة واضحة
+
+500
+00:36:50,000 --> 00:36:55,760
+على الـ retina، تمام، فبتبدأ سلسلة accommodation، اه الـ
+
+501
+00:36:55,760 --> 00:36:58,020
+accommodation كافي، بس الـ accommodation إذا اشتغل
+
+502
+00:36:58,020 --> 00:37:01,360
+قاعدة واحدة أن لازم يشتغل الـ convergence معاه، تمام
+
+503
+00:37:01,360 --> 00:37:04,020
+الـ convergence اشتغل، الـ fusional divergence
+
+504
+00:37:04,020 --> 00:37:07,820
+المفروض يعمله control عشان ما يزيدش عن حده، طيب الـ
+
+505
+00:37:07,820 --> 00:37:10,460
+accommodation اشتغل الـ maximum بتاعه، مش قادر يوضح
+
+506
+00:37:10,460 --> 00:37:14,800
+الـ retina، الـ image اللي +10، الـ image خلف الـ
+
+507
+00:37:14,800 --> 00:37:18,830
+retina كتير عشان تجيبه، عادة أنك تبذل +10
+
+508
+00:37:18,830 --> 00:37:22,410
+diopter accommodation وهذا ممكن ما يكونش في الإمكان
+
+509
+00:37:22,410 --> 00:37:25,970
+أنه يبذل ويزيد قوة الـ crystalline lens بمقدار +
+
+510
+00:37:25,970 --> 00:37:29,650
+10 ديوبتر، وبالتالي مش هيقدر يوضح، فهو هتلاقي إيش
+
+511
+00:37:29,650 --> 00:37:35,070
+عدل، مش معناته أنه ما بدهوش تصليح، مش معناته أنه
+
+512
+00:37:35,070 --> 00:37:39,230
+ما بدهوش تصليح، هذا بده تصليح، عشان الـ vision ممكن لما
+
+513
+00:37:39,230 --> 00:37:45,250
+تصلحه، تبدأ تلاحظ أنه بدأ يصير عنده إيزوتروبيا، فهذه
+
+514
+00:37:45,250 --> 00:37:49,430
+القضية بدأت تشكل إنه حيرة، السبب فيها إنه هذا جدر
+
+515
+00:37:49,430 --> 00:37:53,370
+يوضح، فضله ماسك في الـ accommodation وما زال ماسك في
+
+516
+00:37:53,370 --> 00:37:55,910
+الـ accommodation، الـ convergence شغال، والـ fusional
+
+517
+00:37:55,910 --> 00:37:59,090
+divergence مش قادر يعمل control، فهذا نشأ عنده و
+
+518
+00:37:59,090 --> 00:38:02,670
+هذا لم ينشأ عنده، فتكون عندنا واضحة القضية، نجي
+
+519
+00:38:02,670 --> 00:38:08,090
+لـ علاج الـ non refractive الـ
+
+520
+00:38:08,090 --> 00:38:11,450
+non refractive accommodative بقدر أحكي عنها مع
+
+521
+00:38:11,450 --> 00:38:15,150
+اليومين بسيطات جداً، هتوضح إيش طريقة العلاج، هي
+
+522
+00:38:15,150 --> 00:38:17,730
+non-refractive، ما فيش refractive قرة، وهي
+
+523
+00:38:17,730 --> 00:38:20,350
+accommodative، إذا في accommodation، الـ
+
+524
+00:38:20,350 --> 00:38:24,790
+accommodation يا بنات بيصير عَوَان، عن نير، إذا بدي
+
+525
+00:38:24,790 --> 00:38:28,010
+أنا لما الطفل يتطلع على نير target، ما يصيرش عنده
+
+526
+00:38:28,010 --> 00:38:32,880
+accommodation، كيف؟ بالـ by focal، ممتازين جداً، صحيح
+
+527
+00:38:32,880 --> 00:38:36,580
+جداً، يعني أنا هادي الـ non refractive اللي هي high
+
+528
+00:38:36,580 --> 00:38:40,000
+AC على A ratio ما بديش يعمل accommodation حتى لو
+
+529
+00:38:40,000 --> 00:38:42,800
+ما كانش عنده refractive error، هو اللي ما عندهوش
+
+530
+00:38:42,800 --> 00:38:47,290
+refractive error بيعمل accommodation، كلنا بنعمل
+
+531
+00:38:47,290 --> 00:38:51,430
+accommodation، تمام، إذا أنا إنسان in مترو وأبدأ
+
+532
+00:38:51,430 --> 00:38:54,710
+أطلع أتولت متر لازم أبلغ.. أبلغ +3، ده
+
+533
+00:38:54,710 --> 00:38:58,250
+ديوبتر، أنا هذا البني آدم اللي عنده non refractive
+
+534
+00:38:58,250 --> 00:39:01,730
+مش هصلح له refractive error على الـ distance، بس
+
+535
+00:39:01,730 --> 00:39:06,050
+هصلح له ما هو مطلوب منه من accommodation، أنا هعمله
+
+536
+00:39:06,050 --> 00:39:09,810
+عنه بواسطة الـ by focus، إذا الـ near add عنده بيكون
+
+537
+00:39:09,810 --> 00:39:14,850
++2.5 لـ +3 حسب المسافة اللي هو بيجرى عليها
+
+538
+00:39:14,850 --> 00:39:18,670
+أو بيشتغل عليها أو بيلعب فيها، تمام، فبالتالي +2
+
+539
+00:39:18,670 --> 00:39:25,190
+.5 لـ +3 يعني من 40 سم لـ 33 سم، بيضاف add له
+
+540
+00:39:25,190 --> 00:39:29,170
+وساعتها هتكون الـ near والـ distance نفس الشيء، طب
+
+541
+00:39:29,170 --> 00:39:33,300
+لو أنه mixed بدي أعطيه الـ Refractive Correction
+
+542
+00:39:33,300 --> 00:39:37,080
+الـ Full Cycloplegic Correction، وأضيف الـ Add لـ
+
+543
+00:39:37,080 --> 00:39:41,180
+Near لـ Near Segment، بمعنى نضرب أمثلة على ذلك
+
+544
+00:39:41,180 --> 00:39:45,280
+بنقول حسن عنده Non Refractive Accommodative
+
+545
+00:39:45,280 --> 00:39:49,960
+Esotropia، تمام؟ الآن هذه الـ Non Refractive على الـ
+
+546
+00:39:49,960 --> 00:39:57,900
+distance أربعة برزم، وعلى الـ near تلاتين برزم، هذا
+
+547
+00:39:57,900 --> 00:40:01,840
+high AC على A ratio ولا لأ؟ طيب لو فرضنا أن الـ
+
+548
+00:40:01,840 --> 00:40:04,800
+near والـ distance أربعة برزم، إيش بيلزموه؟ ولا
+
+549
+00:40:04,800 --> 00:40:07,780
+حاجة، بيلزموش ولا حاجة، ما عندهوش refractive error
+
+550
+00:40:07,780 --> 00:40:13,940
+significant، هذا بده يلبس bifocal، تمام، consecutive
+
+551
+00:40:13,940 --> 00:40:17,260
+أو executive، عفواً executive type، إيش يعني الـ
+
+552
+00:40:17,260 --> 00:40:23,270
+executive type؟ اللي هو الـ E-style، تمام، بحيث أنه
+
+553
+00:40:23,270 --> 00:40:29,890
+بالظبط أنه يعمل الـ crossing، هذا الحد بين الـ
+
+554
+00:40:29,890 --> 00:40:32,450
+distance segment والـ near segment، يعمل الـ
+
+555
+00:40:32,450 --> 00:40:34,790
+crossing، بعض الكتب بتحكي أنه لازم يعمل الـ crossing
+
+556
+00:40:34,790 --> 00:40:38,390
+لنصف الـ pupil، والكتب التانية بتحكي أنه للـ lower
+
+557
+00:40:38,390 --> 00:40:45,130
+border of pupil، بده يعمل، طبعاً through bifocal، لبسناه
+
+558
+00:40:45,130 --> 00:40:49,540
+bifocal وحطيناله في الـ near تلاتة، تمام، Through
+
+559
+00:40:49,540 --> 00:40:52,740
+Bifocal، على الـ distance أربعة برزم، وعلى near أربعة
+
+560
+00:40:52,740 --> 00:41:00,320
+برزم، إيش رأيكم؟ هذه result ممتازة جداً جداً، تمام؟
+
+561
+00:41:00,320 --> 00:41:06,520
+وبالتالي هذا قضية، القضية التانية، حسين عنده نفس
+
+562
+00:41:06,520 --> 00:41:13,120
+القضية، حسين عنده عشرين
+
+563
+00:41:13,120 --> 00:41:16,020
+برزم، وأنا هنا خمسة وثلاثين برزم عنده
+
+564
+00:41:16,020 --> 00:41:22,180
+hypermetropia +4 في كل عين، كيف نكتب له وصفة
+
+565
+00:41:22,180 --> 00:41:28,490
+أو عمره تلت سنوات؟ إيش رأيكم؟ بتعطي full correction
+
+566
+00:41:28,490 --> 00:41:33,130
+على الـ distance +4، تمام، وبتضيف فوقها الـ add
+
+567
+00:41:33,130 --> 00:41:37,890
+يعني بتصير نضارته كـ bifocal +4، والـ add هنا
+
+568
+00:41:37,890 --> 00:41:42,030
+هتصير..هتصير كلها total +7 اللي هي الـ 4 مع
+
+569
+00:41:42,030 --> 00:41:45,210
+الـ +3، هتلاقي أنه على الـ near وعلى الـ distance
+
+570
+00:41:45,210 --> 00:41:49,070
+صار أموره كويسة، فهذا في الـ mixed، هذا يسمى mixed
+
+571
+00:41:49,650 --> 00:41:52,190
+لأنه عنده Refractive Error، Significant Refractive
+
+572
+00:41:52,190 --> 00:41:56,150
+Error وعنده High AC على A Ratio، اللي هو الفرق أنه
+
+573
+00:41:56,150 --> 00:41:59,890
+على الـ Near الـ ESO أكثر من.. تفرج أكثر من عشرة
+
+574
+00:41:59,890 --> 00:42:06,030
+Prism عن الـ distance، فبالتالي لكل حالة بتعامل هذا
+
+575
+00:42:06,030 --> 00:42:10,230
+الآن ضايل في العلاج، أنه هنا في أربعة أنواع من
+
+576
+00:42:10,230 --> 00:42:14,430
+العلاجات، أفضل علاج اللي هو الـ Bifocal، أفضل علاج هو
+
+577
+00:42:14,430 --> 00:42:15,070
+الـ Bifocal
+
+578
+00:42:27,830 --> 00:42:34,590
+في تلاتة أنواع من العلاجات التانية زي cholinesterase
+
+579
+00:42:34,590 --> 00:42:42,230
+inhibitors، هذه
+
+580
+00:42:42,230 --> 00:42:49,730
+أدوية بتعمل myosis فبتعمل حاجة بنسميها peripheral
+
+581
+00:42:49,730 --> 00:42:52,470
+accommodation بدون ما تعمل central accommodation
+
+582
+00:42:52,470 --> 00:42:57,770
+تمام، وممكن إذا الطفل مش متعاون على لبس النضارة
+
+583
+00:42:57,770 --> 00:43:03,290
+ممكن يستعملها تمام، مرة واحدة في اليوم على فترات
+
+584
+00:43:03,290 --> 00:43:07,230
+طويلة، مش كتير..مش كتير ناس بتستعمل هذه لأنه لها
+
+585
+00:43:07,230 --> 00:43:11,850
+..لها مساوئ، فبالتالي يعني بس..يعني هنذكرها
+
+586
+00:43:11,850 --> 00:43:19,920
+عندنا هنا، تمام، العلاج الثالث جراحة، معروف أن الـ
+
+587
+00:43:19,920 --> 00:43:23,920
+bifocal.. سجلوا عندكم الـ bifocal lenses بتنفع
+
+588
+00:43:23,920 --> 00:43:29,000
+لما يكون الـ AC على A ratio high بس مش high كتير، مش
+
+589
+00:43:29,000 --> 00:43:33,260
+high كتير، يعني سبعة تمانية، تمام، أما لما يكون very
+
+590
+00:43:33,260 --> 00:43:37,540
+high الـ AC على A ratio، العلاج الأفضل هو الجراحة
+
+591
+00:43:37,540 --> 00:43:40,340
+إرخاء الـ medial rectus والـ medial rectus في
+
+592
+00:43:40,340 --> 00:43:43,240
+الناحيتين اللي هم مسؤولين عن موضوع الـ convergence
+
+593
+00:43:43,240 --> 00:43:47,540
+بيعدل وبيعمل normalization للـ AC على A ratio
+
+594
+00:43:50,290 --> 00:43:55,190
+الوسيلة الرابعة observation، إيش يعني observation؟
+
+595
+00:43:55,190 --> 00:43:58,730
+بس المتابعة، بدون أي يعني بعطيه الـ distance
+
+596
+00:43:58,730 --> 00:44:03,230
+correction و ما بعطيش bifocal للنير، إيش وجهة النظر
+
+597
+00:44:03,230 --> 00:44:07,070
+الأخيرة يعني؟ يعني..يعني وهو لابس الـ correction
+
+598
+00:44:07,070 --> 00:44:10,490
+حسين اللي هو الـ +4 على حالها بدون bifocal
+
+599
+00:44:10,490 --> 00:44:16,450
+هنلاقي مثلاً هو على الـ distance صار اتنين برزم و
+
+600
+00:44:16,450 --> 00:44:24,300
+على الـ near مثلاً عشرين برزم، ووجهة النظر..وجهة
+
+601
+00:44:24,300 --> 00:44:27,400
+النظر تاعت الناس اللي بتتبع موضوع الـ observation
+
+602
+00:44:27,400 --> 00:44:29,600
+في هذا النوع من الـ esotropia اللي هي الـ non
+
+603
+00:44:29,600 --> 00:44:32,380
+refractive اللي فيها الـ high AC على A ratio يقول لك
+
+604
+00:44:32,380 --> 00:44:36,300
+طالما على مسافة من المسافات اتحقق الـ fusion والـ
+
+605
+00:44:36,300 --> 00:44:42,180
+stereopsis، خلاص الدماغ هيتعود أنه هو بيتطلع بعيد، في
+
+606
+00:44:42,180 --> 00:44:45,540
+عنده Stereopsis وهيتطور الـ Stereopsis، طيب وعن
+
+607
+00:44:45,540 --> 00:44:49,540
+قريب، بقول لك مش مشكلة، لأنه بيضلش الإنسان 24 ساعة
+
+608
+00:44:49,540 --> 00:44:53,020
+يتطلع على القريب، بيتطلع على بعيد وعلى بعيد وعلى
+
+609
+00:44:53,020 --> 00:44:56,160
+الأبعد وعلى القريب، يعني بتنقل، طالما في مسافات
+
+610
+00:44:56,160 --> 00:44:59,060
+بتحقق لي أنه فيه fusion، أنه فيه Stereopsis، أنا
+
+611
+00:44:59,060 --> 00:45:03,360
+بستنى لما يكبر، طيب إيش لما يكبر هيحصل؟ هيصير
+
+612
+00:45:03,360 --> 00:45:07,990
+Normalization تلقائياً للـ AC على A Ratio، هذا وجهة
+
+613
+00:45:07,990 --> 00:45:12,630
+نظرهم، إذا في عندي أربعة وسائل معتمدة، الـ bifocal هي
+
+614
+00:45:12,630 --> 00:45:16,790
+الوسيلة الأكثر شيوعاً، Cholinesterase inhibitors عبارة
+
+615
+00:45:16,790 --> 00:45:20,630
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..d1209ee11c47205b0f762f7ff3424eca263bf8a3
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls_postprocess.srt
@@ -0,0 +1,2524 @@
+1
+00:00:21,210 --> 00:00:24,550
+بسم الله الرحمن الرحيم موضوعنا اليوم اللي هو ال
+
+2
+00:00:24,550 --> 00:00:28,870
+accommodative esotropia طبعا من الإسم واضح أن
+
+3
+00:00:28,870 --> 00:00:32,970
+الموضوع مشكلة مرتبطة بموضوع ال accommodation طبعا
+
+4
+00:00:32,970 --> 00:00:36,310
+لو نقول accommodative esotropia يعني ال
+
+5
+00:00:36,310 --> 00:00:40,450
+accommodation أدى لنوع من ال esotropia تسمت باسمه
+
+6
+00:00:40,450 --> 00:00:44,870
+معروف أنه أي إنسان طبيعي بده يتطلع على شيء قريب أو
+
+7
+00:00:44,870 --> 00:00:48,590
+near target لازم يعمل accommodation بمجرد ما يعمل
+
+8
+00:00:48,590 --> 00:00:51,680
+accommodationلازم يصفوا بهذا ال accommodation
+
+9
+00:00:51,680 --> 00:00:54,820
+accommodative convergence بالذات النوع اللي بنسميه
+
+10
+00:00:54,820 --> 00:00:58,760
+accommodative convergence طب ليش احنا كناس طبيعيين
+
+11
+00:00:58,760 --> 00:01:01,220
+لما بنعمل accommodative convergence على near
+
+12
+00:01:01,220 --> 00:01:06,420
+target مابصيرش معنى إيزو تروبيا؟ تمام؟اللي بيفرق
+
+13
+00:01:06,420 --> 00:01:09,140
+بين الإنسان الطبيعي و بين الإنسان اللي عنده
+
+14
+00:01:09,140 --> 00:01:12,520
+accommodative esotropia هي تالت شغلة احنا قلنا
+
+15
+00:01:12,520 --> 00:01:16,720
+near target بتطلب accommodation هاي أول شغلة ال
+
+16
+00:01:16,720 --> 00:01:18,900
+accommodation بتطلب الشغلة التانية اللي هي
+
+17
+00:01:18,900 --> 00:01:22,720
+accommodative convergence الآن الشغلة التالتة اللي
+
+18
+00:01:22,720 --> 00:01:25,240
+احنا بنفرق كناس طبيعي عن هدول الناس اللي عندهم
+
+19
+00:01:25,240 --> 00:01:29,860
+accommodative esotropia انه الفيوجينال divergence
+
+20
+00:01:29,860 --> 00:01:33,640
+اللي بيمسك العين انها ماتخشش لجوة زيادةالـ
+
+21
+00:01:33,640 --> 00:01:37,060
+fusional divergence لما كنا بنحكي عن ال fusional
+
+22
+00:01:37,060 --> 00:01:40,340
+vergences كنا الفيوجينال دايفيرجنس بمنع ال
+
+23
+00:01:40,340 --> 00:01:43,480
+aesotropia و الفيوجينال كونفيرجنس بمنع ال
+
+24
+00:01:43,480 --> 00:01:47,660
+aesotropia هدول عندهم الفيوجينال دايفيرجنس مش كافي
+
+25
+00:01:47,660 --> 00:01:53,020
+اللي يمنع ال convergence من انه يصير بزيادة و يصير
+
+26
+00:01:53,020 --> 00:01:58,620
+aesotropia اذا في عندي انا تلت شغلات near target
+
+27
+00:01:58,620 --> 00:02:00,560
+بدوا accommodation
+
+28
+00:02:06,850 --> 00:02:09,390
+و ال accommodation إيش بده؟ accommodative
+
+29
+00:02:09,390 --> 00:02:15,010
+convergence لابد يعني حتى ما تتحولش القضية كلها لأ
+
+30
+00:02:15,010 --> 00:02:20,230
+accommodative esotropia لابد يكون عندي good
+
+31
+00:02:20,230 --> 00:02:25,330
+fusional divergence fusional divergence خليني أقول
+
+32
+00:02:25,330 --> 00:02:28,910
+مش good خليني أقول sufficient sufficient يعني كافي
+
+33
+00:02:28,910 --> 00:02:32,970
+إذا كان insufficient fusional divergence معناته
+
+34
+00:02:32,970 --> 00:02:37,380
+العينين ده حولوا لجوة و مافيش إشييعني حد من دخولهم
+
+35
+00:02:37,380 --> 00:02:42,200
+ويخلّي دخولهم طبيعي ومنطقي فبالتالي بتنشأ عندي
+
+36
+00:02:42,200 --> 00:02:46,400
+Esotropia بالنهاية لو سألنا إيش السبب في هذه ال
+
+37
+00:02:46,400 --> 00:02:48,980
+Esotropia اللي نشهد؟ موضوع ال accommodation فعشانك
+
+38
+00:02:48,980 --> 00:02:53,480
+تسمع بال accommodative esotropia طبعا طالما
+
+39
+00:02:53,480 --> 00:02:57,300
+accommodative esotropia ولو جينا سألنا نفسنا سؤال
+
+40
+00:02:57,300 --> 00:03:01,470
+هل هي congenital ولا acquired؟acquired .. acquired
+
+41
+00:03:01,470 --> 00:03:06,070
+الإنسان طالما بدى يعمل accommodation بدى يتطلع على
+
+42
+00:03:06,070 --> 00:03:09,890
+targets صغيرة تمام ألعاب أو كده أو بدى يكتب مثلا
+
+43
+00:03:09,890 --> 00:03:13,670
+في الروضة معناته هذه ال accommodative esotropia هي
+
+44
+00:03:13,670 --> 00:03:18,410
+كلها بكل أنواعها عبارة عن acquired esotropia وقلنا
+
+45
+00:03:18,410 --> 00:03:21,710
+السبب فيها أنه مابيكونش diffusional divergence
+
+46
+00:03:21,710 --> 00:03:25,110
+كافي فبالتالي بيصير accommodation accommodative
+
+47
+00:03:25,110 --> 00:03:29,540
+convergenceبتالي إيزوتروبيا؟ أه مافيششي fusional
+
+48
+00:03:29,540 --> 00:03:32,780
+divergence اللي يلجأ شوية و يخلي العينين ماتخشش
+
+49
+00:03:32,780 --> 00:03:37,780
+أكتر من اللازم طبعا في منها أنواع كتيرة بس معروف
+
+50
+00:03:37,780 --> 00:03:41,320
+طبعا مين أكتر refractive error بتطلب موضوع ال
+
+51
+00:03:41,320 --> 00:03:44,440
+accommodation ال hypermetropia و هدول الناس
+
+52
+00:03:44,440 --> 00:03:48,560
+هلاجيهم غالبيتهم العظمه hypermetropic إلا في حالات
+
+53
+00:03:48,560 --> 00:03:52,280
+نادرة هنحكي عنها في حينها في حينها إذا ال
+
+54
+00:03:52,280 --> 00:03:57,240
+accommodative isotropia ال near visionبيشمل عملية
+
+55
+00:03:57,240 --> 00:03:59,840
+ال accommodation وال convergence طبعا ال
+
+56
+00:03:59,840 --> 00:04:03,720
+accommodationأحنا بنعرف أنها تغيير الـ curvature
+
+57
+00:04:03,720 --> 00:04:06,780
+بتاعة الـ crystalline lens عشان توضح صورة الـ near
+
+58
+00:04:06,780 --> 00:04:10,320
+target عشان تعطي power للعين أكتر refractive power
+
+59
+00:04:10,320 --> 00:04:15,440
+وبالتالي تصير الصورة ع الشبكية focus تمام طبعا
+
+60
+00:04:15,440 --> 00:04:18,580
+بمجرد ما ينسان يدعم ال accommodation فورا ال
+
+61
+00:04:18,580 --> 00:04:21,980
+convergence بيشتغل لأن في بينهم علاقة علاقة تردية
+
+62
+00:04:21,980 --> 00:04:24,520
+كل ما زاد ال accommodation هيزيد ال accommodated
+
+63
+00:04:24,520 --> 00:04:28,900
+convergence إذا simultaneously the eyes convergein
+
+64
+00:04:28,900 --> 00:04:33,200
+order to fixate biphovially on the target طبعا ال
+
+65
+00:04:33,200 --> 00:04:37,160
+accommodation وال convergence مربوطين رابط كم
+
+66
+00:04:37,160 --> 00:04:41,480
+بالعلاقة اللي بنسميها AC على A ratio طبعا
+
+67
+00:04:41,480 --> 00:04:46,180
+abnormalities of the AC على A ratio بتقدر أنواع
+
+68
+00:04:46,180 --> 00:04:51,740
+معينة من ال accommodative esotropia نيجي لتقسيم ال
+
+69
+00:04:51,740 --> 00:04:56,380
+accommodative esotropia ال accommodative esotropia
+
+70
+00:04:57,420 --> 00:05:01,960
+تقسم لتلت أنواع أول نوعين والتالت بيشمل الأول
+
+71
+00:05:01,960 --> 00:05:07,360
+والتاني refractive و
+
+72
+00:05:07,360 --> 00:05:11,040
+non refractive
+
+73
+00:05:11,040 --> 00:05:19,860
+و mixed يعني بيشمل refractive زائد non refractive
+
+74
+00:05:19,860 --> 00:05:27,560
+طيب ال refractive بينجسم لجسمينfully accommodative
+
+75
+00:05:27,560 --> 00:05:37,520
+و partially accommodative الـ
+
+76
+00:05:37,520 --> 00:05:45,640
+non refractive هو سببه high AC على A ratio في منه
+
+77
+00:05:45,640 --> 00:05:54,320
+نوعين أيضا convergence excess وhypo
+
+78
+00:05:54,320 --> 00:05:55,160
+accommodative
+
+79
+00:05:58,880 --> 00:06:07,320
+convergence excess هنيجي احنا نشرح كل نوع بالتدريج
+
+80
+00:06:07,320 --> 00:06:11,220
+و هنلاقي ان الأمر بسيط جدا احنا قلنا لاكمداتي في
+
+81
+00:06:11,220 --> 00:06:15,140
+إيزو تروبيا ال pathophysiology بتاعتها تلت شغلات
+
+82
+00:06:15,920 --> 00:06:19,060
+كيف يعني بتصير؟ بتصير إنه في عندي accommodation
+
+83
+00:06:19,060 --> 00:06:21,760
+أدى ال accommodative convergence هذا ال
+
+84
+00:06:21,760 --> 00:06:23,820
+accommodative convergence مافيش fusional
+
+85
+00:06:23,820 --> 00:06:27,360
+divergence اللي يمنعه من أنه يدخل العين أكتر من
+
+86
+00:06:27,360 --> 00:06:31,220
+اللازم يجوز فبتنشأ الisotropia الآن ماسبب هذا ال
+
+87
+00:06:31,220 --> 00:06:35,260
+accommodation؟ ماسبب هذا ال accommodation؟ لما
+
+88
+00:06:35,260 --> 00:06:38,340
+بنقول refractive accommodative isotropia معناته
+
+89
+00:06:38,340 --> 00:06:42,420
+refractive error أو بالأحرى الhypermetropia هي
+
+90
+00:06:42,420 --> 00:06:49,010
+السبب هي السبب هدول الناسممكن ييجوا كعمر بين ست
+
+91
+00:06:49,010 --> 00:06:56,990
+شهور لسبع سنوات بس غالبا بيجيني في عمر سنتين و نص
+
+92
+00:06:56,990 --> 00:07:01,970
+لتلت سنوات هنا أكتر عدد منهم بيجي في عمر سنتين و
+
+93
+00:07:01,970 --> 00:07:07,090
+نص لتلت سنوات الآن في بعض الأطفال اللي عندهم
+
+94
+00:07:07,090 --> 00:07:10,170
+refractive accommodative esotropia بيجي في عمر
+
+95
+00:07:10,170 --> 00:07:14,290
+أربع شهوريعني very early بيجي بس مش هذه القاعدة
+
+96
+00:07:14,290 --> 00:07:18,210
+القاعدة انه هاي ال range اللي بيجي ليه يعني العمر
+
+97
+00:07:18,210 --> 00:07:22,390
+بتاع refractive accommodative esotropia بتكون في
+
+98
+00:07:22,390 --> 00:07:26,470
+هذا ال range طبعا من اسمهم refractive
+
+99
+00:07:26,470 --> 00:07:29,390
+accommodative esotropia يعني عنده refractive error
+
+100
+00:07:29,390 --> 00:07:32,390
+يعني بالعربي عنده refractive error اللي بسبب ال
+
+101
+00:07:32,390 --> 00:07:39,000
+accommodation عنده mini plus 2لعند plus 7 في
+
+102
+00:07:39,000 --> 00:07:42,960
+الغالب اللي هو إيش ال refractive error نيجي الأن
+
+103
+00:07:42,960 --> 00:07:47,360
+احنا نتوقف دقيقة هنا عشان نشرح القضية الانسان اللي
+
+104
+00:07:47,360 --> 00:07:52,380
+عنده plus 2 ديوبتر hypermetropia لما يتطلع على
+
+105
+00:07:52,380 --> 00:07:57,050
+distant target لازم يدلto diopter of accommodation
+
+106
+00:07:57,050 --> 00:08:02,910
+لما يطلع على near target بده يبزل اكتر و اكتر حسب
+
+107
+00:08:02,910 --> 00:08:06,650
+ال near target هل هو عباعد نص متر تولت متر ربع متر
+
+108
+00:08:06,650 --> 00:08:11,350
+الى اخرى فبالتالي هدول الناس بيصير عندهم السبب
+
+109
+00:08:11,350 --> 00:08:14,730
+الرئيسي ال hypermetropy قدت لل accommodation قدت
+
+110
+00:08:14,730 --> 00:08:17,970
+لل accommodative convergence كل هذا الكلام
+
+111
+00:08:17,970 --> 00:08:24,850
+ماعندهوش كفايةfusional divergence فأدى لإيزوتروبيا
+
+112
+00:08:24,850 --> 00:08:27,650
+اللى بنسميها refractive accommodative إيزوتروبيا
+
+113
+00:08:27,650 --> 00:08:31,310
+إذا الموضوع بسيط جدا طيب ليش جسموها ل fully
+
+114
+00:08:31,310 --> 00:08:34,350
+accommodative و partially accommodative حقيقة
+
+115
+00:08:34,350 --> 00:08:39,170
+الأمر التجسيم ناتج بعد العلاج طبعا العلاج إيش بده
+
+116
+00:08:39,170 --> 00:08:44,510
+يكوننضارة بدي امنع الاشي اللي اضطر لها ان تعمل
+
+117
+00:08:44,510 --> 00:08:47,290
+accommodation انا بدي اركز بالنيابة عنه لان احنا
+
+118
+00:08:47,290 --> 00:08:50,130
+جولنا ال accommodation تغير في ال curvature بتاع
+
+119
+00:08:50,130 --> 00:08:53,570
+ال crystalline lens عشان تزيد قوتها ناجسها اتنين
+
+120
+00:08:53,570 --> 00:08:56,050
+ديوبتر انا بدي اعطيها اتنين ديوبتر ناجسها سبعة
+
+121
+00:08:56,050 --> 00:08:58,390
+ديوبتر انا بدي اعطيها ناجسها خمسة انا بدي اعطيها
+
+122
+00:08:58,390 --> 00:09:01,070
+فوجدوا ان العلاج في هذه الحالة
+
+123
+00:09:15,030 --> 00:09:23,950
+الان اعطيت هذا الانسان full correctionلما بفحصه و
+
+124
+00:09:23,950 --> 00:09:27,550
+هو لابس ال full correction هيصف في .. في .. في
+
+125
+00:09:27,550 --> 00:09:30,370
+مجموعة من المجموعتين fully accommodative يعني
+
+126
+00:09:30,370 --> 00:09:34,970
+بتصلح تماما بالنضارة يعني بيصير مافيش عنده squint
+
+127
+00:09:34,970 --> 00:09:38,610
+بالنضارة لا ع ال distance ولا عنها يعني ع ال
+
+128
+00:09:38,610 --> 00:09:42,890
+distance بيصير تقريبا ortho او orthoوعن نيار نفس
+
+129
+00:09:42,890 --> 00:09:46,150
+الشيء تمام فهذا بسميه fully accommodative يعني
+
+130
+00:09:46,150 --> 00:09:51,090
+استجاب تماما لعلاج السبب الرئيسي للموضوع كله اللي
+
+131
+00:09:51,090 --> 00:09:54,330
+هو ايش ال accommodation موضوع ال accommodation مين
+
+132
+00:09:54,330 --> 00:09:57,770
+اللي عمل ال accommodation بالنيابة عن عينه النضارة
+
+133
+00:09:57,770 --> 00:10:01,690
+ال lenses تمام فبالتالي بتصلح تماما بيصير على ال
+
+134
+00:10:01,690 --> 00:10:06,590
+distance و النيار CC
+
+135
+00:10:06,590 --> 00:10:09,470
+يعني بالنضارة نسك و انت تمام
+
+136
+00:10:12,780 --> 00:10:15,720
+الـ partially accommodative من اسمها partially
+
+137
+00:10:15,720 --> 00:10:20,300
+accommodative لأ انت بتعطيله ال full correction بس
+
+138
+00:10:20,300 --> 00:10:24,400
+بتلاحظي انه مابتصلحش الحوال كله بيضال جزء منه
+
+139
+00:10:24,400 --> 00:10:28,840
+بيضال جزء منه بمعنى لو فرضنا عنده مثلا تلاتين
+
+140
+00:10:28,840 --> 00:10:32,640
+prism esotropia وعطيناله ال full correction صفة
+
+141
+00:10:32,640 --> 00:10:36,100
+خمستاشر prism esotropia هذا معناته partially
+
+142
+00:10:36,100 --> 00:10:41,240
+accommodative esotropia يا ترى ليش بعض الناس
+
+143
+00:10:42,410 --> 00:10:45,530
+partially accommodative ليش مثلا انا صلحتله كل ال
+
+144
+00:10:45,530 --> 00:10:49,450
+refractive error ليش ما يصير زي و زي النوع الأول
+
+145
+00:10:49,450 --> 00:10:53,590
+fully accommodative هنا في نظريتين او يعني
+
+146
+00:10:53,590 --> 00:10:57,670
+اعتقادين بالنسبة لهذه القضية هذه القضية ال
+
+147
+00:10:57,670 --> 00:11:02,370
+partially accommodative الاعتقاد الأول انه تأخرفي
+
+148
+00:11:02,370 --> 00:11:05,990
+ارتداء النضارة وهذه رسالة لنا ايش هنتأخر في ارتداء
+
+149
+00:11:05,990 --> 00:11:12,470
+النضارة الاهل لاحظوا انه في عمر سنتين و نص الطفل
+
+150
+00:11:12,470 --> 00:11:17,890
+عندهم امرار عينين تدخل لجوه وامرار بتعدل اذا بيطلع
+
+151
+00:11:17,890 --> 00:11:21,630
+او بيركز في لعبة او في اشي تدخل عينيه لجوه لما
+
+152
+00:11:21,630 --> 00:11:24,990
+مابيركزش او بتطلع اشي بعيد مثلا بتعدل جزئيا
+
+153
+00:11:24,990 --> 00:11:31,060
+فالحوال عنده Intermittent واتأخروافي تلبيسه نضارة
+
+154
+00:11:31,060 --> 00:11:35,020
+بناء على نصيحة اللي هو الإنسان اللي اشتغل معهم هذه
+
+155
+00:11:35,020 --> 00:11:40,240
+الحالة تمام التأخرفي علاج الـ Accommodative
+
+156
+00:11:40,240 --> 00:11:43,220
+Esotropia الـ Refractive Accommodative Esotropia
+
+157
+00:11:43,220 --> 00:11:47,520
+ولو لأسابيع بسيطة ممكن يخلي جزء من الحوال مايتصلحش
+
+158
+00:11:47,520 --> 00:11:50,800
+بال correction صار جزء بتصلح بال correction وجزء
+
+159
+00:11:50,800 --> 00:11:54,060
+بتصلحش بال correction زي الأرقام اللي احنا
+
+160
+00:11:54,060 --> 00:11:58,620
+شايفينها ايش هذا بيعطينا رسالة انه بمجرد ما اكتشف
+
+161
+00:11:58,620 --> 00:12:03,360
+انا كفاحس انه في طفل عنده Refractive Accommodative
+
+162
+00:12:03,360 --> 00:12:07,580
+Esotropia ال full correction بدون اي تأخيرالـ full
+
+163
+00:12:07,580 --> 00:12:12,060
+correction بدون أي تأخير تمام نصبر عليه شوية ما
+
+164
+00:12:12,060 --> 00:12:17,580
+نصبرش عليهش لأ ما نصبرش بده يلبس النضارة و يلبسها
+
+165
+00:12:17,580 --> 00:12:22,280
+طول النهار و يلبسها طول النهار حتى يظل في خانة الـ
+
+166
+00:12:22,280 --> 00:12:26,600
+fully accommodative esotropia بعض المقولة تانية أو
+
+167
+00:12:26,600 --> 00:12:31,300
+حقيقة علمية تانية أو نظرية تانية أن هنا تأخر في
+
+168
+00:12:31,300 --> 00:12:35,740
+العلاج النظرية التانية بتقول أن هذه esotropia
+
+169
+00:12:38,060 --> 00:12:41,500
+وصار بعديها accommodative component يعني هي
+
+170
+00:12:41,500 --> 00:12:45,020
+إيزوتروبيا مش accommodative بالأساس و بعد إكس
+
+171
+00:12:45,020 --> 00:12:49,280
+انضاف لها accommodative يعني إيش component
+
+172
+00:12:49,280 --> 00:12:55,880
+accommodative component كيف هدا الكلام ساق انسان
+
+173
+00:12:55,880 --> 00:12:59,720
+عمره سنتين ال refractive error بتاعه within normal
+
+174
+00:12:59,720 --> 00:13:06,830
+يعني مثلا plus واحد و نص كده و عنده إيزوتروبياكبر
+
+175
+00:13:06,830 --> 00:13:10,870
+تمام احنا معروف الطفل لما بيكبر ال curve بتاع ال
+
+176
+00:13:10,870 --> 00:13:14,890
+hypermetropia بيزيد بالذات بين عمره سنتين و ست
+
+177
+00:13:14,890 --> 00:13:19,190
+سنوات تمام فلما الاجي انا على الفحص انه بعد سنة
+
+178
+00:13:19,190 --> 00:13:22,110
+صار عمره تالت سنين و عنده مثلا plus تلاتة او plus
+
+179
+00:13:22,110 --> 00:13:27,070
+اربعة بدي اصلحله يعني بالغالب هيتصلح جزء من الحوال
+
+180
+00:13:27,070 --> 00:13:30,830
+تمام مش هيتصلح الحوال كله فهيصف في المجموعة
+
+181
+00:13:30,830 --> 00:13:33,370
+التانية اذا عندي ال accommodative esotropia
+
+182
+00:13:33,370 --> 00:13:37,340
+المجموعة الكبيرة الأولى منها ايشrefractive الـ
+
+183
+00:13:37,340 --> 00:13:40,720
+refractive تنقسم لـ fully accommodative و
+
+184
+00:13:40,720 --> 00:13:42,680
+partially accommodative الـ fully accommodative
+
+185
+00:13:42,680 --> 00:13:47,080
+بتصلح تماما بالنضارة at all distances كيف أعرف أنه
+
+186
+00:13:47,080 --> 00:13:50,760
+تصلح قياس الحوال بالنضارة على ال distance و على ال
+
+187
+00:13:50,760 --> 00:13:55,340
+near مافيش عندي squint تمام و فحوصات ال stereopsis
+
+188
+00:13:55,340 --> 00:13:58,740
+اللي بأجريها إليه يعني بتعطي good stereopsis ال
+
+189
+00:13:58,740 --> 00:14:03,490
+partially accommodative بيجيلبس مابتصلحش بالنضارة
+
+190
+00:14:03,490 --> 00:14:07,750
+كاملا تمام جزء منه بتصلح بالنضارة وجزء مابتصلحش
+
+191
+00:14:07,750 --> 00:14:11,270
+بالنضارة إيش أعمل للجزء الأخير هذا اللي مابتصلحش
+
+192
+00:14:11,270 --> 00:14:15,510
+بالنضارة هنحكي عنه في ال treatment نيجي للمجموعة
+
+193
+00:14:15,510 --> 00:14:20,470
+الإمرار بتلخبط شوية اللي هي مجموعة ال non
+
+194
+00:14:20,470 --> 00:14:25,190
+refractive يعني لو بدنا نسأل سؤال لو بدنا نسأل
+
+195
+00:14:25,190 --> 00:14:32,030
+سؤال احنا قولنا ال accommodative isotropiaفي منها
+
+196
+00:14:32,030 --> 00:14:35,330
+refractive هذه اتكلمنا عنها و في منها non
+
+197
+00:14:35,330 --> 00:14:39,860
+refractiveالـ non refractive إيش يعني non
+
+198
+00:14:39,860 --> 00:14:44,500
+refractive؟ يعني مافيش refractive error بس في
+
+199
+00:14:44,500 --> 00:14:48,040
+accommodation ولا مافيش؟ لابد يكون لأن كلها تندرج
+
+200
+00:14:48,040 --> 00:14:51,760
+تحت كلمة accommodative بس هنا السبب مش ال
+
+201
+00:14:51,760 --> 00:14:53,940
+refractive error يعني ال refractive error ممكن
+
+202
+00:14:53,940 --> 00:14:58,120
+يكون طبيعي ومناسب لعمر الطفل اللي عنده non
+
+203
+00:14:58,120 --> 00:15:01,800
+refractive accommodative esotropia الآن السبب
+
+204
+00:15:01,800 --> 00:15:07,200
+بتاعها high AC على A ratiohigh AC على ايه ال ratio
+
+205
+00:15:07,200 --> 00:15:11,180
+احنا قولنا ايش هو ال AC على ايه ال ratio ال
+
+206
+00:15:11,180 --> 00:15:15,560
+accommodative convergence على ال accommodation
+
+207
+00:15:15,560 --> 00:15:20,620
+يعني قداش بيصير عندي convergence لكل one diopter
+
+208
+00:15:20,620 --> 00:15:24,460
+of accommodation النسبة الطبيعية من تلاتة لخمسة
+
+209
+00:15:24,460 --> 00:15:30,000
+برزم diopter لكل واحد diopter of accommodation طيب
+
+210
+00:15:30,000 --> 00:15:33,220
+لما بقول high AC على ايه ال ratio نفرض تمانية
+
+211
+00:15:33,220 --> 00:15:37,730
+لواحد النسبةمعناته هذا القفل اللي عنده تمانية
+
+212
+00:15:37,730 --> 00:15:43,450
+لواحد تمام عشان يطلع ع target عبوعد متر تمام لازم
+
+213
+00:15:43,450 --> 00:15:46,610
+يبذل واحد diopter of accommodation إذا تخيلنا أنه
+
+214
+00:15:46,610 --> 00:15:50,090
+M تروب تمام مافيش عنده refractive error واحنا
+
+215
+00:15:50,090 --> 00:15:54,830
+سميناها إيش non refractive مقابل هذه التمانية بده
+
+216
+00:15:54,830 --> 00:15:59,070
+يبذل إيش تمانية prism مقابل ال one diopter بده
+
+217
+00:15:59,070 --> 00:16:03,340
+يبذل تمانية prismof convergence طب لو بدى تطلع على
+
+218
+00:16:03,340 --> 00:16:09,220
+بعد ربع متر ع target بدى يبذل قداش ربع متر بدى
+
+219
+00:16:09,220 --> 00:16:14,180
+يبذل اربعة diopters of accommodation مقلوب المسافة
+
+220
+00:16:14,180 --> 00:16:17,600
+مصبوط اربعة diopters of accommodation معناته بدى
+
+221
+00:16:17,600 --> 00:16:21,440
+يبذل convergence اتنين و تلاتين برزم ديوبتر عينى
+
+222
+00:16:21,440 --> 00:16:24,060
+بدهم يدخلوا لجوا طبعا هذا هيكون
+
+223
+00:16:27,030 --> 00:16:31,130
+يعني أكتر من الـ fusional divergence بتاعه هتنشأ
+
+224
+00:16:31,130 --> 00:16:34,930
+إيزوتروبيا خصائص الإيزوتروبيا في الـ non
+
+225
+00:16:34,930 --> 00:16:38,610
+refractive اللي بيميزها عن ال refractive الفرق بين
+
+226
+00:16:38,610 --> 00:16:40,930
+ال distance measurement و ال near measurement
+
+227
+00:16:40,930 --> 00:16:46,150
+تمام؟ احنا قلنا هذا مرتبط بال high AC على A ratio
+
+228
+00:16:46,150 --> 00:16:48,990
+و ال AC على A ratio شغله في ال near لأنه
+
+229
+00:16:48,990 --> 00:16:52,890
+accommodation تمام؟ مش في ال distance إذا لجينا
+
+230
+00:16:52,890 --> 00:16:57,760
+فرق بين ال distance و ال nearإذا وجدنا إيزوتروبيا
+
+231
+00:16:57,760 --> 00:17:02,080
+في النيار أكتر فرق أكتر من عشر بريزم بدأ أتوقع
+
+232
+00:17:02,080 --> 00:17:06,160
+high EC على high ratio بمعنى حسن جستيلو
+
+233
+00:17:06,160 --> 00:17:08,780
+الإيزوتروبيا على ال distance طلعت عشرين بريزم
+
+234
+00:17:08,780 --> 00:17:14,960
+عشرين بريزم وعلى النيارالإيزو تروبيا على النيار
+
+235
+00:17:14,960 --> 00:17:18,860
+طلعت اربعين بريزم جداش الفرق بينهم اكتر من عشرة
+
+236
+00:17:18,860 --> 00:17:22,040
+ايش اللي خليها تزيد الإيزو تروبيا على النيار لازم
+
+237
+00:17:22,040 --> 00:17:27,980
+اتوقع ان في عندى high AC على A ratio
+
+238
+00:17:27,980 --> 00:17:35,600
+طيب هذا ال high AC على A ratio مش شرط انه يكون فيه
+
+239
+00:17:35,600 --> 00:17:40,240
+refractive errorبالعكس بعضهم بيكون في عنده mild
+
+240
+00:17:40,240 --> 00:17:44,020
+hypermetropia مناسبة لسنه مش أكتر من ال plus اتنين
+
+241
+00:17:44,020 --> 00:17:47,700
+اتنين و ربع تمام مناسبة لعمر الطفل بعتبرهاش
+
+242
+00:17:47,700 --> 00:17:51,520
+hypermetropia significant و ممكن يكون M-troph و
+
+243
+00:17:51,520 --> 00:17:55,550
+بعضهم حتى even ممكن يكون myopicrefraction عنده
+
+244
+00:17:55,550 --> 00:17:59,530
+تمام ومع ذلك بيكون عنده إيزوتروبيا على النيار أكتر
+
+245
+00:17:59,530 --> 00:18:03,130
+من ال distance بمقدار يفوق العشراء prison diopter
+
+246
+00:18:03,130 --> 00:18:08,090
+إذا بتوقع high AC على A ratio هذا السبب فيها هذا
+
+247
+00:18:08,090 --> 00:18:12,910
+السبب فيها طب إيش الفايدة من تقسيمها فايدة من
+
+248
+00:18:12,910 --> 00:18:16,470
+تقسيمها high refractive و non refractive أعرف
+
+249
+00:18:16,470 --> 00:18:20,670
+وسيلة العلاج أعرف وسيلة العلاج طيب قبل ما نقول
+
+250
+00:18:20,670 --> 00:18:27,540
+وسيلة العلاجبنقول عن شغلة معينة احنا بنقول high A
+
+251
+00:18:27,540 --> 00:18:37,860
+C على A ratio اذا قلنا احنا سين على صد هو كسر متى
+
+252
+00:18:37,860 --> 00:18:43,200
+يكبر هذا الكسر؟ اذا كبر البصد يعني اذا زادت سين
+
+253
+00:18:43,200 --> 00:18:51,680
+اذا زادت سين او اذا قلت صد مظبوط
+
+254
+00:18:53,610 --> 00:18:58,630
+لما بينجس المقام الكثير كله بيزيد لما بيزيد البسط
+
+255
+00:18:58,630 --> 00:19:03,230
+الكثير كله بيزيد بمعنى لما بنقول ال accommodative
+
+256
+00:19:03,230 --> 00:19:06,570
+convergence ع ال accommodation ratio هذا كله ال
+
+257
+00:19:06,570 --> 00:19:10,910
+ratio امتى بيزيد اما لما يزيد ال convergence او
+
+258
+00:19:10,910 --> 00:19:14,850
+لما يقلل ال accommodation يضعف ال accommodation
+
+259
+00:19:14,850 --> 00:19:20,310
+اذا كان ال AC على A ratio زايد بسبب زيادة ال
+
+260
+00:19:20,310 --> 00:19:23,390
+accommodative convergence بتسمى convergence excess
+
+261
+00:19:25,030 --> 00:19:29,690
+non refractive accommodative esotropia due to
+
+262
+00:19:29,690 --> 00:19:38,290
+convergence axis وحنقول كيف نفرج بينهم إذا زاد هذا
+
+263
+00:19:38,290 --> 00:19:41,430
+الكمية هذه زادت كلها نتيجة ان ال accommodation
+
+264
+00:19:41,430 --> 00:19:46,430
+ضعيف بتسمى hypo accommodative convergence axis
+
+265
+00:19:46,430 --> 00:19:48,810
+هنشرح كل واحدة على حدة
+
+266
+00:19:51,680 --> 00:19:54,620
+هاي سر التجسيمة ل convergence excess وhypo
+
+267
+00:19:54,620 --> 00:19:58,180
+accommodative convergence excess نرجع نشرحها
+
+268
+00:19:58,180 --> 00:20:03,020
+بالتدريج البطيء إيجى حسن عن مؤسسة أو العيادة عن
+
+269
+00:20:03,020 --> 00:20:07,960
+مؤسسة الصحية عنده إيزوتروبيا عمره تلت سنين عنده
+
+270
+00:20:07,960 --> 00:20:12,060
+إيزوتروبيا جسناها على ال distance لجناها خمستاشر
+
+271
+00:20:12,060 --> 00:20:16,740
+prism على ال near لجناها خمسة خليني أقول سبعة
+
+272
+00:20:16,740 --> 00:20:23,060
+وعشرين prism متوقع أنه يكون عندهAC على ALCO قبل ما
+
+273
+00:20:23,060 --> 00:20:26,880
+نقول في أي مجموعة عملنا له refractive error طلع
+
+274
+00:20:26,880 --> 00:20:30,640
+واحد وخمسة وسبعين في المية ضيوبة في ال both eye
+
+275
+00:20:30,640 --> 00:20:33,460
+هذا مش significant hypermetropia اللي اقول هذا
+
+276
+00:20:33,460 --> 00:20:36,560
+refractive accommodative هذا non refractive بس
+
+277
+00:20:36,560 --> 00:20:40,600
+accommodative كيف عرفت انه accommodative بدليل انه
+
+278
+00:20:40,600 --> 00:20:43,560
+زاد عن near و ال near هو اللي بلزم ال
+
+279
+00:20:43,560 --> 00:20:47,380
+accommodation طيب الان صار عندى هذا اسمه non
+
+280
+00:20:47,380 --> 00:20:50,060
+refractive non refractive
+
+281
+00:20:53,340 --> 00:20:58,660
+non refractive accommodative
+
+282
+00:20:58,660 --> 00:21:05,160
+esotropia بس تحت اي band بده ينزل بده اشوف هل ال
+
+283
+00:21:05,160 --> 00:21:08,860
+accommodation عنده ضعيف ولا ال convergence عنده
+
+284
+00:21:08,860 --> 00:21:13,400
+زائد انا من فرق ال near وال distance بقول انه عنده
+
+285
+00:21:13,400 --> 00:21:16,940
+high AC على A ratio هذه متفق عليها بس بضل احطه تحت
+
+286
+00:21:16,940 --> 00:21:20,240
+اي band من البنات في حاجة درسناها في حوال واحد
+
+287
+00:21:20,240 --> 00:21:24,860
+اسمها ال near point of accommodationإيش يعني ال
+
+288
+00:21:24,860 --> 00:21:29,720
+near point of accommodation؟ أقرب نقطة بيقدر يعمل
+
+289
+00:21:29,720 --> 00:21:35,260
+عليها clear focus و بتنجس بال RAF rule فالطبيعي
+
+290
+00:21:35,260 --> 00:21:38,720
+هذه ال near point of accommodation بتكون متناسبة
+
+291
+00:21:38,720 --> 00:21:44,040
+مع السن حسن سنه قداش؟ تلت سنوات أو أربع سنوات أو
+
+292
+00:21:44,040 --> 00:21:48,480
+خمس سنوات تمام فحصله ال near point of
+
+293
+00:21:48,480 --> 00:21:54,870
+accommodation اللي جيتها عشرين صنطيبعيدة معناته ال
+
+294
+00:21:54,870 --> 00:21:57,850
+accommodation عنده ضعيف مش جادر يعمل accommodation
+
+295
+00:21:57,850 --> 00:22:03,250
+طيب الإنسان اللي مش جادر يعمل accommodation يعني
+
+296
+00:22:03,250 --> 00:22:09,730
+مش جادر يوضح إيش الصورة إدماغه إيش هيعمل؟ هيعطي
+
+297
+00:22:09,730 --> 00:22:17,120
+order لل accommodation بزيادة تمام؟ مش جادرمش قادر
+
+298
+00:22:17,120 --> 00:22:22,300
+يعمل accommodation، هيضل الدماغ يعطي إرساليات
+
+299
+00:22:22,300 --> 00:22:26,400
+وشحنات عصبية عشان يع .. لل crystalline lens
+
+300
+00:22:26,400 --> 00:22:30,260
+للcellular ring عشان يعمل accommodation وفي نفس
+
+301
+00:22:30,260 --> 00:22:34,940
+الوقت الدماغ طالما بعت لل accommodation هيبعت لل
+
+302
+00:22:34,940 --> 00:22:38,200
+accommodative convergence فهيصير في عندي over
+
+303
+00:22:38,200 --> 00:22:41,740
+convergenceال convergence بيلبي و ال accommodation
+
+304
+00:22:41,740 --> 00:22:45,880
+مش قادر يلبيه تمام ال convergence بيلبي يعني بيقدر
+
+305
+00:22:45,880 --> 00:22:49,240
+ينفذ ال order بتاع الدماغ فبيصير over convergence
+
+306
+00:22:49,240 --> 00:22:53,020
+سببه ضعف ال accommodation فبيسموه hypo
+
+307
+00:22:53,020 --> 00:22:57,040
+accommodative convergence excess هو convergence
+
+308
+00:22:57,040 --> 00:23:00,060
+excess نتج بالأساس عن ضعف ال accommodation
+
+309
+00:23:00,060 --> 00:23:04,680
+فبالتالي بقول حسن بالمواصفات هاي عنده non
+
+310
+00:23:04,680 --> 00:23:10,840
+refractive accommodative esotropia نهج عنhigh AC
+
+311
+00:23:10,840 --> 00:23:14,980
+على A ratio اللي بدوره ناتج عن ضعف المقام اللي هو
+
+312
+00:23:14,980 --> 00:23:20,360
+ال accommodation إحسين عنده نفس المواصفات بس اللهم
+
+313
+00:23:20,360 --> 00:23:23,000
+لما جيستلوا ال near point of accommodation طلعت
+
+314
+00:23:23,000 --> 00:23:30,350
+سبعة صندوق طبيعية طبيعية طبيعية تمام الآنعنده high
+
+315
+00:23:30,350 --> 00:23:32,970
+AC على A ratio معناته عنده ال convergence اللي
+
+316
+00:23:32,970 --> 00:23:35,670
+زايد طب كيف عرفت أنه ال accommodation مش ضايق
+
+317
+00:23:35,670 --> 00:23:40,390
+normal near point of accommodation بمعنى هدول
+
+318
+00:23:40,390 --> 00:23:44,470
+اتنين بيفرجوا عن بعض فقط في ال NPA near point of
+
+319
+00:23:44,470 --> 00:23:47,730
+accommodation في الأولاني لازم تكون طبيعية و في
+
+320
+00:23:47,730 --> 00:23:52,130
+التاني لازم تكون ابعيدة ابعيدة مش نجيب إنسان مثلا
+
+321
+00:23:52,960 --> 00:23:56,240
+عمره اربعين سنة ونقول هذا عنده hypo accommodative
+
+322
+00:23:56,240 --> 00:23:59,300
+لأنها مثلا عنده على اربعين سانتي ال near point of
+
+323
+00:23:59,300 --> 00:24:02,200
+accommodation هذا حسب السنة ال near point of
+
+324
+00:24:02,200 --> 00:24:05,900
+accommodation بتبعد وبينشأ بعديها القضية ايش
+
+325
+00:24:05,900 --> 00:24:12,980
+leprospiopia طيب نضرب مثال تاني مثال تاني عشان
+
+326
+00:24:12,980 --> 00:24:18,740
+تتضح الأمور الآن علي عنده ايزوترابيا على ال
+
+327
+00:24:18,740 --> 00:24:25,600
+distanceسبعتاشر Prism عمره طبعا ست سنوات وعلى
+
+328
+00:24:25,600 --> 00:24:32,130
+النية عنده خمسة و تلاتين Prism، إيش تتوقعوا؟لسه
+
+329
+00:24:32,130 --> 00:24:37,730
+مابنقولش نام refractive عنده plus خمسة في العين
+
+330
+00:24:37,730 --> 00:24:41,350
+اليمين و plus ستة في العين الشمال هذا بيصفي ايش
+
+331
+00:24:41,350 --> 00:24:47,130
+mixed هذا بيصفي mixed انا بالمثال هذا بس بدي اوضح
+
+332
+00:24:47,130 --> 00:24:49,570
+انه ال mixed عبارة عن refractive يعني
+
+333
+00:24:49,570 --> 00:24:53,930
+hypermetropiaالها دور في قضية ال ISO و non
+
+334
+00:24:53,930 --> 00:24:57,790
+refractive ايضا عنده المشكلتين عنده high AC على
+
+335
+00:24:57,790 --> 00:25:00,590
+air ratio و عنده refractive error فبالتالي لما
+
+336
+00:25:00,590 --> 00:25:05,310
+بنرجع بنذكر حالنا بال accommodative isotropy ككل
+
+337
+00:25:05,310 --> 00:25:09,290
+نرسم شجرتها الشجرة refractive و non refractive و
+
+338
+00:25:09,290 --> 00:25:12,010
+mixed ايش المقصود بال refractive؟ accommodative
+
+339
+00:25:12,010 --> 00:25:16,170
+isotropy ال accommodation الناتج عن ال refractive
+
+340
+00:25:16,170 --> 00:25:17,950
+error مين ال refractive error اللي بيعمللي
+
+341
+00:25:17,950 --> 00:25:20,710
+accommodation؟ هل هو الميوبيا؟الميوبيا بالعكس
+
+342
+00:25:20,710 --> 00:25:23,650
+بتريح ال accommodation إذا ال hypermetropia هي
+
+343
+00:25:23,650 --> 00:25:27,690
+اللي بتعمل كل ما زادت ال hypermetropia كل ما زاد
+
+344
+00:25:27,690 --> 00:25:30,590
+الحاجة لل accommodation عشان أوضح الصورة على ال
+
+345
+00:25:30,590 --> 00:25:35,210
+retina طيب زاد ال accommodation تلقائي لازم يزيد
+
+346
+00:25:35,210 --> 00:25:39,230
+ال convergence مافيش indifusional divergence يعمل
+
+347
+00:25:39,230 --> 00:25:42,630
+control للموضوع فبتصير إيش إيزوتروبياإذا
+
+348
+00:25:42,630 --> 00:25:46,090
+الإيزوتروبيا على ال distance على النيار متساوية أو
+
+349
+00:25:46,090 --> 00:25:49,010
+متقاربة، مافيش فارق كبير بينهم، أقل من عشرة
+
+350
+00:25:49,010 --> 00:25:52,250
+الفارق، معناته إيش؟ هذه refractive نتجة عن
+
+351
+00:25:52,250 --> 00:25:56,010
+refractive error الآن إذا كان فيه فارق أكتر من
+
+352
+00:25:56,010 --> 00:26:00,050
+عشرة prism، هذه non refractive طبعا إذا كان
+
+353
+00:26:00,050 --> 00:26:02,950
+refractive error طبيعي، يعني واحد، واحد و نص، واحد
+
+354
+00:26:02,950 --> 00:26:06,960
+و ربع، واحد و تلت تربع، مازادش عن اتنينممكن يكون
+
+355
+00:26:06,960 --> 00:26:09,640
+عندى mixed اه ممكن يكون عندى mixed ممكن يكون عندى
+
+356
+00:26:09,640 --> 00:26:13,620
+high AC على A ratio وفي نفس الواجهة refractive
+
+357
+00:26:13,620 --> 00:26:17,220
+error عالى ال refractive error عالى بده full
+
+358
+00:26:17,220 --> 00:26:20,720
+correction حسب السن طبعا وال non refractive لسه
+
+359
+00:26:20,720 --> 00:26:25,120
+هنحكي عنه في إيش في حينه في ال treatmentإذا في
+
+360
+00:26:25,120 --> 00:26:29,200
+عندي refractive و non refractive و mixed ال non
+
+361
+00:26:29,200 --> 00:26:32,660
+refractive عفوا لها نوعين كيف أفرج بين النوعين
+
+362
+00:26:32,660 --> 00:26:37,060
+النوعين هم إما convergence excess نتيجة إنه ال AC
+
+363
+00:26:37,060 --> 00:26:42,720
+زايد ال AC هو اللي زايدأو hypo-accomodative
+
+364
+00:26:42,720 --> 00:26:45,480
+convergence excess الـ accommodation هو اللي ضعيف
+
+365
+00:26:45,480 --> 00:26:50,420
+إذا هذا زاد هيقدر أن الكسر كله يزيد إذا هذا ضعف
+
+366
+00:26:50,420 --> 00:26:54,160
+برضه هيقدر أن الكسر كله يزيد فبالتالي بتصفي عندي
+
+367
+00:26:54,160 --> 00:26:57,900
+AC على A ratio الفرق الوحيد بين الاتنين لازم
+
+368
+00:26:57,900 --> 00:27:03,420
+against the near point of accommodation
+
+369
+00:27:03,420 --> 00:27:06,600
+الـ mixed اللي هي refractive و non refractive
+
+370
+00:27:07,470 --> 00:27:12,050
+بأعطيش قراري إلا لما أخلص كل الفحص لأنه ممكن يكون
+
+371
+00:27:12,050 --> 00:27:16,010
+عندي high AC على A ratio وفي نفس الوقت في عندي بعض
+
+372
+00:27:16,010 --> 00:27:19,230
+الـcyclopedia طلع refractive error عالي فبسميهاش
+
+373
+00:27:19,230 --> 00:27:21,770
+non refractive بسميها mixed بسميها mixed
+
+374
+00:27:21,770 --> 00:27:29,330
+accommodative Esorotropia يا ترى يعني إيش العلاج
+
+375
+00:27:29,330 --> 00:27:34,850
+بتاع هدولة التلت أصناف العلاج بسيط جدا بدأنا احنا
+
+376
+00:27:34,850 --> 00:27:40,320
+نحكي عنه نرجع نكتبهنا Refractive, Accumulative,
+
+377
+00:27:40,740 --> 00:27:46,440
+Esotropia قولنا Fully Accumulative و Partially
+
+378
+00:27:46,440 --> 00:27:51,380
+Accumulative الـ
+
+379
+00:27:51,380 --> 00:27:58,980
+Fully Accumulative Full Cycloblgic Refraction
+
+380
+00:27:58,980 --> 00:28:05,180
+إذا أنا عملت بال Auto Refractometer الرقم اللي
+
+381
+00:28:05,180 --> 00:28:12,500
+بيطلع معايا بديك تحطيهبليك تحطيهطلع 12 plus 12 تحط
+
+382
+00:28:12,500 --> 00:28:17,100
+ال plus 12 ما تخافيش انك تحطه و بالذات تحت عمر 6
+
+383
+00:28:17,100 --> 00:28:21,780
+سنوات و بالذات تحت عمر 6 سنوات بتذكره في آخر حول
+
+384
+00:28:21,780 --> 00:28:25,860
+واحد لما جولنا when to prescribe تحت عمر 6 سنوات و
+
+385
+00:28:25,860 --> 00:28:28,920
+عنده esotropia يعني accommodative esotropia لابد
+
+386
+00:28:28,920 --> 00:28:32,220
+من ياخد full cycloplegic refraction الآن اذا انا
+
+387
+00:28:32,220 --> 00:28:34,880
+عملت ال refraction بواسطة ال retinoscope بس ال
+
+388
+00:28:34,880 --> 00:28:37,980
+working distance اللي بتنخصن و هي اصلا عادة احنا
+
+389
+00:28:37,980 --> 00:28:42,780
+بنخصمها في كلفي كل الحالات تأثير السيكلوبليجيك لأ
+
+390
+00:28:42,780 --> 00:28:46,560
+بدك تعطي ال full cycloblogic refraction عشان تمنع
+
+391
+00:28:46,560 --> 00:28:49,840
+أي نوع من ال accommodation لأن هذه سببه ال
+
+392
+00:28:49,840 --> 00:28:53,100
+accommodation انا بدي أشيل عن الدماغ موضوع ال
+
+393
+00:28:53,100 --> 00:28:56,340
+accommodation ليش بدي أشيل عن الدماغ عشان مايصيرش
+
+394
+00:28:56,340 --> 00:29:00,000
+convergence ليش بديش يصير convergence لأن مافيش
+
+395
+00:29:00,000 --> 00:29:03,500
+اندفيوجينال divergence كافي ليمنع الisotropia
+
+396
+00:29:03,500 --> 00:29:07,790
+فبالتالي انا بدي أشيل موضوعال accommodation بيصير
+
+397
+00:29:07,790 --> 00:29:11,310
+عشان توضيح الصورة ع الشبكية انا هوضحله بواسطة ال
+
+398
+00:29:11,310 --> 00:29:14,870
+plus lenses اللي تعمل focusing على ال retina
+
+399
+00:29:14,870 --> 00:29:20,350
+وبالتالي توضح الأمور طيب الآن بعد سن ست سنوات بدأ
+
+400
+00:29:20,350 --> 00:29:25,930
+أعمل weaning فطام عن النضارة بالتدريج تمام بمعنى
+
+401
+00:29:25,930 --> 00:29:35,650
+نضرب مثال على ذلك انسان .. انسان في عمر سنتينلسن
+
+402
+00:29:35,650 --> 00:29:42,670
+خمس سنوات تمام بيلبس plus 4 بدون ال plus 4 بدون ال
+
+403
+00:29:42,670 --> 00:29:47,010
+plus 4 عنده esotropia على ال distance وعلى النير
+
+404
+00:29:47,010 --> 00:29:52,670
+عشرين prison تمام سيسي على ال distance وعلى النير
+
+405
+00:29:52,670 --> 00:29:58,910
+مثلا orthon يعني مافيش عنده ولا حاجة الآن لما بلغ
+
+406
+00:29:58,910 --> 00:30:03,370
+سن الخمس سنوات ضالت الأربعة أربعة بس أنا جربت
+
+407
+00:30:03,370 --> 00:30:08,010
+بالتلاتة أفحصهملجيت انه على ال distance و النيار
+
+408
+00:30:08,010 --> 00:30:12,850
+بيعطيني اربعة Prism Diopter Esotropia بعطيله ال
+
+409
+00:30:12,850 --> 00:30:16,990
+ash التلاتة ليش بعطيله التلاتة؟ طب ما هيضل عنده
+
+410
+00:30:16,990 --> 00:30:21,550
+نتفة ash؟Esotropia بدي أبدأ أدرب ال fusional
+
+411
+00:30:21,550 --> 00:30:25,350
+divergence اللي عنده انه يبدأ يشتغل مابنفعش أسيبه
+
+412
+00:30:25,350 --> 00:30:29,630
+زي هذا فبالتالي انا الأربعة أربعة بتحقيقلي Ortho
+
+413
+00:30:29,630 --> 00:30:33,590
+بس هذه جريبة جدا من ال Ortho وهذه هتعمل مش هتكون
+
+414
+00:30:33,590 --> 00:30:37,550
+تجيلة كتير على دماغه قضية الأربعة Prism اللي هو
+
+415
+00:30:37,550 --> 00:30:40,210
+Esotropia على ال distance انية هيبدأ يعمل ال
+
+416
+00:30:40,210 --> 00:30:43,870
+fusional يمرر ال fusional divergence عنده ومع مرور
+
+417
+00:30:43,870 --> 00:30:48,060
+الوقت أنا التلاتة هذه ممكن أنزلهاو بعد هيك يعني
+
+418
+00:30:48,060 --> 00:30:51,700
+ممكن انا اشيل النضارة اذا ببدأ في عملية ال
+
+419
+00:30:51,700 --> 00:30:55,220
+weighing يعني
+
+420
+00:30:55,220 --> 00:30:59,300
+بعد سن الست سنوات بحيث انه بالتدريج انا اعمل فطام
+
+421
+00:30:59,300 --> 00:31:04,880
+عن النضارة و ابدأ اخففليها طبعا انا يكون عندي
+
+422
+00:31:05,330 --> 00:31:09,470
+حاجتين اتبعهم نظبط و انا بانزل فيه قياس النضارة
+
+423
+00:31:09,470 --> 00:31:13,110
+يعني بعد ما انازله قياس النضارة بدي اشوف ايش وضع
+
+424
+00:31:13,110 --> 00:31:17,590
+ال squint ال ISO و بدي اشوف وضع ال vision يعني مش
+
+425
+00:31:17,590 --> 00:31:19,950
+.. مش اشي على حساب اشي يعني اذا ال vision مقبول
+
+426
+00:31:19,950 --> 00:31:23,910
+عندي و مااختلفش كتير بين ال plus 4 و ال plus 3 او
+
+427
+00:31:23,910 --> 00:31:28,270
+ضال زي ما هو انا بخليه يلبس ال plus 3 على اساس انه
+
+428
+00:31:28,270 --> 00:31:31,910
+ايش يبدأ يعمل و ينشط ال fusional divergence عشان
+
+429
+00:31:31,910 --> 00:31:35,360
+مايضالش طول حياته على النضارةالـ partial
+
+430
+00:31:35,360 --> 00:31:39,300
+accommodative esotropia قلنا بتتصلح جزءيا بالنضارة
+
+431
+00:31:39,300 --> 00:31:43,380
+يعني كانت مثلا اربعين prism صفة تمانتاشر prism ايش
+
+432
+00:31:43,380 --> 00:31:48,200
+اعمل في ال تمانتاشر prism اكتير من اللي هو المدارس
+
+433
+00:31:48,200 --> 00:31:52,460
+الطبية بتقول انه هذه المدارس الطبية بتقول حسب
+
+434
+00:31:52,460 --> 00:31:58,310
+الزاوية اللي دلت وحسب رغبة الاهلفي هذه القضية يعني
+
+435
+00:31:58,310 --> 00:32:02,450
+طبعا احنا جراحيا اذا قررنا جراحة هذا المريض ممكن
+
+436
+00:32:02,450 --> 00:32:06,050
+يتتابع لغاية ما يطلب هو او يطلب اهله ان يجرأ له
+
+437
+00:32:06,050 --> 00:32:11,110
+عملية العملية تجرأ فقط على الجزء اللي ضايل بمعنى
+
+438
+00:32:11,110 --> 00:32:17,780
+ال 40 هشغل على 18 فقط مش على ال 40 كلها تمامبدهم
+
+439
+00:32:17,780 --> 00:32:21,540
+يفهموا الاهل تماما انه انا لما بشغل على التمنتاش
+
+440
+00:32:21,540 --> 00:32:25,760
+بيصير الطفل هادق و هو لابس النضارة Ortho Fish Skin
+
+441
+00:32:25,760 --> 00:32:29,240
+لما بيشتح النضارة الجزء اللي بتصلح بالنضارة اللي
+
+442
+00:32:29,240 --> 00:32:36,500
+هو ال 22 Prism تمام بتبين .. بتبين طبعا في هدول
+
+443
+00:32:36,500 --> 00:32:42,580
+التشخيصين لابد من الحث الدائم للاهل انه لابد من
+
+444
+00:32:42,580 --> 00:32:46,880
+ارتداء النضارة طول النهارطول النهار طبعا .. دكتور
+
+445
+00:32:46,880 --> 00:32:50,040
+لو سمحلي .. لو طالما يعني بتصلح بالجراحة يعني ليه
+
+446
+00:32:50,040 --> 00:32:53,580
+ما أصلح كل الأربعية؟ كيف؟ طالما بتصلح يعني
+
+447
+00:32:53,580 --> 00:32:56,100
+بالجراحة ليه ما أصلح كل الأربعية؟ بالظبط عشان
+
+448
+00:32:56,100 --> 00:32:59,660
+مايصيرش عندك consecutive exotropia بمعنى .. بمعنى
+
+449
+00:32:59,660 --> 00:33:03,760
+طبعا احنا عارفين إيش يعني consecutive exotropia
+
+450
+00:33:03,760 --> 00:33:08,700
+طبعا؟ الآن إنسان عنده plus 6 plus 6 أنت بتعتقدي
+
+451
+00:33:08,700 --> 00:33:13,930
+هذا ال plus 6بيقدر يشوف 6 على 6 بدون نضارة؟ صعب ..
+
+452
+00:33:13,930 --> 00:33:16,670
+صعب جدا انه يشوف 6 على 6 لأنه عنده high refractive
+
+453
+00:33:16,670 --> 00:33:22,310
+error هذا ب .. SC الإيزوتروبي عنده 40 برزم CC
+
+454
+00:33:22,310 --> 00:33:26,930
+الإيزوتروبي عنده 18 برزم okay؟ الأعلى و انت
+
+455
+00:33:26,930 --> 00:33:31,230
+اشتغلتي على الأربعين بيصير و هو شالح النضارة Ortho
+
+456
+00:33:31,990 --> 00:33:35,690
+بس ال vision عنده مش ستة ع ستة بدك تلبسي نضارة
+
+457
+00:33:35,690 --> 00:33:39,510
+هيصير consecutive exotropic وعشان هيك خدوها كقاعدة
+
+458
+00:33:39,510 --> 00:33:45,610
+في جميع أنواع الحوال الحوال بنشغل لما تاخد القياس
+
+459
+00:33:45,610 --> 00:33:51,610
+بالنضارة بالنضارة ببنشغل الاشي اللي بتصلح بالنضارة
+
+460
+00:33:51,610 --> 00:33:54,470
+كقاعدة الاشي اللي بتصلح بالنضارة فيشقله جراحة حوال
+
+461
+00:33:54,470 --> 00:33:58,550
+الاشي اللي بتصلحاش بالنضارة هو اللي بيجرى عليه
+
+462
+00:33:58,550 --> 00:34:05,020
+الحوالالـ fully accommodative مالوش أي جراحة، إله
+
+463
+00:34:05,020 --> 00:34:10,140
+نضارة فقط، بيصير السؤال التالي، هل .. أمتى هشلح
+
+464
+00:34:10,140 --> 00:34:15,010
+النضارة؟إيش بداء للنضارة؟ هل ألبس contact lenses؟
+
+465
+00:34:15,010 --> 00:34:20,050
+هل أعمل LASIK في سن معين مثلا؟ إلى آخرين أما اللي
+
+466
+00:34:20,050 --> 00:34:22,650
+بدنا نفهمه تماما fully accommodative اللي علاجه
+
+467
+00:34:22,650 --> 00:34:26,630
+نضارة علاجه نضارة فقط اللي علاجه جراحة زي مثلا
+
+468
+00:34:26,630 --> 00:34:30,330
+قلنا early onset esotropia المحاضرة اللي فاتت احنا
+
+469
+00:34:30,330 --> 00:34:33,930
+قلنا التدخل الجراحي هو الحل الصحيح والحل اللي هو
+
+470
+00:34:33,930 --> 00:34:38,810
+ال ideal تمام؟ الآن ال partially accommodativeجزء
+
+471
+00:34:38,810 --> 00:34:42,090
+منها بتصلح بالنضارة والجزء الآخر مابتصلحش هذا
+
+472
+00:34:42,090 --> 00:34:45,950
+الجزء اللي بتصلحش بتبدو عملية جراحية توقيت العملية
+
+473
+00:34:45,950 --> 00:34:49,750
+برتبط بشغلتين كمية ال residual squint اللي ضايلة
+
+474
+00:34:49,750 --> 00:34:56,420
+كدهش ضال باقي كتير جدا ولا جليل ورغبة الأهلبدهم
+
+475
+00:34:56,420 --> 00:34:59,800
+يفهموا الأهل أيضا حتى مع رغبتهم لو أنه مثلا قرر
+
+476
+00:34:59,800 --> 00:35:04,540
+جراحة تدخل جراحي أنه الجراحة هتجرى على الجزء اللي
+
+477
+00:35:04,540 --> 00:35:07,800
+ضايل بمعنى و هو لابس النضارة هيبين عينيه كويسين و
+
+478
+00:35:07,800 --> 00:35:11,060
+أورثو بينما و هو شالح النضارة الجزء اللي بتصلح
+
+479
+00:35:11,060 --> 00:35:14,600
+بالنضارة هو اللي هيبين تمام فبالتالي هذه القضية
+
+480
+00:35:14,600 --> 00:35:21,660
+بدا تكون واضحة جدا ضال بس نحكي نقطة هنا في ال ..في
+
+481
+00:35:21,660 --> 00:35:26,760
+الموضوع ال .. ال accommodative esotropia عشان ما
+
+482
+00:35:26,760 --> 00:35:33,520
+ننساش بعض الناس هتستغربوا جدا بعض الناس في ال ..
+
+483
+00:35:33,520 --> 00:35:36,880
+في ال refractive accommodative esotropia بيجي عنده
+
+484
+00:35:36,880 --> 00:35:42,140
+plus 4 plus 4 و esotropia مقدارها تقريبا يعني جميل
+
+485
+00:35:42,140 --> 00:35:47,760
+35 ل40 prism diopterبيجي حالة تانية بعدها بتفوت
+
+486
+00:35:47,760 --> 00:35:56,080
+عندك عنده plus 10 و plus 9 و Ortho عارفين
+
+487
+00:35:56,080 --> 00:36:02,180
+تفسير الموضوع هذا لأ
+
+488
+00:36:02,180 --> 00:36:06,040
+مش قضية fusional divergence مش قضية fusional
+
+489
+00:36:06,040 --> 00:36:09,980
+divergence الان هذا ال plus 4 plus 4 ايزو المفروض
+
+490
+00:36:09,980 --> 00:36:15,250
+اتوقع ان هذا ايزو اكتر منه تمامالسبب في ذلك ..
+
+491
+00:36:15,250 --> 00:36:18,590
+السبب في ذلك القضية من ال accommodation إيش الهدف
+
+492
+00:36:18,590 --> 00:36:24,290
+منها؟ توضيح ال retinal image إذا كان الدماغ بذل
+
+493
+00:36:24,290 --> 00:36:29,210
+جهده عمل maximum accommodation وما أداش هذا لتوضيح
+
+494
+00:36:29,210 --> 00:36:32,510
+ال retinal image العينين بتريح، الدماغ خلاص أنا
+
+495
+00:36:32,510 --> 00:36:36,470
+بأطلب من العينين تعمل maximum accommodation عشان
+
+496
+00:36:36,470 --> 00:36:39,210
+توضح ال retinal image إذا ما وضحتش ال retinal
+
+497
+00:36:39,210 --> 00:36:42,300
+imageمش ضروري نعمل لا accommodation ولا
+
+498
+00:36:42,300 --> 00:36:46,040
+convergence يعني قضية ال .. ال accommodative
+
+499
+00:36:46,040 --> 00:36:50,000
+ايزوتروبيا كلها شغلات عشان انا تصلني صورة واضحة
+
+500
+00:36:50,000 --> 00:36:55,760
+على ال retinaتمام فبتبدأ سلسلة accommodation اه ال
+
+501
+00:36:55,760 --> 00:36:58,020
+accommodation كافي بس ال accommodation اذا اشتغل
+
+502
+00:36:58,020 --> 00:37:01,360
+قولا واحد ان لازم يشتغل ال convergence معاه تمام
+
+503
+00:37:01,360 --> 00:37:04,020
+ال convergence اشتغل ال fusional divergence
+
+504
+00:37:04,020 --> 00:37:07,820
+المفروض يعمله control عشان مايزيدش عن حده طيب ال
+
+505
+00:37:07,820 --> 00:37:10,460
+accommodation اشتغل ال maximum بتاعه مش قادر يوضح
+
+506
+00:37:10,460 --> 00:37:14,800
+ال retina ال image اللي plus عشرة ال image خلف ال
+
+507
+00:37:14,800 --> 00:37:18,830
+retina كتيرعشان تجيبه عادة انك تبذل plus 10
+
+508
+00:37:18,830 --> 00:37:22,410
+diopter accommodation وهذا ممكن مايكونش في الإمكان
+
+509
+00:37:22,410 --> 00:37:25,970
+انه يبذل ويزيد قوة ال crystalline lens بمقدار plus
+
+510
+00:37:25,970 --> 00:37:29,650
+10 ديوبتر وبالتالي مش هيقدر يوضح فهو هتلاقي ايش
+
+511
+00:37:29,650 --> 00:37:35,070
+عدل مش معناته انه مابدوش تصليح مش معناته انه
+
+512
+00:37:35,070 --> 00:37:39,230
+مابدوش تصليح هذا بده تصليح عشان ال vision ممكن لما
+
+513
+00:37:39,230 --> 00:37:45,250
+تصلحيهتبدأ تلاحظ أنه بدأ يصير عنده إيزوتروبيا فهذه
+
+514
+00:37:45,250 --> 00:37:49,430
+القضية بدأت تشكل إنه حيرة السبب فيها إنه هذا جدر
+
+515
+00:37:49,430 --> 00:37:53,370
+يوضح فضله ماسك في ال accommodation وما دمه ماسك في
+
+516
+00:37:53,370 --> 00:37:55,910
+ال accommodation ال convergence شغال و ال fusional
+
+517
+00:37:55,910 --> 00:37:59,090
+divergence مش قادر يعمل control فهذا نشأ عنده و
+
+518
+00:37:59,090 --> 00:38:02,670
+هذا لم ينشأ عنده فتكون عندنا واضحة القضية نجي
+
+519
+00:38:02,670 --> 00:38:08,090
+لعلاج ال non refractive ال
+
+520
+00:38:08,090 --> 00:38:11,450
+non refractive accommodativeبقدر أحكي عنها مع
+
+521
+00:38:11,450 --> 00:38:15,150
+اليومتين بسيطات جدا، هتوضح إيش طريقة العلاج، هي
+
+522
+00:38:15,150 --> 00:38:17,730
+non-refractive، مافيش refractive قره، وهي
+
+523
+00:38:17,730 --> 00:38:20,350
+accommodative، إذا في accommodation، ال
+
+524
+00:38:20,350 --> 00:38:24,790
+accommodation يا بنات بيصير عوان، عن نير، إذا بدي
+
+525
+00:38:24,790 --> 00:38:28,010
+أنا لما الطفل يتطلع على نير target، مايصيرش عنده
+
+526
+00:38:28,010 --> 00:38:32,880
+accommodation، كيف؟بال by focal ممتازين جدا صحيح
+
+527
+00:38:32,880 --> 00:38:36,580
+جدا يعني انا هادي ال non refractive اللي هي high
+
+528
+00:38:36,580 --> 00:38:40,000
+AC على A ratio بديش يعمل accommodation حتى لو
+
+529
+00:38:40,000 --> 00:38:42,800
+ماكانش عنده refractive error هو اللي ماعندهش
+
+530
+00:38:42,800 --> 00:38:47,290
+refractive error بيعمل accommodationكلنا بنعمل
+
+531
+00:38:47,290 --> 00:38:51,430
+accommodation تمام، إذا أنا إنسان in مترو وابدأ
+
+532
+00:38:51,430 --> 00:38:54,710
+أطلع أتولت متر لازم أبلغ .. أبلغ plus تلاتة، ده
+
+533
+00:38:54,710 --> 00:38:58,250
+يبتر، أنا هذا البني آدم اللي عنده non refractive
+
+534
+00:38:58,250 --> 00:39:01,730
+مش هصلحله refractive error على ال distance، بس
+
+535
+00:39:01,730 --> 00:39:06,050
+هصلحلهما هو مطلوب منه من accommodation انا هعمله
+
+536
+00:39:06,050 --> 00:39:09,810
+عنه بواسطة ال buy focus اذا ال near add عنده بيكون
+
+537
+00:39:09,810 --> 00:39:14,850
+plus 2.5 ل plus 3 حسب المسافة اللي هو بيجرى عليها
+
+538
+00:39:14,850 --> 00:39:18,670
+او بيشتغل عليها او بيلعب فيها تمام فبالتالي plus 2
+
+539
+00:39:18,670 --> 00:39:25,190
+.5 ل plus 3 يعني من 40 cm ل 33 cm بيضاف add له
+
+540
+00:39:25,190 --> 00:39:29,170
+وساعتها هتكون ال near و ال distance نفس الاشي طب
+
+541
+00:39:29,170 --> 00:39:33,300
+لو انه mixedبدي اعطيله الـ Refractive Correction
+
+542
+00:39:33,300 --> 00:39:37,080
+الـ Full Cycloblgic Correction و اضيف الـ Add لـ
+
+543
+00:39:37,080 --> 00:39:41,180
+Near لـ Near Segment بمعنى نضرب أمثلة على ذلك
+
+544
+00:39:41,180 --> 00:39:45,280
+بنقول حسن عنده Non Refractive Accumulative
+
+545
+00:39:45,280 --> 00:39:49,960
+Esotropia تمام؟ الآن هذه الـ Non Refractive على ال
+
+546
+00:39:49,960 --> 00:39:57,900
+distance أربعة prison و على النيادتلاتين prism هذا
+
+547
+00:39:57,900 --> 00:40:01,840
+high AC على اي ratio ولا لأ طيب لو فرضنا ان ال
+
+548
+00:40:01,840 --> 00:40:04,800
+near و ال distance اربعة prism ايش بيلزموه؟ ولا
+
+549
+00:40:04,800 --> 00:40:07,780
+حاجة بيلزموش ولا حاجة ماعندوش refractive error
+
+550
+00:40:07,780 --> 00:40:13,940
+significant هذا بده يلبس bifocal تمام consecutive
+
+551
+00:40:13,940 --> 00:40:17,260
+او executive عفوا executive type ايش يعني ال
+
+552
+00:40:17,260 --> 00:40:23,270
+executive type؟اللي هو ال E-style تمام بحيث انه
+
+553
+00:40:23,270 --> 00:40:29,890
+بالظبط انه يعمل ال crossing هذا الحد بين ال
+
+554
+00:40:29,890 --> 00:40:32,450
+distance segment و ال near segment يعمل ال
+
+555
+00:40:32,450 --> 00:40:34,790
+crossing بعض الكتب بتحكي انه لازم يعمل ال crossing
+
+556
+00:40:34,790 --> 00:40:38,390
+لنص ال pupil و الكتب التانية بتحكي انه لل lower
+
+557
+00:40:38,390 --> 00:40:45,130
+border of pupil بده يعمل طبعا throw bifocal لبسناه
+
+558
+00:40:45,130 --> 00:40:49,540
+bifocal و حطناله في ال near تلاتة تمامThrough
+
+559
+00:40:49,540 --> 00:40:52,740
+Bifocal على الـ distance أربعة بريزم وعن نير أربعة
+
+560
+00:40:52,740 --> 00:41:00,320
+بريزم إيش رأيكم؟ هذه result ممتازة جدا جدا تمام؟
+
+561
+00:41:00,320 --> 00:41:06,520
+وبالتالي هذا قضية القضية التانية إحسين عنده نفس
+
+562
+00:41:06,520 --> 00:41:13,120
+القضية إحسين عنده عشرين
+
+563
+00:41:13,120 --> 00:41:16,020
+بريزم وانا هنا خمسة و تلاتين بريزم عنده
+
+564
+00:41:16,020 --> 00:41:22,180
+hypermetropia plus أربعةفي كل عين كيف نكتبله وصفة
+
+565
+00:41:22,180 --> 00:41:28,490
+او عمره تلت سنوات؟ ايش رأيكم؟بتعطي full correction
+
+566
+00:41:28,490 --> 00:41:33,130
+على ال distance plus 4 تمام و بتضيف فجها ال add
+
+567
+00:41:33,130 --> 00:41:37,890
+يعني بتصير نضارته ك bifocal plus 4 و ال add هنا
+
+568
+00:41:37,890 --> 00:41:42,030
+هتصار .. هتصار كلها total plus 7 اللي هي ال 4 مع
+
+569
+00:41:42,030 --> 00:41:45,210
+ال plus 3 هتلاقي أنه على ال near و على ال distance
+
+570
+00:41:45,210 --> 00:41:49,070
+صار أموره كويسة فهذا في ال mixed هذا يسمى mixed
+
+571
+00:41:49,650 --> 00:41:52,190
+لأنه عنده Refractive Error Significant Refractive
+
+572
+00:41:52,190 --> 00:41:56,150
+Error وعنده High AC على A Ratio اللي هو الفرج أنه
+
+573
+00:41:56,150 --> 00:41:59,890
+على الـ Near الـ ESO أكتر من .. تفرج أكتر من عشرة
+
+574
+00:41:59,890 --> 00:42:06,030
+Prism عن ال distance فبالتالي لكل حالة بتعامل هذا
+
+575
+00:42:06,030 --> 00:42:10,230
+الآن ضال في العلاج أنه هنا في أربع أنواع من
+
+576
+00:42:10,230 --> 00:42:14,430
+العلاجات أفضل علاج اللي هو الـ Bifoca أفضل علاج هو
+
+577
+00:42:14,430 --> 00:42:15,070
+الـ Bifoca
+
+578
+00:42:27,830 --> 00:42:34,590
+في تلت أنواع من العلاجات التانية زي cholinesterase
+
+579
+00:42:34,590 --> 00:42:42,230
+inhibitors هذه
+
+580
+00:42:42,230 --> 00:42:49,730
+أدوية بتعمل myosisفبتعمل حاجة بنسميها peripheral
+
+581
+00:42:49,730 --> 00:42:52,470
+accommodation بدون ما تعمل central accommodation
+
+582
+00:42:52,470 --> 00:42:57,770
+تمام و ممكن إذا الطفل مش متعاون على لبس النضارة
+
+583
+00:42:57,770 --> 00:43:03,290
+ممكن يستعملها تمام مرة واحدة في اليوم على فترات
+
+584
+00:43:03,290 --> 00:43:07,230
+طويلة مش كتير .. مش كتير ناس بتستعمل هذه لأنه لها
+
+585
+00:43:07,230 --> 00:43:11,850
+.. لها مساوء فبالتالي يعني بس .. يعني هنذكرها
+
+586
+00:43:11,850 --> 00:43:19,920
+عندنا هنا تمام العلاج التالت جراحهمعروف أن الـ
+
+587
+00:43:19,920 --> 00:43:23,920
+bifocal .. سجلوا عندكم الـ bifocal lenses بتنفع
+
+588
+00:43:23,920 --> 00:43:29,000
+لما يكون ال AC على A ratio high بس مش high كتير مش
+
+589
+00:43:29,000 --> 00:43:33,260
+high كتير يعني سبعة تمانية تمام أما لما يكون very
+
+590
+00:43:33,260 --> 00:43:37,540
+high ال AC على A ratio العلاج الأفضل هو الجراحة
+
+591
+00:43:37,540 --> 00:43:40,340
+إرخاء ال media rectus و ال media rectus في
+
+592
+00:43:40,340 --> 00:43:43,240
+الناحيتين اللي هم مسؤولين عن موضوع ال convergence
+
+593
+00:43:43,240 --> 00:43:47,540
+بيعدل و بيعمل normalization لل AC على A ratio
+
+594
+00:43:50,290 --> 00:43:55,190
+الوسيلة الرابعة observation إيش يعني observation؟
+
+595
+00:43:55,190 --> 00:43:58,730
+بس المتابعة بدون I يعني بعطيله ال distance
+
+596
+00:43:58,730 --> 00:44:03,230
+correction و بعطيلوش bifocal للنير إيش وجهة النظر
+
+597
+00:44:03,230 --> 00:44:07,070
+الأخيرة يعني؟ يعني .. يعني و هو لابس ال correction
+
+598
+00:44:07,070 --> 00:44:10,490
+إحسين اللي هو ال plus 4 على حالها بدون bifocal
+
+599
+00:44:10,490 --> 00:44:16,450
+هنلاقي مثلا هو على ال distance صار اتنين prism و
+
+600
+00:44:16,450 --> 00:44:24,300
+على النير مثلا عشرين prismووجهة النظر .. ووجهة
+
+601
+00:44:24,300 --> 00:44:27,400
+النظر تاعت الناس اللي بتتبع موضوع ال observation
+
+602
+00:44:27,400 --> 00:44:29,600
+في هذا النوع من ال esotropia اللي هي ال non
+
+603
+00:44:29,600 --> 00:44:32,380
+refractive اللي فيها ال high AC على A ratio يقولك
+
+604
+00:44:32,380 --> 00:44:36,300
+طالما على مسافة من المسافات اتحقق ال fusion و ال
+
+605
+00:44:36,300 --> 00:44:42,180
+stereopsis خلاص الدماغ هيتعود انه هو بتطلع بعيدفي
+
+606
+00:44:42,180 --> 00:44:45,540
+عنده Stereopsis و هيتطور لـ Stereopsis طيب و عن
+
+607
+00:44:45,540 --> 00:44:49,540
+جريب بقولك مش مشكلة لأنه بيضلش الإنسان 24 ساعة
+
+608
+00:44:49,540 --> 00:44:53,020
+يتطلع على الجريب بتطلع على بعيد و على بعيد و على
+
+609
+00:44:53,020 --> 00:44:56,160
+الأبعد و على الجريب يعني بتنقل طالما في مسافات
+
+610
+00:44:56,160 --> 00:44:59,060
+بتحقيقلي إنه فيه fusion إنه فيه Stereopsis أنا
+
+611
+00:44:59,060 --> 00:45:03,360
+بستنى لما يكبر طيب إيش لما يكبر هيحصل؟ هيصير
+
+612
+00:45:03,360 --> 00:45:07,990
+Normalization تلقائيلل AC على A Ratio هذا وجهة
+
+613
+00:45:07,990 --> 00:45:12,630
+نظرهم إذا في عندي أربع وسائل معتمدة ال bifocal هي
+
+614
+00:45:12,630 --> 00:45:16,790
+الوسيئة الأكتر شيوعا كولينيستيريز inhibitors عبارة
+
+615
+00:45:16,790 --> 00:45:20,630
+عن جطرة وفي إلها مشاكل طبعا وإلها طرق استعمال
+
+616
+00:45:22,450 --> 00:45:26,310
+السيرجيري لما يكون عندى very high AC على A ratio
+
+617
+00:45:26,310 --> 00:45:30,650
+والobservation إذا النضارة اللى هى الـ monofocal
+
+618
+00:45:30,650 --> 00:45:34,230
+بتاعة ال distance تمام حققت لإنه ع ال distance في
+
+619
+00:45:34,230 --> 00:45:38,610
+عندى fusion وفي عندى stereopsis النيار خلّيه ISO
+
+620
+00:45:38,610 --> 00:45:43,310
+هذه وجهة نظر رابعة تمام فبالتالي عندى هذه الأربعة
+
+621
+00:45:43,310 --> 00:45:48,570
+ال mixed طبعا ال mixed علاجه بيشمل العلاجين بيشمل
+
+622
+00:45:48,570 --> 00:45:53,030
+العلاجين وضربنا الآن أربعةللـ distance و سبعة
+
+623
+00:45:53,030 --> 00:45:58,650
+لانهيار هذا في ال mix تمام
+
+624
+00:45:58,650 --> 00:46:04,890
+هيك
+
+625
+00:46:04,890 --> 00:46:08,690
+احنا بنكون خلصنا ال accommodative esotropia
+
+626
+00:46:08,690 --> 00:46:15,770
+ماننساش قضية
+
+627
+00:46:15,770 --> 00:46:21,130
+ال winningوماننساش قضية مهمة جدا، أي أمبيوبيا
+
+628
+00:46:21,130 --> 00:46:26,230
+مصاحبة لأي نوع من هذه الأنواع، لابد من علاجها
+
+629
+00:46:26,230 --> 00:46:29,630
+بالطرق اللي احنا بنعالج فيها الأمبيوبيا، وإذا
+
+630
+00:46:29,630 --> 00:46:33,130
+احتجنا جراحة، عادة الجراحة بتاتله علاج الأمبيوبيا،
+
+631
+00:46:33,130 --> 00:46:38,450
+بتاتله علاج الأمبيوبيا، واضح؟ يعطيكوا ألف عافية
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls_raw.json b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..0c19317da42cc3f6a256973656b4914bb648caca
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/bjFbUYITFls_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 4921, "start": 21.21, "end": 49.21, "text": "بسم الله الرحمن الرحيم موضوعنا اليوم اللي هو ال accommodative esotropia طبعا من الإسم واضح أن الموضوع مشكلة مرتبطة بموضوع ال accommodation طبعا لو نقول accommodative esotropia يعني ال accommodation أدى لنوع من ال esotropia تسمت باسمه معروف أنه أي إنسان طبيعي بده يتطلع على شيء قريب أو near target لازم يعمل accommodation بمجرد ما يعمل accommodation", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 3714, 2407, 11242, 45367, 8315, 45595, 20498, 13672, 1829, 31439, 2423, 11713, 1166, 785, 310, 1513, 654, 23032, 3555, 3615, 995, 9154, 33688, 38251, 4032, 46958, 5016, 14739, 9673, 2407, 11242, 45367, 37893, 28820, 3660, 3714, 43500, 3555, 9566, 3660, 4724, 2304, 2407, 11242, 45367, 2423, 27363, 23032, 3555, 3615, 995, 45164, 8717, 39648, 11713, 1166, 785, 310, 1513, 654, 37495, 22653, 2423, 27363, 5551, 3215, 7578, 5296, 1863, 45367, 9154, 2423, 785, 310, 1513, 654, 6055, 38251, 2655, 4724, 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"probability": 0.965234375}, {"start": 112.64, "end": 112.74, "word": " و", "probability": 0.91357421875}, {"start": 112.74, "end": 113.02, "word": " يصير", "probability": 0.92529296875}, {"start": 113.02, "end": 113.8, "word": " aesotropia", "probability": 0.93359375}, {"start": 113.8, "end": 114.32, "word": " اذا", "probability": 0.75634765625}, {"start": 114.32, "end": 114.5, "word": " في", "probability": 0.7470703125}, {"start": 114.5, "end": 114.74, "word": " عندي", "probability": 0.6748046875}, {"start": 114.74, "end": 114.92, "word": " انا", "probability": 0.87890625}, {"start": 114.92, "end": 115.2, "word": " تلت", "probability": 0.9368489583333334}, {"start": 115.2, "end": 115.86, "word": " شغلات", "probability": 0.9873046875}, {"start": 115.86, "end": 117.94, "word": " near", "probability": 0.46875}, {"start": 117.94, "end": 118.62, "word": " target", "probability": 0.94580078125}, {"start": 118.62, "end": 119.96, "word": " بدوا", "probability": 0.6722412109375}, {"start": 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"probability": 0.84619140625}, {"start": 147.95, "end": 148.31, "word": " يعني", "probability": 0.97607421875}, {"start": 148.31, "end": 148.91, "word": " كافي", "probability": 0.9453125}, {"start": 148.91, "end": 149.59, "word": " إذا", "probability": 0.953369140625}, {"start": 149.59, "end": 149.79, "word": " كان", "probability": 0.9970703125}, {"start": 149.79, "end": 150.39, "word": " insufficient", "probability": 0.90185546875}, {"start": 150.39, "end": 151.23, "word": " fusional", "probability": 0.8515625}, {"start": 151.23, "end": 152.03, "word": " divergence", "probability": 0.9833984375}, {"start": 152.03, "end": 152.97, "word": " معناته", "probability": 0.9357096354166666}, {"start": 152.97, "end": 153.69, "word": " العينين", "probability": 0.8907877604166666}, {"start": 153.69, "end": 153.81, "word": " ده", "probability": 0.97412109375}, {"start": 153.81, "end": 154.05, "word": " حولوا", "probability": 0.7752278645833334}, {"start": 154.05, "end": 154.29, "word": " لجوة", "probability": 0.737548828125}, {"start": 154.29, "end": 154.37, "word": " و", "probability": 0.98583984375}, {"start": 154.37, "end": 154.59, "word": " مافيش", "probability": 0.7666829427083334}, {"start": 154.59, "end": 154.97, "word": " إشي", "probability": 0.9036458333333334}], "temperature": 1.0}, {"id": 6, "seek": 17956, "start": 155.64, "end": 179.56, "text": "يعني حد من دخولهم ويخلّي دخولهم طبيعي ومنطقي فبالتالي بتنشأ عندي Esotropia بالنهاية لو سألنا إيش السبب في هذه ال Esotropia اللي نشهد؟ موضوع ال accommodation فعشانك تسمع بال accommodative esotropia طبعا طالما accommodative esotropia ولو جينا سألنا نفسنا سؤال هل هي congenital ولا acquired؟", "tokens": [40228, 22653, 11331, 3215, 9154, 11778, 9778, 12610, 16095, 4032, 1829, 9778, 1211, 11703, 1829, 11778, 9778, 12610, 16095, 23032, 21292, 3615, 1829, 4032, 27842, 9566, 38436, 6156, 3555, 6027, 2655, 6027, 1829, 39894, 1863, 8592, 10721, 18871, 16254, 2313, 310, 1513, 654, 20666, 1863, 11296, 10632, 45164, 8608, 10721, 1211, 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"probability": 0.938232421875}, {"start": 177.48, "end": 177.64, "word": " هي", "probability": 0.89990234375}, {"start": 177.64, "end": 178.32, "word": " congenital", "probability": 0.9283854166666666}, {"start": 178.32, "end": 178.52, "word": " ولا", "probability": 0.8408203125}, {"start": 178.52, "end": 179.56, "word": " acquired؟", "probability": 0.923583984375}], "temperature": 1.0}, {"id": 7, "seek": 20581, "start": 180.27, "end": 205.81, "text": "acquired .. acquired الإنسان طالما بدى يعمل accommodation بدى يتطلع على targets صغيرة تمام ألعاب أو كده أو بدى يكتب مثلا في الروضة معناته هذه ال accommodative esotropia هي كلها بكل أنواعها عبارة عن acquired esotropia وقلنا السبب فيها أنه مابيكونش diffusional divergence كافي فبالتالي بيصير accommodation accommodative convergence", "tokens": [326, 358, 1824, 4386, 17554, 33688, 1863, 3794, 7649, 23032, 6027, 15042, 47525, 7578, 7251, 25957, 1211, 27363, 47525, 7578, 7251, 2655, 9566, 1211, 3615, 15844, 12911, 20328, 17082, 48923, 46811, 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{"start": 1125.84, "end": 1127.92, "word": " او", "probability": 0.9619140625}, {"start": 1127.92, "end": 1128.28, "word": " اذا", "probability": 0.96044921875}, {"start": 1128.28, "end": 1128.86, "word": " قلت", "probability": 0.9786783854166666}, {"start": 1128.86, "end": 1129.42, "word": " صد", "probability": 0.95751953125}, {"start": 1129.42, "end": 1131.68, "word": " مظبوط", "probability": 0.8787109375}], "temperature": 1.0}, {"id": 46, "seek": 116339, "start": 1133.61, "end": 1163.39, "text": "لما بينجس المقام الكثير كله بيزيد لما بيزيد البسط الكثير كله بيزيد بمعنى لما بنقول ال accommodative convergence ع ال accommodation ratio هذا كله ال ratio امتى بيزيد اما لما يزيد ال convergence او لما يقلل ال accommodation يضعف ال accommodation اذا كان ال AC على A ratio زايد بسبب زيادة ال accommodative convergence بتسمى convergence excess", "tokens": [1211, 15042, 4724, 9957, 7435, 3794, 9673, 4587, 10943, 33251, 12984, 13546, 28242, 3224, 4724, 1829, 11622, 25708, 5296, 15042, 4724, 1829, 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refractive عنده plus خمسة في العين اليمين و plus ستة في العين الشمال هذا بيصفي ايش mixed هذا بيصفي mixed انا بالمثال هذا بس بدي اوضح انه ال mixed عبارة عن refractive يعني hypermetropia", "tokens": [1211, 3794, 3224, 3714, 16758, 1863, 39648, 8592, 8717, 10943, 45353, 488, 43242, 3224, 1804, 16490, 2304, 3794, 3660, 8978, 18863, 9957, 2423, 32640, 9957, 4032, 1804, 8608, 2655, 3660, 8978, 18863, 9957, 25124, 2304, 6027, 23758, 4724, 1829, 9381, 41185, 1975, 1829, 8592, 7467, 23758, 4724, 1829, 9381, 41185, 7467, 1975, 8315, 20666, 2304, 12984, 6027, 23758, 4724, 3794, 4724, 16254, 1975, 2407, 11242, 5016, 16472, 3224, 2423, 7467, 6225, 3555, 9640, 3660, 18871, 45353, 488, 37495, 22653, 9848, 5537, 1513, 654], "avg_logprob": -0.19159225959862983, "compression_ratio": 1.712707182320442, "no_speech_prob": 0.0, "words": [{"start": 1471.73, "end": 1472.13, "word": "لسه", "probability": 0.8492838541666666}, {"start": 1472.13, "end": 1472.61, "word": " مابنقولش", "probability": 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{"id": 60, "seek": 151965, "start": 1491.09, "end": 1519.65, "text": "الها دور في قضية ال ISO و non refractive ايضا عنده المشكلتين عنده high AC على air ratio و عنده refractive error فبالتالي لما بنرجع بنذكر حالنا بال accommodative isotropy ككل نرسم شجرتها الشجرة refractive و non refractive و mixed ايش المقصود بال refractive؟ accommodative isotropy ال accommodation الناتج عن ال refractive error مين ال refractive error اللي بيعمللي accommodation؟ هل هو الميوبيا؟", "tokens": [6027, 11296, 11778, 13063, 8978, 12174, 11242, 10632, 2423, 25042, 4032, 2107, 45353, 488, 1975, 1829, 11242, 995, 43242, 3224, 9673, 8592, 28820, 2655, 9957, 43242, 3224, 1090, 8157, 15844, 1988, 8509, 4032, 43242, 3224, 45353, 488, 6713, 6156, 3555, 6027, 2655, 6027, 1829, 5296, 15042, 44945, 47341, 3615, 44945, 8848, 37983, 11331, 6027, 8315, 20666, 11713, 1166, 38018, 27514, 9122, 28820, 8717, 2288, 38251, 13412, 7435, 43500, 11296, 25124, 7435, 25720, 45353, 488, 4032, 2107, 45353, 488, 4032, 7467, 1975, 1829, 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1535.69, "word": " ال", "probability": 0.974609375}, {"start": 1535.69, "end": 1536.23, "word": " convergence", "probability": 0.97509765625}, {"start": 1536.23, "end": 1536.95, "word": " مافيش", "probability": 0.789794921875}, {"start": 1536.95, "end": 1537.71, "word": " indifusional", "probability": 0.402496337890625}, {"start": 1537.71, "end": 1538.31, "word": " divergence", "probability": 0.98193359375}, {"start": 1538.31, "end": 1539.23, "word": " يعمل", "probability": 0.9117838541666666}, {"start": 1539.23, "end": 1539.65, "word": " control", "probability": 0.8876953125}, {"start": 1539.65, "end": 1540.21, "word": " للموضوع", "probability": 0.954296875}, {"start": 1540.21, "end": 1540.77, "word": " فبتصير", "probability": 0.94794921875}, {"start": 1540.77, "end": 1541.07, "word": " إيش", "probability": 0.8356119791666666}, {"start": 1541.07, "end": 1542.09, "word": " إيزوتروبيا", "probability": 0.6932024274553571}], "temperature": 1.0}, {"id": 62, "seek": 156553, "start": 1542.37, "end": 1565.53, "text": "إذا الإيزوتروبيا على ال distance على النيار متساوية أو متقاربة، مافيش فارق كبير بينهم، أقل من عشرة الفارق، معناته إيش؟ هذه refractive نتجة عن refractive error الآن إذا كان فيه فارق أكتر من عشرة prism، هذه non refractive طبعا إذا كان refractive error طبيعي، يعني واحد، واحد و نص، واحد و ربع، واحد و تلت تربع، مازادش عن اتنين", "tokens": [28814, 15730, 33688, 1829, 11622, 35473, 2288, 2407, 21292, 995, 15844, 2423, 4560, 15844, 28239, 1829, 9640, 44650, 3794, 995, 2407, 10632, 34051, 44650, 4587, 9640, 49401, 12399, 19446, 41185, 8592, 6156, 9640, 4587, 9122, 3555, 13546, 49374, 16095, 12399, 5551, 4587, 1211, 9154, 6225, 8592, 25720, 27188, 9640, 4587, 12399, 20449, 8315, 47395, 11933, 1829, 8592, 22807, 29538, 45353, 488, 8717, 2655, 7435, 3660, 18871, 45353, 488, 6713, 6024, 48506, 11933, 15730, 25961, 8978, 3224, 6156, 9640, 4587, 5551, 4117, 2655, 2288, 9154, 6225, 8592, 25720, 582, 1434, 12399, 29538, 2107, 45353, 488, 23032, 3555, 3615, 995, 11933, 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معناته", "probability": 0.9215494791666666}, {"start": 1550.53, "end": 1550.97, "word": " إيش؟", "probability": 0.848876953125}, {"start": 1550.97, "end": 1551.17, "word": " هذه", "probability": 0.57763671875}, {"start": 1551.17, "end": 1551.81, "word": " refractive", "probability": 0.800537109375}, {"start": 1551.81, "end": 1552.15, "word": " نتجة", "probability": 0.77850341796875}, {"start": 1552.15, "end": 1552.25, "word": " عن", "probability": 0.90576171875}, {"start": 1552.25, "end": 1552.85, "word": " refractive", "probability": 0.694580078125}, {"start": 1552.85, "end": 1553.09, "word": " error", "probability": 0.9404296875}, {"start": 1553.09, "end": 1554.27, "word": " الآن", "probability": 0.6641845703125}, {"start": 1554.27, "end": 1554.63, "word": " إذا", "probability": 0.876953125}, {"start": 1554.63, "end": 1554.83, "word": " كان", "probability": 0.99072265625}, {"start": 1554.83, "end": 1555.09, "word": " فيه", "probability": 0.6763916015625}, {"start": 1555.09, "end": 1555.41, "word": " فارق", "probability": 0.9894205729166666}, {"start": 1555.41, "end": 1555.85, "word": " أكتر", "probability": 0.9644775390625}, {"start": 1555.85, "end": 1556.01, "word": " من", "probability": 0.99462890625}, {"start": 1556.01, "end": 1556.35, "word": " عشرة", "probability": 0.9552408854166666}, {"start": 1556.35, "end": 1557.23, "word": " prism،", "probability": 0.6631673177083334}, {"start": 1557.23, "end": 1557.59, "word": " هذه", "probability": 0.8486328125}, {"start": 1557.59, "end": 1557.77, "word": " non", "probability": 0.91015625}, {"start": 1557.77, "end": 1558.47, "word": " refractive", "probability": 0.87744140625}, {"start": 1558.47, "end": 1559.57, "word": " طبعا", "probability": 0.9556884765625}, {"start": 1559.57, "end": 1559.81, "word": " إذا", "probability": 0.935546875}, {"start": 1559.81, "end": 1560.05, "word": " كان", "probability": 0.99609375}, {"start": 1560.05, "end": 1560.59, "word": " refractive", "probability": 0.86376953125}, {"start": 1560.59, "end": 1560.81, "word": " error", "probability": 0.9677734375}, {"start": 1560.81, "end": 1561.45, "word": " طبيعي،", "probability": 0.90498046875}, {"start": 1561.45, "end": 1561.57, "word": " يعني", "probability": 0.97412109375}, {"start": 1561.57, "end": 1562.11, "word": " واحد،", "probability": 0.70751953125}, {"start": 1562.11, "end": 1562.33, "word": " واحد", "probability": 0.90576171875}, {"start": 1562.33, "end": 1562.43, "word": " و", "probability": 0.9931640625}, {"start": 1562.43, "end": 1562.77, "word": " نص،", "probability": 0.828125}, {"start": 1562.77, "end": 1562.95, "word": " واحد", "probability": 0.94775390625}, {"start": 1562.95, "end": 1563.05, "word": " و", "probability": 0.9931640625}, {"start": 1563.05, "end": 1563.37, "word": " ربع،", "probability": 0.8712158203125}, {"start": 1563.37, "end": 1563.53, "word": " واحد", "probability": 0.951904296875}, {"start": 1563.53, "end": 1563.63, "word": " و", "probability": 0.98876953125}, {"start": 1563.63, "end": 1563.87, "word": " تلت", "probability": 0.9371744791666666}, {"start": 1563.87, "end": 1564.55, "word": " تربع،", "probability": 0.8740234375}, {"start": 1564.55, "end": 1564.97, "word": " مازادش", "probability": 0.8770751953125}, {"start": 1564.97, "end": 1565.13, "word": " عن", "probability": 0.970703125}, {"start": 1565.13, "end": 1565.53, "word": " اتنين", "probability": 0.96533203125}], "temperature": 1.0}, {"id": 63, "seek": 158408, "start": 1566.18, "end": 1584.08, "text": "ممكن يكون عندى mixed اه ممكن يكون عندى mixed ممكن يكون عندى high AC على A ratio وفي نفس الواجهة refractive error عالى ال refractive error عالى بده full correction حسب السن طبعا وال non refractive لسه هنحكي عنه في إيش في حينه في ال treatment", "tokens": [2304, 43020, 7251, 30544, 43242, 7578, 7467, 1975, 3224, 3714, 43020, 7251, 30544, 43242, 7578, 7467, 3714, 43020, 7251, 30544, 43242, 7578, 1090, 8157, 15844, 316, 8509, 4032, 41185, 8717, 36178, 2423, 2407, 26108, 3224, 3660, 45353, 488, 6713, 6225, 6027, 7578, 2423, 45353, 488, 6713, 6225, 6027, 7578, 47525, 3224, 1577, 19984, 11331, 35457, 21136, 1863, 23032, 3555, 3615, 995, 16070, 2107, 45353, 488, 5296, 3794, 3224, 8032, 1863, 5016, 4117, 1829, 18871, 3224, 8978, 11933, 1829, 8592, 8978, 11331, 9957, 3224, 8978, 2423, 5032], "avg_logprob": -0.15256824438599334, "compression_ratio": 1.8072916666666667, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1566.18, "end": 1566.68, "word": "ممكن", "probability": 0.9375}, {"start": 1566.68, "end": 1566.96, "word": " يكون", "probability": 0.980224609375}, {"start": 1566.96, "end": 1567.26, "word": " عندى", "probability": 0.78955078125}, {"start": 1567.26, "end": 1567.62, "word": " mixed", "probability": 0.9140625}, {"start": 1567.62, "end": 1568.08, "word": " اه", "probability": 0.62548828125}, {"start": 1568.08, "end": 1568.32, "word": " ممكن", "probability": 0.9658203125}, {"start": 1568.32, "end": 1568.52, "word": " يكون", "probability": 0.990478515625}, {"start": 1568.52, "end": 1568.8, "word": " عندى", "probability": 0.9140625}, {"start": 1568.8, "end": 1568.98, "word": " mixed", "probability": 0.9541015625}, {"start": 1568.98, "end": 1569.32, "word": " ممكن", "probability": 0.919189453125}, {"start": 1569.32, "end": 1569.52, "word": " يكون", "probability": 0.788330078125}, {"start": 1569.52, "end": 1569.64, "word": " عندى", "probability": 0.908935546875}, {"start": 1569.64, "end": 1569.88, "word": " high", "probability": 0.8984375}, {"start": 1569.88, "end": 1570.24, "word": " AC", "probability": 0.54931640625}, {"start": 1570.24, "end": 1570.48, "word": " على", "probability": 0.677734375}, {"start": 1570.48, "end": 1570.66, "word": " A", "probability": 0.67724609375}, {"start": 1570.66, "end": 1571.06, "word": " ratio", "probability": 0.72802734375}, {"start": 1571.06, "end": 1571.8, "word": " وفي", "probability": 0.69384765625}, {"start": 1571.8, "end": 1572.1, "word": " نفس", "probability": 0.996337890625}, {"start": 1572.1, "end": 1572.72, "word": " الواجهة", "probability": 0.707861328125}, {"start": 1572.72, "end": 1573.62, "word": " refractive", "probability": 0.85595703125}, {"start": 1573.62, "end": 1573.9, "word": " error", "probability": 0.93798828125}, {"start": 1573.9, "end": 1574.8, "word": " عالى", "probability": 0.9060872395833334}, {"start": 1574.8, "end": 1574.96, "word": " ال", "probability": 0.86181640625}, {"start": 1574.96, "end": 1575.48, "word": " refractive", "probability": 0.9560546875}, {"start": 1575.48, "end": 1575.88, "word": " error", "probability": 0.94970703125}, {"start": 1575.88, "end": 1576.4, "word": " عالى", "probability": 0.9807942708333334}, {"start": 1576.4, "end": 1577.04, "word": " بده", "probability": 0.8837890625}, {"start": 1577.04, "end": 1577.22, "word": " full", "probability": 0.9345703125}, {"start": 1577.22, "end": 1577.82, "word": " correction", "probability": 0.966796875}, {"start": 1577.82, "end": 1578.42, "word": " حسب", "probability": 0.986083984375}, {"start": 1578.42, "end": 1578.74, "word": " السن", "probability": 0.941650390625}, {"start": 1578.74, "end": 1579.3, "word": " طبعا", "probability": 0.9947509765625}, {"start": 1579.3, "end": 1579.74, "word": " وال", "probability": 0.55859375}, {"start": 1579.74, "end": 1579.96, "word": " non", "probability": 0.8251953125}, {"start": 1579.96, "end": 1580.5, "word": " refractive", "probability": 0.908447265625}, {"start": 1580.5, "end": 1580.72, "word": " لسه", "probability": 0.9384765625}, {"start": 1580.72, "end": 1581.16, "word": " هنحكي", "probability": 0.94248046875}, {"start": 1581.16, "end": 1581.42, "word": " عنه", "probability": 0.993408203125}, {"start": 1581.42, "end": 1581.56, "word": " في", "probability": 0.8896484375}, {"start": 1581.56, "end": 1581.96, "word": " إيش", "probability": 0.6326497395833334}, {"start": 1581.96, "end": 1582.76, "word": " في", "probability": 0.71044921875}, {"start": 1582.76, "end": 1583.5, "word": " حينه", "probability": 0.9189453125}, {"start": 1583.5, "end": 1583.62, "word": " في", "probability": 0.89013671875}, {"start": 1583.62, "end": 1583.72, "word": " ال", "probability": 0.88134765625}, {"start": 1583.72, "end": 1584.08, "word": " treatment", "probability": 0.9609375}], "temperature": 1.0}, {"id": 64, "seek": 159998, "start": 1584.58, "end": 1599.98, "text": "إذا في عندي refractive و non refractive و mixed ال non refractive عفوا لها نوعين كيف أفرج بين النوعين النوعين هم إما convergence excess نتيجة إنه ال AC زايد ال AC هو اللي زايد", "tokens": [28814, 15730, 8978, 18871, 16254, 45353, 488, 4032, 2107, 45353, 488, 4032, 7467, 2423, 2107, 45353, 488, 6225, 5172, 14407, 5296, 11296, 8717, 45367, 9957, 9122, 33911, 5551, 5172, 47341, 49374, 28239, 45367, 9957, 28239, 45367, 9957, 8032, 2304, 11933, 15042, 32181, 9310, 8717, 31371, 7435, 3660, 36145, 3224, 2423, 8157, 30767, 995, 25708, 2423, 8157, 31439, 13672, 1829, 30767, 995, 25708], "avg_logprob": -0.21825396541565184, "compression_ratio": 1.5838509316770186, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1584.58, "end": 1584.92, "word": "إذا", "probability": 0.6474609375}, {"start": 1584.92, "end": 1585.12, "word": " في", "probability": 0.56103515625}, {"start": 1585.12, "end": 1585.48, "word": " عندي", "probability": 0.7420654296875}, {"start": 1585.48, "end": 1586.14, "word": " refractive", "probability": 0.881591796875}, {"start": 1586.14, "end": 1586.26, "word": " و", "probability": 0.87109375}, {"start": 1586.26, "end": 1586.38, "word": " non", "probability": 0.89013671875}, {"start": 1586.38, "end": 1587.08, "word": " refractive", "probability": 0.874267578125}, {"start": 1587.08, "end": 1587.24, "word": " و", "probability": 0.900390625}, {"start": 1587.24, "end": 1587.54, "word": " mixed", "probability": 0.892578125}, {"start": 1587.54, "end": 1587.92, "word": " ال", "probability": 0.69970703125}, {"start": 1587.92, "end": 1589.2, "word": " non", "probability": 0.317626953125}, {"start": 1589.2, "end": 1589.78, "word": " refractive", "probability": 0.968505859375}, {"start": 1589.78, "end": 1590.14, "word": " عفوا", "probability": 0.66455078125}, {"start": 1590.14, "end": 1590.38, "word": " لها", "probability": 0.661865234375}, {"start": 1590.38, "end": 1590.78, "word": " نوعين", "probability": 0.9840494791666666}, {"start": 1590.78, "end": 1591.5, "word": " كيف", "probability": 0.86181640625}, {"start": 1591.5, "end": 1591.9, "word": " أفرج", "probability": 0.7906901041666666}, {"start": 1591.9, "end": 1592.12, "word": " بين", "probability": 0.98583984375}, {"start": 1592.12, "end": 1592.66, "word": " النوعين", "probability": 0.9822591145833334}, {"start": 1592.66, "end": 1593.46, "word": " النوعين", "probability": 0.89404296875}, {"start": 1593.46, "end": 1593.8, "word": " هم", "probability": 0.76220703125}, {"start": 1593.8, "end": 1594.1, "word": " إما", "probability": 0.783203125}, {"start": 1594.1, "end": 1594.72, "word": " convergence", "probability": 0.98486328125}, {"start": 1594.72, "end": 1595.4, "word": " excess", "probability": 0.85986328125}, {"start": 1595.4, "end": 1595.98, "word": " نتيجة", "probability": 0.9832763671875}, {"start": 1595.98, "end": 1596.4, "word": " إنه", "probability": 0.5211181640625}, {"start": 1596.4, "end": 1596.62, "word": " ال", "probability": 0.89453125}, {"start": 1596.62, "end": 1597.06, "word": " AC", "probability": 0.450439453125}, {"start": 1597.06, "end": 1597.62, "word": " زايد", "probability": 0.8997395833333334}, {"start": 1597.62, "end": 1598.54, "word": " ال", "probability": 0.80224609375}, {"start": 1598.54, "end": 1599.0, "word": " AC", "probability": 0.9345703125}, {"start": 1599.0, "end": 1599.36, "word": " هو", "probability": 0.97998046875}, {"start": 1599.36, "end": 1599.54, "word": " اللي", "probability": 0.970703125}, {"start": 1599.54, "end": 1599.98, "word": " زايد", "probability": 0.9837239583333334}], "temperature": 1.0}, {"id": 65, "seek": 162660, "start": 1600.66, "end": 1626.6, "text": "أو hypo-accomodative convergence excess الـ accommodation هو اللي ضعيف إذا هذا زاد هيقدر أن الكسر كله يزيد إذا هذا ضعف برضه هيقدر أن الكسر كله يزيد فبالتالي بتصفي عندي AC على A ratio الفرق الوحيد بين الاتنين لازم against the near point of accommodation الـ mixed اللي هي refractive و non refractive", "tokens": [10721, 2407, 2477, 2259, 12, 326, 1112, 378, 1166, 32181, 9310, 2423, 39184, 27363, 31439, 13672, 1829, 48812, 3615, 33911, 11933, 15730, 23758, 30767, 18513, 39896, 28543, 2288, 14739, 33251, 3794, 2288, 28242, 3224, 7251, 11622, 25708, 11933, 15730, 23758, 48812, 3615, 5172, 4724, 43042, 3224, 39896, 28543, 2288, 14739, 33251, 3794, 2288, 28242, 3224, 7251, 11622, 25708, 6156, 3555, 6027, 2655, 6027, 1829, 39894, 9381, 41185, 18871, 16254, 8157, 15844, 316, 8509, 27188, 2288, 4587, 2423, 2407, 5016, 25708, 49374, 2423, 9307, 1863, 9957, 5296, 31377, 2304, 1970, 264, 2651, 935, 295, 27363, 2423, 39184, 7467, 13672, 1829, 39896, 45353, 488, 4032, 2107, 45353, 488], "avg_logprob": -0.22780373525396685, "compression_ratio": 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جدا", "probability": 0.9931640625}, {"start": 1653.97, "end": 1654.65, "word": " بدأنا", "probability": 0.6664225260416666}, {"start": 1654.65, "end": 1654.85, "word": " احنا", "probability": 0.786376953125}, {"start": 1654.85, "end": 1655.21, "word": " نحكي", "probability": 0.9942626953125}, {"start": 1655.21, "end": 1655.55, "word": " عنه", "probability": 0.98876953125}, {"start": 1655.55, "end": 1656.53, "word": " نرجع", "probability": 0.8828125}, {"start": 1656.53, "end": 1657.13, "word": " نكتب", "probability": 0.988525390625}], "temperature": 1.0}, {"id": 67, "seek": 168748, "start": 1658.42, "end": 1687.48, "text": "هنا Refractive, Accumulative, Esotropia قولنا Fully Accumulative و Partially Accumulative الـ Fully Accumulative Full Cycloblgic Refraction إذا أنا عملت بال Auto Refractometer الرقم اللي بيطلع معايا بديك تحطيه", "tokens": [3224, 8315, 16957, 1897, 488, 11, 5725, 449, 22678, 11, 2313, 310, 1513, 654, 12174, 12610, 8315, 479, 2150, 5725, 449, 22678, 4032, 4100, 2270, 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قضية ال winning", "tokens": [1211, 1211, 39184, 4560, 4032, 8608, 3555, 27884, 5296, 7649, 3224, 1829, 9640, 23758, 8978, 2423, 2890, 46811, 10943, 39896, 4117, 1975, 5016, 8315, 44945, 30544, 16490, 1211, 9381, 8315, 2423, 11713, 1166, 785, 310, 1513, 654, 3714, 7649, 1863, 3794, 33599, 12174, 11242, 10632, 2423, 8224], "avg_logprob": -0.3587239483992259, "compression_ratio": 1.2222222222222223, "no_speech_prob": 0.0, "words": [{"start": 2751.01, "end": 2751.39, "word": "للـ", "probability": 0.3502197265625}, {"start": 2751.39, "end": 2751.95, "word": " distance", "probability": 0.80859375}, {"start": 2751.95, "end": 2752.35, "word": " و", "probability": 0.81103515625}, {"start": 2752.35, "end": 2753.03, "word": " سبعة", "probability": 0.6051839192708334}, {"start": 2753.03, "end": 2754.15, "word": " لانهيار", "probability": 0.68798828125}, {"start": 2754.15, "end": 2754.37, "word": " هذا", "probability": 0.447998046875}, {"start": 2754.37, "end": 2754.59, "word": " في", 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{"start": 2781.13, "end": 2781.87, "word": " مصاحبة", "probability": 0.9468994140625}, {"start": 2781.87, "end": 2782.93, "word": " لأي", "probability": 0.9532877604166666}, {"start": 2782.93, "end": 2783.35, "word": " نوع", "probability": 0.99365234375}, {"start": 2783.35, "end": 2783.69, "word": " من", "probability": 0.99072265625}, {"start": 2783.69, "end": 2784.29, "word": " هذه", "probability": 0.9462890625}, {"start": 2784.29, "end": 2785.07, "word": " الأنواع،", "probability": 0.854345703125}, {"start": 2785.07, "end": 2785.41, "word": " لابد", "probability": 0.9493815104166666}, {"start": 2785.41, "end": 2785.59, "word": " من", "probability": 0.9951171875}, {"start": 2785.59, "end": 2786.23, "word": " علاجها", "probability": 0.9890950520833334}, {"start": 2786.23, "end": 2787.19, "word": " بالطرق", "probability": 0.9483642578125}, {"start": 2787.19, "end": 2787.37, "word": " اللي", "probability": 0.852783203125}, {"start": 2787.37, "end": 2787.55, "word": " احنا", 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2793.13, "end": 2793.57, "word": " بتاتله", "probability": 0.91455078125}, {"start": 2793.57, "end": 2794.05, "word": " علاج", "probability": 0.981201171875}, {"start": 2794.05, "end": 2795.57, "word": " الأمبيوبيا،", "probability": 0.9365931919642857}, {"start": 2795.57, "end": 2797.21, "word": " واضح؟", "probability": 0.958251953125}, {"start": 2797.21, "end": 2797.83, "word": " يعطيكوا", "probability": 0.9341796875}, {"start": 2797.83, "end": 2798.03, "word": " ألف", "probability": 0.881103515625}, {"start": 2798.03, "end": 2798.45, "word": " عافية", "probability": 0.978515625}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 2798.7475, "duration_after_vad": 2696.839999999988}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dhHgVwn19IM.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dhHgVwn19IM.srt
new file mode 100644
index 0000000000000000000000000000000000000000..7dc8ed75df8c88059bde880d88274f7c2ca16d3d
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dhHgVwn19IM.srt
@@ -0,0 +1,1263 @@
+1
+00:00:20,770 --> 00:00:23,990
+بسم الله الرحمن الرحيم. بنكمل الـ special syndromes
+
+2
+00:00:23,990 --> 00:00:26,630
+بعد ما أخدنا Duane syndrome أو Ledwane
+
+3
+00:00:26,630 --> 00:00:31,070
+retraction syndrome والـ Brown syndrome، واليوم
+
+4
+00:00:31,070 --> 00:00:34,590
+نيجي لموضوع جديد اللي هو monocular elevation
+
+5
+00:00:34,590 --> 00:00:40,090
+deficit. الـ monocular elevation deficit له اسم قديم
+
+6
+00:00:40,090 --> 00:00:43,510
+حقيقة هذا الاسم القديم مش مناسب، كانوا يسموه double
+
+7
+00:00:43,510 --> 00:00:49,500
+elevator palsy، double elevator palsy. فبالتالي يعني
+
+8
+00:00:49,500 --> 00:01:01,580
+نكتب الاسم هذا double elevator palsy. طيب ليش هذا
+
+9
+00:01:01,580 --> 00:01:06,380
+الاسم مش مناسب؟ طبعا زمان كان يستعمل هذا الاسم مش
+
+10
+00:01:06,380 --> 00:01:10,840
+مناسب، لأنه إيش بنفهم بكلمة elevator؟ رافعة، double
+
+11
+00:01:10,840 --> 00:01:14,260
+elevator، لما الرافعين بتاعة العين؟ عندي كم
+
+12
+00:01:14,260 --> 00:01:18,030
+elevator في العين؟ اللي هو الـ inferior oblique والـ
+
+13
+00:01:18,030 --> 00:01:22,270
+superior rectus، تمام؟ لما أنا بقرأ اسم مرض بالـ
+
+14
+00:01:22,270 --> 00:01:25,730
+elevator palsy، معناته بفهم أن العلة إما في
+
+15
+00:01:25,730 --> 00:01:29,370
+superior rectus أو الـ inferior oblique أو اتنين مع
+
+16
+00:01:29,370 --> 00:01:34,110
+بعض، زي ما بيعني الاسم. حقيقة يعني أثبتت الدراسات و
+
+17
+00:01:34,110 --> 00:01:36,130
+أثبتت العمليات الجراحية المتعددة
+
+18
+00:01:39,140 --> 00:01:44,140
+بأنه هذه القضية مش صحيحة في كل الأحوال
+
+19
+00:01:44,140 --> 00:01:49,460
+ولكن، ولكن أكثر من حالات الـ double elevator
+
+20
+00:01:49,460 --> 00:01:53,640
+palsy بتكون مصاحبة بتاعة inferior rectus، يعني هاي
+
+21
+00:01:53,640 --> 00:01:58,480
+شد كثير، فبالتالي مش معطية مجال لعملية الـ elevation
+
+22
+00:01:58,480 --> 00:02:02,880
+أنها تتم في العين بشكل سليم. فاستبدل الـ double
+
+23
+00:02:02,880 --> 00:02:06,740
+elevator palsy بالاسم الأصح وهو monocular
+
+24
+00:02:06,740 --> 00:02:10,320
+elevation deficit. يعني فيه monocular elevation deficit
+
+25
+00:02:10,460 --> 00:02:14,820
+خلل في الـ elevation في عين من العينين، وهذا الخلل
+
+26
+00:02:14,820 --> 00:02:18,200
+بيشمل جميع الـ positions of gaze of elevation في
+
+27
+00:02:18,200 --> 00:02:23,140
+عين، دي three up and out، up and up، و up and in، تمام؟ يعني
+
+28
+00:02:23,140 --> 00:02:26,220
+في الـ abduction العين ما بترفعش، في الـ straight head
+
+29
+00:02:26,220 --> 00:02:29,860
+position العين ما بترفعش، وفي الـ abduction أيضا
+
+30
+00:02:29,860 --> 00:02:34,160
+ما بترفعش. وهيك احنا بنقدر نميزها عن إيش؟ عن Brown
+
+31
+00:02:34,160 --> 00:02:38,020
+syndrome. احنا في Brown syndrome، حكينا أن لو إنسان
+
+32
+00:02:38,020 --> 00:02:43,110
+عنده Brown syndrome في العين اليمنى، في العين اليمنى
+
+33
+00:02:43,110 --> 00:02:46,730
+ما فيش
+
+34
+00:02:46,730 --> 00:02:51,070
+elevation في الـ abduction، في الـ straight up
+
+35
+00:02:51,070 --> 00:02:55,570
+position، الـ elevation أقل، بس برضه مش كامل في الـ
+
+36
+00:02:55,570 --> 00:02:58,890
+abduction، بالنسبة للعين اليمنى ممكن يكون normal
+
+37
+00:02:58,890 --> 00:03:04,670
+elevation، تمام؟ إذا ما فيش elevation هنا، يعني أحسن من
+
+38
+00:03:04,670 --> 00:03:08,150
+الـ adduction، بس still ما فيش elevation، وفي الـ
+
+39
+00:03:08,150 --> 00:03:11,870
+abduction في elevation. عادي، الـ monocular elevation
+
+40
+00:03:11,870 --> 00:03:17,050
+deficit ما فيش أبدا... ما فيش أبدا elevation في الـ
+
+41
+00:03:17,050 --> 00:03:20,230
+three positions، تمام؟ في الـ three positions لما
+
+42
+00:03:20,230 --> 00:03:24,150
+بنقول في الـ... في الـ adduction ما فيش elevation، وفي
+
+43
+00:03:24,150 --> 00:03:27,590
+الـ abduction أيضا ما فيش elevation، وفي الـ primary
+
+44
+00:03:27,590 --> 00:03:31,990
+position ما فيش elevation، يعني ما فيش إمكانية إنه يرفع
+
+45
+00:03:31,990 --> 00:03:37,030
+عينه، تمام؟ في الثلاث أوضاع هذه، يعني بتقول لي إنه في
+
+46
+00:03:37,030 --> 00:03:41,630
+عندي مشكلة، ممكن اسميها monocular elevation deficit.
+
+47
+00:03:41,630 --> 00:03:46,170
+يا ترى إيش الأعراض، وإيش التقسيمات بتاعة الـ
+
+48
+00:03:46,170 --> 00:03:51,430
+monocular elevation deficit؟ حقيقة it is thought to
+
+49
+00:03:51,430 --> 00:03:54,250
+be caused by either tight or contracted inferior
+
+50
+00:03:54,250 --> 00:03:58,800
+rectus. هذا أحد الأسباب، or hypoplastic or
+
+51
+00:03:58,800 --> 00:04:03,160
+ineffective superior rectus muscle، أو كليهما معا. معنى
+
+52
+00:04:03,160 --> 00:04:07,420
+بمعنى، بعض التقسيم، نبلش في التقسيم قبل ما نحكي
+
+53
+00:04:07,420 --> 00:04:12,560
+الأعراض. بعض المرضى بيكون يعني الـ monocular
+
+54
+00:04:12,560 --> 00:04:17,020
+elevation deficit ناتج عن tight أو contracted
+
+55
+00:04:17,020 --> 00:04:23,800
+inferior rectus، hypoplastic أو weak
+
+56
+00:04:26,470 --> 00:04:33,090
+superior rectus، أو بيكون عندي combination of
+
+57
+00:04:33,090 --> 00:04:38,630
+one and two، تمام؟ وممكن أنا أميز بينهم clinically
+
+58
+00:04:38,630 --> 00:04:43,330
+بواسطة بعض الفحوصات اللي ممكن أجريها. إذا هدول
+
+59
+00:04:43,330 --> 00:04:47,390
+الثلاث أنواع هي التقسيمات بتاعة الـ monocular
+
+60
+00:04:47,390 --> 00:04:50,910
+elevation deficit. يا ترى إيش الأعراض أو الـ
+
+61
+00:04:50,910 --> 00:04:56,570
+signs؟ أول عرض، وهذا رسمنا، a profound inability to
+
+62
+00:04:56,570 --> 00:04:59,690
+elevate one eye. ما فيش إمكانية في إحدى العينين
+
+63
+00:04:59,690 --> 00:05:03,270
+المصابة بهذه القضية، ما فيش إمكانية لرفعها، ما فيش
+
+64
+00:05:03,270 --> 00:05:06,890
+إمكانية لرفعها. طيب يا ترى ما فيش إمكانية لرفعها في
+
+65
+00:05:06,890 --> 00:05:11,390
+الـ adduction ولا في الـ primary straight up ولا في
+
+66
+00:05:11,390 --> 00:05:15,370
+الـ abduction؟ في كلّه، في كلّه. يعني الـ abnormality of
+
+67
+00:05:15,370 --> 00:05:18,550
+up gaze persists across the horizontal plane from
+
+68
+00:05:18,550 --> 00:05:22,090
+abduction to adduction. ما فيش إمكانية، خليه يعمل
+
+69
+00:05:22,090 --> 00:05:25,750
+abduction ويرفع عينه، ما بيقدرش يرفع عينه straight up،
+
+70
+00:05:25,750 --> 00:05:30,010
+ما بيقدرش يرفع عينه في الـ abduction أيضا، ما بيقدرش.
+
+71
+00:05:30,010 --> 00:05:33,150
+فبالتالي الـ abnormality بتستمر عبر الـ horizontal
+
+72
+00:05:33,150 --> 00:05:38,650
+plane. طيب في عندنا ثلاث حالات بتكون orthophoria أو
+
+73
+00:05:38,650 --> 00:05:41,410
+orthotopia في الـ primary position. معناته الثلثين
+
+74
+00:05:41,410 --> 00:05:48,970
+بيكونوا hypotropia، الثلثين بيكونوا hypotropia في الـ
+
+75
+00:05:48,970 --> 00:05:51,430
+primary position. العين اللي مش قادرة ترفع مش بس
+
+76
+00:05:51,430 --> 00:05:54,830
+بتكون مش قادرة ترفع، أيضا hypotropic، تمام؟ ثلث
+
+77
+00:05:54,830 --> 00:05:57,150
+الحالات بيكون ortho في الـ primary position،
+
+78
+00:05:57,150 --> 00:06:04,110
+وثلثينها بيكون hypotropia. ليش hypotropia؟ عشان
+
+79
+00:06:04,110 --> 00:06:09,360
+يروح على المنطقة اللي بيقدر يروح عليها، عشان يروح
+
+80
+00:06:09,360 --> 00:06:12,460
+طالما ما أقدرش أعمل elevation، معناته المجال اللي
+
+81
+00:06:12,460 --> 00:06:15,780
+عندي أن أعمل depression. طيب يا ترى إيش الـ abnormal
+
+82
+00:06:15,780 --> 00:06:19,200
+head posture المتوقع في هذه الحالة؟ chin up
+
+83
+00:06:19,200 --> 00:06:24,180
+position، عشان يودي عينيه الاثنين للـ... للـ... اللي هو
+
+84
+00:06:24,180 --> 00:06:26,620
+الـ inferior field، واللي هو بيقدر يشتغل في الـ
+
+85
+00:06:26,620 --> 00:06:31,080
+inferior field بكل أريحية، تمام؟ إذا عندي
+
+86
+00:06:31,080 --> 00:06:34,160
+orthophoria in the primary position in about one
+
+87
+00:06:34,160 --> 00:06:39,940
+third of cases، الـ chin elevation عشان نعمل fusion
+
+88
+00:06:39,940 --> 00:06:43,140
+in down gaze، ونستمتع بالـ binocular single vision.
+
+89
+00:06:43,140 --> 00:06:47,140
+أكثر من الناس اللي عندهم monocular elevation
+
+90
+00:06:47,140 --> 00:06:52,320
+deficit بيكون عنده مش
+
+91
+00:06:52,320 --> 00:06:58,620
+بس hypotropia، وأيضا ptosis، وأيضا ptosis. بس هذا الـ
+
+92
+00:06:58,620 --> 00:07:03,180
+ptosis في كثير من الأحيان بيكون pseudo ptosis، معروف
+
+93
+00:07:03,180 --> 00:07:07,590
+أن الإنسان في الـ down gaze بتنزل الجفن الأعلى
+
+94
+00:07:07,590 --> 00:07:13,230
+وبالتالي ضروري نفرق بين ptosis حقيقي و pseudo ptosis.
+
+95
+00:07:13,230 --> 00:07:18,660
+كيف أفرق بينهم؟ covering the other eye، نعمل تغطية
+
+96
+00:07:18,660 --> 00:07:21,920
+للعين السليمة. if هذا pseudo ptosis، العين اللي فيها
+
+97
+00:07:21,920 --> 00:07:24,620
+monocular elevation deficit هتعمل fixation للـ
+
+98
+00:07:24,620 --> 00:07:28,840
+primary position، فبتحسن الـ ptosis وبيروح تماما. طبعا
+
+99
+00:07:28,840 --> 00:07:33,060
+هذا طالما pseudo ptosis، مش لازم نعمل له أي تدخل جراحي،
+
+100
+00:07:33,060 --> 00:07:36,360
+وإلا حيصير عندي exposure، حيصير عندي lid
+
+101
+00:07:36,360 --> 00:07:39,940
+retraction كثير، لأنه أجريت عملية مش لازمة في هذه
+
+102
+00:07:39,940 --> 00:07:42,300
+القضية. تفضلي.
+
+103
+00:07:45,820 --> 00:07:49,420
+هي hypotropic لأسباب معينة، ممكن أحد الأسباب هي
+
+104
+00:07:49,420 --> 00:07:54,550
+التقسيمات tight inferior rectus، تمام؟ فمش حيصير فيه
+
+105
+00:07:54,550 --> 00:07:56,890
+balance عندي بين الـ superior rectus والـ... يعني
+
+106
+00:07:56,890 --> 00:08:00,210
+مش بس مجرد أنها مش قادرة ترفع، لأ، وهتنزل كمان. يعني
+
+107
+00:08:00,210 --> 00:08:03,650
+ثلثين الحالات هتكون hypotropic في الـ primary
+
+108
+00:08:03,650 --> 00:08:06,430
+position، وعشان هيك هتلاقيها بتعمل chin up
+
+109
+00:08:06,430 --> 00:08:10,250
+position، عشان يعني يحاول يروح للـ field اللي بيقدر
+
+110
+00:08:10,250 --> 00:08:14,850
+فيه، يكون العينين ما فيش فيهم misalignment. ضروري
+
+111
+00:08:14,850 --> 00:08:18,830
+أفرّق بين الـ true ptosis والـ pseudo ptosis، تمام؟
+
+112
+00:08:18,830 --> 00:08:23,380
+بتغطية العين السليمة. إذا صارت يعني العين تعمل fixation،
+
+113
+00:08:23,380 --> 00:08:29,340
+وراح الـ ptosis، معناته هذا ptosis مؤقت نتيجة
+
+114
+00:08:29,340 --> 00:08:33,100
+الـ hypotropia، وهذا مش ptosis حقيقي، وبالتالي مش لازم
+
+115
+00:08:33,100 --> 00:08:38,360
+يعني يعمل... يعمل تدخل جراحي. بالنسبة لبعض الحالات
+
+116
+00:08:38,360 --> 00:08:41,300
+بتاعة الـ monocular elevation deficit بيكون عندها
+
+117
+00:08:41,300 --> 00:08:44,980
+true ptosis؟ طبعا ممكن يكون عندنا true ptosis، وهذا
+
+118
+00:08:44,980 --> 00:08:48,300
+مش حيروح لما تغطي العين السليمة. بيكون عندنا فعلا
+
+119
+00:08:48,300 --> 00:08:52,820
+associated with ptosis، وهذا بده تدخل جراحي، بس التدخل
+
+120
+00:08:52,820 --> 00:08:57,530
+الجراحي في وقته، بعد ما نحل مشكلة الـ... الـ astrabismus،
+
+121
+00:08:57,530 --> 00:09:03,090
+تمام؟ طيب، بعض الحالات بيكون عندها ptosis
+
+122
+00:09:03,090 --> 00:09:06,670
+حقيقي من نوع بنسميه Marcus Gunn Jaw Winking
+
+123
+00:09:06,670 --> 00:09:12,810
+Syndrome، Marcus Gunn Jaw Winking Syndrome. هذا نوع
+
+124
+00:09:12,810 --> 00:09:13,590
+من الـ ptosis.
+
+125
+00:09:24,230 --> 00:09:28,890
+أنه بيكون عندي true ptosis، بس بمجرد ما يبدأ في
+
+126
+00:09:28,890 --> 00:09:33,490
+المضغ أو يفتح فمه، تمام؟ بيرتفع الـ ptosis. يعني هذا
+
+127
+00:09:33,490 --> 00:09:37,230
+النوع من الـ ptosis ممكن يوجد عند بعض المرضى اللي
+
+128
+00:09:37,230 --> 00:09:40,830
+عندهم monocular elevation deficit. فمهمتي أنا أفرّق
+
+129
+00:09:40,830 --> 00:09:43,870
+هل في عندي true ptosis ولا pseudo ptosis، وإذا
+
+130
+00:09:43,870 --> 00:09:47,770
+true ptosis، هل هو Marcus Gunn Jaw Winking syndrome، و
+
+131
+00:09:47,770 --> 00:09:55,500
+لا، just ptosis، يعني عادي وحقيقي، تمام؟ طيب، قبل ما
+
+132
+00:09:55,500 --> 00:10:00,980
+نقول treatment، يا ترى كيف أميز بين tight inferior
+
+133
+00:10:00,980 --> 00:10:05,240
+rectus أو hypoplastic أو weak superior rectus، أو
+
+134
+00:10:05,240 --> 00:10:10,040
+combination of the two؟ قبل ما نقول كيف نفرّق بينهم،
+
+135
+00:10:10,040 --> 00:10:12,980
+بدنا نحكي عن حاجة، دي حاجة بيسموها forced
+
+136
+00:10:12,980 --> 00:10:18,480
+duction test، حاجة
+
+137
+00:10:18,480 --> 00:10:20,320
+اسمها forced generation test.
+
+138
+00:10:27,210 --> 00:10:32,350
+في الـ forced duction test، طبعا هذا بيجرى بالغالب
+
+139
+00:10:32,350 --> 00:10:35,210
+تحت الـ general anesthesia، أو إذا كان المريض متعاون
+
+140
+00:10:35,210 --> 00:10:38,350
+كثير، بنعمله topical anesthesia، أو بنجري له الفحص
+
+141
+00:10:38,350 --> 00:10:42,210
+هذا، لازم يكون المريض صاحي، لأن هذا بده أن المريض هو
+
+142
+00:10:42,210 --> 00:10:45,830
+اللي يقوم بالحركة هنا. أنا بحرك العين passively، يعني
+
+143
+00:10:45,830 --> 00:10:50,630
+بامسكها بـ two forceps، بملاقط جراحية، وبحركها للـ
+
+144
+00:10:50,630 --> 00:10:54,090
+position اللي أنا بأعتقد إنه فيه restriction أو
+
+145
+00:10:54,090 --> 00:10:57,030
+paralysis، تمام؟ يعني بمسك العين، بحركها مثلا في الـ
+
+146
+00:10:57,030 --> 00:11:00,870
+Brown، مسكتها، حركناها down، وبعدين حركناها up، شعرنا
+
+147
+00:11:00,870 --> 00:11:03,720
+بالـ restriction، معناته هذا positive forced duction
+
+148
+00:11:03,720 --> 00:11:07,120
+test. الـ forced generation test، أنا بمسك العين،
+
+149
+00:11:07,120 --> 00:11:10,440
+ما بحركهاش، وبخلي المريض يتطلع في الجهة اللي أنا
+
+150
+00:11:10,440 --> 00:11:15,980
+بديها. إذا حسيت إنه في قاعد العين بتحرك وأنا مسكها،
+
+151
+00:11:15,980 --> 00:11:21,960
+فيه يعني حاجة بتشد فيها، تمام؟ معناته إنه في power للـ
+
+152
+00:11:21,960 --> 00:11:26,720
+muscle، وهذا الـ power بتشتغل وبتحاول تقاوم ووضع
+
+153
+00:11:26,720 --> 00:11:30,280
+الثبات اللي أنا وضعته فيه. يعني أنا بمسك العين بالـ
+
+154
+00:11:30,280 --> 00:11:33,980
+forceps وما بحركهاش أبدا، بس بطلب من المريض مثلا إذا
+
+155
+00:11:33,980 --> 00:11:37,420
+بدأ أختبر الـ superior rectus، بقول له يطلع فوق، تمام؟
+
+156
+00:11:37,810 --> 00:11:41,650
+إذا حسيت أن العين بتشد نفسها مني، من ملاقطي
+
+157
+00:11:41,650 --> 00:11:45,290
+الجراحية، بتشد نفسها لفوق، معناته في لها قوة، معناته
+
+158
+00:11:45,290 --> 00:11:50,490
+هذه الـ muscle مش weak، هذه الـ muscle مش weak. طيب،
+
+159
+00:11:50,490 --> 00:11:55,270
+نيجي احنا نفرّق من الثلاث وفقا لبعض العلامات اللي
+
+160
+00:11:55,270 --> 00:11:58,190
+ممكن تفيدنا، بناء على الـ forced duction test و
+
+161
+00:11:58,190 --> 00:12:05,650
+forced generation test. نيجي بنقول إنسان، حسن مثلا،
+
+162
+00:12:05,650 --> 00:12:12,970
+عنده monocular elevation deficit ناتج عن إيش؟ عن
+
+163
+00:12:12,970 --> 00:12:17,850
+tight inferior rectus.
+
+164
+00:12:17,850 --> 00:12:26,270
+أول حاجة، الـ forced duction test إيش
+
+165
+00:12:26,270 --> 00:12:32,110
+هيكون عنده؟ positive ولا negative؟ يعني لو أنا مسكت
+
+166
+00:12:32,110 --> 00:12:35,830
+عين حسن، اللي فيها الـ monocular elevation deficit،
+
+167
+00:12:35,830 --> 00:12:39,310
+عنده tight inferior rectus شدة، وجئت مسكتها وحاولت
+
+168
+00:12:39,310 --> 00:12:42,950
+أرفعها لفوق، هتقاوم ولا مش هتقاوم؟ إذا في
+
+169
+00:12:42,950 --> 00:12:46,830
+عندي positive forced duction test، عشان نرفعها لفوق،
+
+170
+00:12:46,830 --> 00:12:52,550
+تمام؟ إذا الـ forced duction عنده إيش؟ positive. لو
+
+171
+00:12:52,550 --> 00:12:55,990
+جينا ننتقل لحسن، إنه عنده نفس الحالة، نفس التشخيص،
+
+172
+00:12:55,990 --> 00:12:58,550
+monocular elevation deficit، بس ناتج عن weak
+
+173
+00:12:58,550 --> 00:13:03,240
+superior rectus، إيش وضع الـ forced duction test؟ هأقدر
+
+174
+00:13:03,240 --> 00:13:07,660
+أرفع العين لفوق؟ لأ، هأقدر أرفعها وببساطة شديدة، weak
+
+175
+00:13:07,660 --> 00:13:10,560
+superior rectus و normal inferior rectus مش
+
+176
+00:13:10,560 --> 00:13:15,640
+هتقاومني، تمام؟ مش هتقاومني زي حالة الحلقة الأولى. إذا
+
+177
+00:13:15,640 --> 00:13:21,700
+هنا عندي هيكون إيش؟ negative forced duction test.
+
+178
+00:13:21,700 --> 00:13:25,660
+okay.
+
+179
+00:13:25,66
+
+223
+00:16:57,210 --> 00:17:02,730
+اللي ممكن تجري في هذه القضية؟ عندي حسب السبب، إذا
+
+224
+00:17:02,730 --> 00:17:07,470
+كان ال inferior rectus tight، إيش بدنا نعمل؟ بدنا
+
+225
+00:17:07,470 --> 00:17:14,170
+نعمل recession لل inferior rectus. طيب
+
+226
+00:17:14,170 --> 00:17:19,170
+وإذا كان weak superior rectus؟ لأ، مش resection.
+
+227
+00:17:22,960 --> 00:17:32,280
+حقيقة في procedure بيسموها NAPS PROCEDURE. NAPS
+
+228
+00:17:32,280 --> 00:17:35,860
+PROCEDURE، هاي ال superior rectus بأجيب ال medial
+
+229
+00:17:35,860 --> 00:17:43,680
+rectus و ال lateral rectus، بأشيلهم من مكانهم و
+
+230
+00:17:43,680 --> 00:17:49,120
+بثبتهم جنب ال superior rectus عشان يساهموا في ال
+
+231
+00:17:49,120 --> 00:17:53,070
+elevation. في ال elevation. تمام، فبالتالي ساعتها
+
+232
+00:17:53,070 --> 00:17:57,390
+بيصير عندي elevation، يعني للعين بيصير عندي ال
+
+233
+00:17:57,390 --> 00:18:00,290
+superior rectus، وهتساهم معاها ال medial rectus و
+
+234
+00:18:00,290 --> 00:18:17,410
+ال lateral rectus. نعرض فيديو الآن. could you
+
+235
+00:18:17,410 --> 00:18:19,930
+look around to the right without moving your head.
+
+236
+00:18:20,700 --> 00:18:31,760
+ترك عيونك تذهب إلى أقل من الممكن. تفضل. تفضل.
+
+237
+00:18:31,760 --> 00:18:39,160
+تفضل.
+
+238
+00:18:39,160 --> 00:18:45,680
+تفضل.
+
+239
+00:18:45,680 --> 00:18:49,820
+تفضل. تفضل. تفضل. تفضل. تفضل.
+
+240
+00:18:53,720 --> 00:18:58,200
+موبيوس السندروم. موبيوس السندروم. very rare disease.
+
+241
+00:18:58,200 --> 00:19:03,320
+very rare disease. Sporadic. طبعا Sporadic يعني
+
+242
+00:19:03,320 --> 00:19:07,470
+مافيش فيه توريث. تمام. congenital sporadic condition.
+
+243
+00:19:07,470 --> 00:19:11,110
+فيه إلو ocular features وفيه إلو systemic features.
+
+244
+00:19:11,110 --> 00:19:15,770
+ال ocular features عبارة عن bilateral sixth nerve
+
+245
+00:19:15,770 --> 00:19:19,030
+palsy. تمام. و horizontal gaze palsy بتكون في
+
+246
+00:19:19,030 --> 00:19:24,850
+خمسين في المية من الحالات. تمام. bilateral
+
+247
+00:19:24,850 --> 00:19:32,960
+sixth nerve palsy مع horizontal gaze palsy. يعني ال
+
+248
+00:19:32,960 --> 00:19:37,260
+horizontal vergence مش موجودة. تمام. و bilateral sixth
+
+249
+00:19:37,260 --> 00:19:43,100
+nerve palsy. أيضا بيكون عندي asymmetrical facial
+
+250
+00:19:43,100 --> 00:19:46,060
+nerve palsy. facial nerve palsy عاليمين و عالشمال.
+
+251
+00:19:46,060 --> 00:19:50,980
+بيطيني يعني بيكون asymmetrical، و بيأدي لإنه ممكن
+
+252
+00:19:50,980 --> 00:19:55,000
+العين ماتسكرش أثناء النوم، و تعابير الوجه بتروح.
+
+253
+00:19:55,000 --> 00:20:01,510
+بيسموها mask-like face. mask-like face. كأن واحد لابس
+
+254
+00:20:01,510 --> 00:20:08,150
+mask. mask-like face. إذا عندي bilateral sixth nerve
+
+255
+00:20:08,150 --> 00:20:15,490
+palsy، وايضا horizontal... horizontal... gaze palsy
+
+256
+00:20:15,490 --> 00:20:19,970
+ب 50% من الحالات. ايضا asymmetrical facial nerve
+
+257
+00:20:19,970 --> 00:20:22,570
+palsy. خلينا احنا نعد، احنا قولنا bilateral sixth
+
+258
+00:20:22,570 --> 00:20:30,110
+nerve palsy. facial nerve palsy. تمام. أيضا في ال
+
+259
+00:20:30,110 --> 00:20:33,450
+systemic features بيكون عنده tenth and twelfth
+
+260
+00:20:33,450 --> 00:20:37,710
+nerve palsy. ال vagus nerve و ال hypoglossal nerve.
+
+261
+00:20:37,710 --> 00:20:45,550
+هذا بيؤدي ل atrophy of the tongue. يعني
+
+262
+00:20:45,550 --> 00:20:50,250
+ضمور في اللسان. بيكون اللسان صغير و متجعد. تمام.
+
+263
+00:20:50,250 --> 00:20:54,190
+bilateral
+
+264
+00:20:54,190 --> 00:20:58,310
+facial palsy. غالبا asymmetrical و مش complete.
+
+265
+00:20:58,870 --> 00:21:03,670
+بتعطيني mask-like facial expression. مع problems
+
+266
+00:21:03,670 --> 00:21:07,070
+with lid closure. وهذا ممكن يؤدي ل dry eye. ممكن
+
+267
+00:21:07,070 --> 00:21:14,130
+يؤدي ل dry eye. ممكن يكون عندي paresis في العاشر
+
+268
+00:21:14,130 --> 00:21:19,110
+و ممكن في التاسع اللي هو ال glossopharyngeal nerve.
+
+269
+00:21:19,110 --> 00:21:26,890
+تمام.
+
+270
+00:21:28,320 --> 00:21:32,380
+طبعا ال 12th cranial nerve إذا صار فيه بلسي بيؤدي
+
+271
+00:21:32,380 --> 00:21:38,120
+ل atrophy of the tongue. في عندي تخلف عقلي بسيط.
+
+272
+00:21:38,120 --> 00:21:42,120
+mild mental handicap. ممكن يكون عندي limb anomalies.
+
+273
+00:21:42,120 --> 00:21:43,340
+limb anomalies.
+
+274
+00:21:49,890 --> 00:21:53,430
+حقيقة بعض العلماء بيقولوا هذا ال Mobius syndrome
+
+275
+00:21:53,430 --> 00:21:58,190
+هو عبارة عن ينتمي إلى عائلة من ال syndromes. بيكون
+
+276
+00:21:58,190 --> 00:22:02,890
+فيها عندنا limb anomalies. بالإضافة ل orofacial
+
+277
+00:22:02,890 --> 00:22:07,910
+anomalies. ويعني mental handicap. ومن ضمنها ال
+
+278
+00:22:07,910 --> 00:22:11,530
+Mobius syndrome. ومن ضمنها بيكون ال Poland syndrome.
+
+279
+00:22:11,530 --> 00:22:17,370
+ال Poland يضاف لأن absence of pectoralis muscle.
+
+280
+00:22:21,140 --> 00:22:24,180
+مش موجودة ال pectoralis muscle. اللي هي عضلة الصدر.
+
+281
+00:22:24,180 --> 00:22:29,060
+عضلة الصدر. تمام. بتكون مش موجودة. طبعا احنا بهمنا
+
+282
+00:22:29,060 --> 00:22:33,120
+بالنسبة للبصريات و العيون، إنه إيش العلامات اللي
+
+283
+00:22:33,120 --> 00:22:37,060
+أنا ممكن أعرف فيها اللي هو ال Mobius syndrome. إنه
+
+284
+00:22:37,060 --> 00:22:40,340
+عندي bilateral sixth nerve palsy. عندي horizontal
+
+285
+00:22:40,340 --> 00:22:47,580
+gaze palsy في 50% من الحالات. عندي اللي هو facial
+
+286
+00:22:47,580 --> 00:22:48,600
+nerve palsy.
+
+287
+00:33:05,160 --> 00:33:07,900
+بيكون عندي horizontal gaze palsy زي ما حكينا.
+
+288
+00:33:07,900 --> 00:33:11,940
+وبيكون عندي facial palsy عن ناحيتين، بس بيكون
+
+289
+00:33:11,940 --> 00:33:17,640
+asymmetrical، وبيعطي يعني face أو mask-like facial
+
+290
+00:33:17,640 --> 00:33:21,920
+expression. عرض الفيديو هنقفل.
+
+291
+00:33:24,650 --> 00:33:27,930
+واضح ال atrophy of the tongue. ضروري أنا أطلب من
+
+292
+00:33:27,930 --> 00:33:32,610
+الاهل أو من الطفل أو من المريض. طبعا هيك ال closure
+
+293
+00:33:32,610 --> 00:33:36,390
+شبه complete في الناحية اليمين، وطبعا يعني severe
+
+294
+00:33:36,390 --> 00:33:39,790
+يعني facial palsy في الناحية الشمال. طبعا ال facial
+
+295
+00:33:39,790 --> 00:33:42,610
+nerve بيغذي ال orbicularis oculi muscle. عشان هيك
+
+296
+00:33:42,610 --> 00:33:46,910
+مش قادر يسكر عينه أثناء تغميد العين، وبالتالي ممكن
+
+297
+00:33:46,910 --> 00:33:49,690
+يتعرض ل ال exposure، ويصير عنده exposure
+
+298
+00:33:49,690 --> 00:33:56,650
+keratopathy. atrophy of the tongue. يعني طبعا very
+
+299
+00:33:56,650 --> 00:34:02,750
+rare. الحمد لله إنه very rare. نيجي لها congenital
+
+300
+00:34:02,750 --> 00:34:08,250
+fibrosis of extraocular muscles. يعني هذا سندروم
+
+301
+00:34:08,250 --> 00:34:14,990
+rare. non-progressive. غالبا autosomal dominant. بعض
+
+302
+00:34:14,990 --> 00:34:18,610
+الحالات بتكون autosomal recessive. توريثها متنحي. بس
+
+303
+00:34:18,610 --> 00:34:21,880
+كتير منها بتكون autosomal dominant. بيكون عندي
+
+304
+00:34:21,880 --> 00:34:25,260
+bilateral ptosis... bilateral ptosis... severe
+
+305
+00:34:25,260 --> 00:34:30,620
+ptosis and restrictive external ophthalmoplegia. من
+
+306
+00:34:30,620 --> 00:34:33,720
+اسمها ophthalmoplegia. يعني شلل في حركة العين.
+
+307
+00:34:33,720 --> 00:34:36,380
+restrictive. نتيجة ال restriction. لأن في عندي
+
+308
+00:34:36,380 --> 00:34:39,980
+fibrosis في ال extraocular muscles. بعض الحالات
+
+309
+00:34:39,980 --> 00:34:43,060
+بتكون خفيفة. يعني ال fibrosis بيكون مقصورة على عضلة
+
+310
+00:34:43,060 --> 00:34:46,920
+من العضلات. وبعض الحالات بتكون bilateral و شاملة كل
+
+311
+00:34:46,920 --> 00:34:50,100
+العضلات. يعني اتناشر عضلة. ست عضلات هنا وست عضلات
+
+312
+00:34:50,100 --> 00:34:54,280
+هنا. بتكون fibrosed. وبالتالي مجالي العينين إنهم
+
+313
+00:34:54,280 --> 00:34:59,800
+يتحركوا تقريبا بيكون معدوم. وبالذات ال vertical
+
+314
+00:34:59,800 --> 00:35:07,280
+movement بتكون severely restricted. هذه
+
+315
+00:35:07,280 --> 00:35:17,700
+من ضمن العلامات. bilateral severe ptosis. ممكن
+
+316
+00:35:17,700 --> 00:35:22,420
+يجي monocular و ممكن يكون binocular. العين العين
+
+317
+00:35:25,420 --> 00:35:33,860
+المصابة طبعا تكون فيها ptosis. ونتوزز هنا بيكون
+
+318
+00:35:33,860 --> 00:35:42,480
+العين تحت أو عين تحت ال horizontal meridian بعشرة
+
+319
+00:35:42,480 --> 00:35:46,680
+degree تقريبا. يعني في وضع تحت ال horizontal
+
+320
+00:35:46,680 --> 00:35:51,760
+meridian بعشرة degree. يعني صعب جدا إنه يرفع above
+
+321
+00:35:51,760 --> 00:35:54,580
+ال horizontal meridian أو ال horizontal plane.
+
+322
+00:35:54,580 --> 00:35:59,000
+تمام؟ إذا in the primary position each eye... each
+
+323
+00:35:59,000 --> 00:36:03,580
+eye is fixed below the horizontal meridian by 10
+
+324
+00:36:03,580 --> 00:36:09,200
+degree. ال hypotropic eye ممكن تكون straight، و ممكن
+
+325
+00:36:09,200 --> 00:36:14,180
+تكون exo و ممكن تكون esotropic... esotropic.
+
+326
+00:36:17,240 --> 00:36:21,000
+طيب، قد إيش في معاهم مجالات الحركة العرضية horizontal
+
+327
+00:36:21,000 --> 00:36:26,100
+movement؟ ممكن تكون full movement و ممكن absent. بس
+
+328
+00:36:26,100 --> 00:36:29,860
+الحركة الرأسية severely restricted... severely
+
+329
+00:36:29,860 --> 00:36:35,620
+restricted. ال
+
+330
+00:36:35,620 --> 00:36:38,640
+vertical movements are always severely restricted.
+
+331
+00:36:38,640 --> 00:36:42,300
+مافيش إمكانية to elevate the eyes above the
+
+332
+00:36:42,300 --> 00:36:48,130
+horizontal plane. طبعا في الوضعية هاي غالبا بيكون
+
+333
+00:36:48,130 --> 00:36:51,070
+عندي absence of binocular vision and amblyopia.
+
+334
+00:36:51,070 --> 00:36:57,210
+ممكن تكون، وهتكون هي إيش نوع هال amblyopia؟
+
+335
+00:36:57,210 --> 00:37:02,710
+آه، في العين الثانية. نعم. ممكن تكون في العين الثانية أو...
+
+336
+00:37:02,710 --> 00:37:06,630
+أو العين اللي more أو اللي... اللي هو less used
+
+337
+00:37:06,630 --> 00:37:09,800
+for fixation. تمام؟ العين اللي preferred for
+
+338
+00:37:09,800 --> 00:37:13,660
+fixation ممكن تكون أفضل في ال vision. تمام. absence
+
+339
+00:37:13,660 --> 00:37:16,500
+of binocular vision and amblyopia. إيش بيكون نوع ال
+
+340
+00:37:16,500 --> 00:37:20,700
+amblyopia هنا؟ Strabismic amblyopia. Strabismic
+
+341
+00:37:20,700 --> 00:37:26,320
+amblyopia. Strabismic amblyopia. طيب، إيش ممكن نعمله؟
+
+342
+00:37:26,320 --> 00:37:31,480
+جراحة. هي عندنا مثلا exotropia مع congenital
+
+343
+00:37:31,480 --> 00:37:33,680
+fibrosis of extraocular muscles.
+
+344
+00:37:40,020 --> 00:37:43,620
+طيب، إيش علاج ال congenital fibrosis of extraocular
+
+345
+00:37:43,620 --> 00:37:49,440
+muscles؟ الجراحة، العلاج الجراحي، بس بدنا نتأكد إن
+
+346
+00:37:49,440 --> 00:37:53,780
+حتى الجراحة ما بتعملش علاج كامل للموضوع، يعني ممكن
+
+347
+00:37:53,780 --> 00:37:58,300
+إن الجراحة تؤدي للنتيجة، يعني تعتبر جيدة، إنه في ال
+
+348
+00:37:58,300 --> 00:38:02,210
+primary position يكون في NDH straight eyes، ونوع من
+
+349
+00:38:02,210 --> 00:38:05,550
+ال binocular single vision، بس مش في كل الأوضاع.
+
+350
+00:38:05,550 --> 00:38:08,430
+...مش في كل الأوضاع. آخر حاجة عندنا اللي هي
+
+351
+00:38:08,430 --> 00:38:11,230
+ال astabismus fixus. من اسمه fixus يعني يعني
+
+352
+00:38:11,230 --> 00:38:15,270
+fixation. يعني ال eye fixed. ما بتحركش. في عندنا
+
+353
+00:38:15,270 --> 00:38:19,410
+convergent strabismus fixus. معناته العينين
+
+354
+00:38:19,410 --> 00:38:22,830
+convergent، وممسكين. مافيش أي حركة. يعني بيضلوا في
+
+355
+00:38:22,830 --> 00:38:26,430
+وضع ال eso. وهذا نتيجة fibrous tightening of the
+
+356
+00:38:26,430 --> 00:38:30,130
+medial recti. أو في إنه divergent strabismus fixus.
+
+357
+00:38:30,130 --> 00:38:34,470
+وهذا يعني بيكون ال fibrous tightening of the
+
+358
+00:38:34,470 --> 00:38:38,150
+lateral recti. of the lateral recti. طبعا very rare
+
+359
+00:38:38,150 --> 00:38:42,970
+disease. حد يسأل سؤال ويعطيكم العافية.
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dzOz6fInXBo_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dzOz6fInXBo_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..3380779c9dab0064531e5cd59d86c4668753eb95
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dzOz6fInXBo_postprocess.srt
@@ -0,0 +1,2660 @@
+1
+00:00:21,430 --> 00:00:24,850
+بسم الله الرحمن الرحيم اليوم حضرتنا ان شاء الله
+
+2
+00:00:24,850 --> 00:00:30,510
+تعالى عن ال exotropias بأنواعها ال exotropia اللي
+
+3
+00:00:30,510 --> 00:00:34,610
+هي outward deviation of the eyes فى عندنا منها
+
+4
+00:00:34,610 --> 00:00:39,310
+أنواع اللى هى ال constant او ال early onset او ال
+
+5
+00:00:39,310 --> 00:00:43,330
+congenital exotropia وهدى هنقارنها ان شاء الله
+
+6
+00:00:43,330 --> 00:00:47,250
+تعالى مع ال early onset esotropia فى علامات مشتركة
+
+7
+00:00:47,250 --> 00:00:54,360
+طبعافي أشياء يعني مختلفة وفي عندنا ال intermittent
+
+8
+00:00:54,360 --> 00:00:56,800
+exotropia وفي عندنا ال sensory او ال secondary
+
+9
+00:00:56,800 --> 00:01:00,820
+exotropia وفي عندنا ال consecutive exotropia وفي
+
+10
+00:01:00,820 --> 00:01:03,840
+ال exotropia بتاعة اللي هو ال incompetent
+
+11
+00:01:03,840 --> 00:01:08,180
+strabismus زي دوين سندروم type 2 زي third nerve
+
+12
+00:01:08,180 --> 00:01:12,040
+pulse إلى آخرى تمام ال constant او ال early onset
+
+13
+00:01:12,040 --> 00:01:18,730
+exotropia ال presentation بيكونat birth يعني من حد
+
+14
+00:01:18,730 --> 00:01:21,750
+ما يولد الطفل بيكون عنده constant large angle
+
+15
+00:01:21,750 --> 00:01:28,050
+exotropia من حد الولادة طبعا إذا بنتذكر ال early
+
+16
+00:01:28,050 --> 00:01:31,090
+onset exotropia within the first six months of
+
+17
+00:01:31,090 --> 00:01:35,930
+life هنا يعني from the first day after birth تمام
+
+18
+00:01:35,930 --> 00:01:41,170
+يكون واضح اللي هو ال exotropia في الجهتين هنا في
+
+19
+00:01:41,170 --> 00:01:45,350
+عندي normal refraction متناسب مع عمر الطفلوفي ال
+
+20
+00:01:45,350 --> 00:01:48,210
+early onset esotropia أيضا normal refraction
+
+21
+00:01:48,210 --> 00:01:52,670
+متناسب مع عمر الطفل large and constant angle و
+
+22
+00:01:52,670 --> 00:01:55,910
+هناك large and constant angle بس هنا exo هناك
+
+23
+00:01:55,910 --> 00:02:01,350
+esotropia ال DVD maybe present و أيضا ال fear of
+
+24
+00:02:01,350 --> 00:02:03,550
+oblique over action ممكن تكون موجودة في ال
+
+25
+00:02:03,550 --> 00:02:07,050
+exotropia و أيضا هي تعتبر من ضمن علامات ال early
+
+26
+00:02:07,050 --> 00:02:11,530
+onset esotropia ال neurological anomalies هنا
+
+27
+00:02:11,530 --> 00:02:15,010
+موجودة أو متوقع انها تكون موجودةأو frequently
+
+28
+00:02:15,010 --> 00:02:19,450
+present بينما في ال early onset إيزوتروبيا قولنا
+
+29
+00:02:19,450 --> 00:02:22,670
+healthy infant healthy infant يعني مافيش عنده أي
+
+30
+00:02:22,670 --> 00:02:26,330
+مشاكل صحية تانية هذه من الشغلات اللي بتختلف فيها
+
+31
+00:02:26,330 --> 00:02:29,990
+الإيزوتروبيا ال early onset مع الإكسوتروبيا طبعا
+
+32
+00:02:29,990 --> 00:02:33,270
+ال early onset طبعا في ال treatment في التانين
+
+33
+00:02:33,270 --> 00:02:37,290
+بيتفقوا أنه surgical treatment للجهتين هناك ممكن
+
+34
+00:02:37,290 --> 00:02:41,570
+أشغل على media recession by media recession أو
+
+35
+00:02:42,830 --> 00:02:45,990
+medial rectus resection و lateral rectus resection
+
+36
+00:02:45,990 --> 00:02:50,350
+و هنا العكس .. هنا العكس تمام .. هنا العكس طبعا
+
+37
+00:02:50,350 --> 00:02:55,030
+لازم أنتبه لشغلة معينة اللي هي secondary exotropia
+
+38
+00:02:55,030 --> 00:02:58,530
+او sensory exotropia مايكونش بالأساس الطفل عنده
+
+39
+00:02:58,530 --> 00:03:01,830
+secondary او sensory قولنا sensory exotropia يعني
+
+40
+00:03:01,830 --> 00:03:06,090
+مرض اللي له علاقة بال decreased vision تمام؟ عشان
+
+41
+00:03:06,090 --> 00:03:09,550
+هيك ال fundus examination is mandatoryسواء في ال
+
+42
+00:03:09,550 --> 00:03:12,830
+isotropia او ال exotropia او اي نوع من انواع ال
+
+43
+00:03:12,830 --> 00:03:16,250
+extra business لو حبنا نعمل جدول هيك بس عشان نثبت
+
+44
+00:03:16,250 --> 00:03:22,150
+معلوماتنا هنا و نقول ال early onset isotropia و ال
+
+45
+00:03:22,150 --> 00:03:27,410
+early onset exotropia هنا isotropia طبعا early
+
+46
+00:03:27,410 --> 00:03:33,770
+onset و هنا exotropia early onset تمام هنا ال
+
+47
+00:03:33,770 --> 00:03:35,930
+onset within the first six months
+
+48
+00:03:40,960 --> 00:03:48,680
+of life هنا at birth هنا
+
+49
+00:03:48,680 --> 00:03:54,820
+large and constant angle هناك
+
+50
+00:03:54,820 --> 00:03:59,060
+نفس الشيء
+
+51
+00:03:59,060 --> 00:04:05,000
+هنا
+
+52
+00:04:05,000 --> 00:04:10,110
+عندنا DVDو inferior oblique over action ممكن تكون
+
+53
+00:04:10,110 --> 00:04:15,250
+موجودة و هنا ايضا DVD و inferior oblique over
+
+54
+00:04:15,250 --> 00:04:20,670
+action ممكن تكون موجودة normal refractive error
+
+55
+00:04:20,670 --> 00:04:24,370
+بالنسبة لعمر الطفل و هنا نفس الشي normal
+
+56
+00:04:24,370 --> 00:04:30,450
+refractive error بالنسبة لعمر الطفل هنا في عندي
+
+57
+00:04:30,450 --> 00:04:36,460
+healthy childاو healthy infant هنا غالبا بيكون
+
+58
+00:04:36,460 --> 00:04:42,340
+عندى neurological anomalies neurological disease
+
+59
+00:04:42,340 --> 00:04:45,940
+او craniofacial anomalies هنا العلاج surgical
+
+60
+00:04:45,940 --> 00:04:56,400
+treatment و هنا العلاج surgical treatment طبعا
+
+61
+00:04:56,400 --> 00:05:02,540
+ال fundus examination must be done in bothيعني
+
+62
+00:05:02,540 --> 00:05:06,320
+diseases نجي للموضوع الأكبر اللي هو ال
+
+63
+00:05:06,320 --> 00:05:12,340
+intermittent exotropia حقيقة الحول .. الحول بصورة
+
+64
+00:05:12,340 --> 00:05:18,700
+عامة مش بس ال exotropia الحول بصورة عامة من ناحية
+
+65
+00:05:18,700 --> 00:05:22,920
+موضوع ال fusion ممكن انجسمه لتلت أنواع
+
+66
+00:05:29,770 --> 00:05:33,470
+إذا بنتكلم على الحوال بالنسبة لموضوع ال fusion
+
+67
+00:05:33,470 --> 00:05:39,450
+بنتكلم عن تلت أشياء بنتكلم عن phoria بنتكلم عن
+
+68
+00:05:39,450 --> 00:05:45,070
+intermittent tropia وبنتكلم
+
+69
+00:05:45,070 --> 00:05:50,430
+عن tropia أو constant tropia هنا ال fusion شغال
+
+70
+00:05:50,430 --> 00:05:59,040
+وقوي fusion يعني يعمل بقوةبحيث انه اي deviation
+
+71
+00:05:59,040 --> 00:06:02,900
+بيخليه في مرحلة الفوريا الخفاء تمام انه مابتظهرش
+
+72
+00:06:02,900 --> 00:06:07,960
+امتى بقدر اعرف انه عند هذا الانسان فوريا ان اعمل
+
+73
+00:06:07,960 --> 00:06:10,960
+breaking ل ال fusion بوسطة ال cover test او اي
+
+74
+00:06:10,960 --> 00:06:14,420
+وسيلة بتعملي breaking ل ال fusion ال Intermittent
+
+75
+00:06:14,420 --> 00:06:22,100
+Tropia في مراحل ال stress وال illness والارهاق
+
+76
+00:06:22,100 --> 00:06:29,510
+الى اخره تماملحاله بيصير عندى deviation تمام بس
+
+77
+00:06:29,510 --> 00:06:33,950
+يروح ال illness او ال stress او ينتبه طفل تمام
+
+78
+00:06:33,950 --> 00:06:38,830
+بترجع لوضع ال ortho اذا بيصير breaking ل ال fusion
+
+79
+00:06:38,830 --> 00:06:44,470
+للحظات breaking ل ال fusion هنا
+
+80
+00:06:44,470 --> 00:06:50,190
+عندى manifest tropia يعني ال fusion break راح ال
+
+81
+00:06:50,190 --> 00:06:54,150
+fusion راح عندى مافيش fusionوبالتالي عندي الحبل
+
+82
+00:06:54,150 --> 00:06:58,870
+ظاهر ودائم ودائما بلاحظه على المريض نيجي نحكي عن
+
+83
+00:06:58,870 --> 00:07:01,950
+ال intermittent exotropia ال intermittent
+
+84
+00:07:01,950 --> 00:07:09,090
+exotropia متى بتبدأ يعني من عمر الطفل في أي لحظات
+
+85
+00:07:09,090 --> 00:07:12,370
+بتبدأ من عمر الطفل أو في أي عمر ال intermittent
+
+86
+00:07:12,370 --> 00:07:18,690
+exotropia عادة بتيجي على عمر تقريبا سنتينهذه تبدأ
+
+87
+00:07:18,690 --> 00:07:23,550
+ليس كانترمتانتروبيا لأ كانترمتانت إكزوفوريا وهي
+
+88
+00:07:23,550 --> 00:07:26,270
+بيصير لها breaks down to exotropia under
+
+89
+00:07:26,270 --> 00:07:30,430
+conditions of visual inattention أو في ال bright
+
+90
+00:07:30,430 --> 00:07:35,770
+light وهذا بيجعل الطفل يسكر إحدى عينتهو أيضا تيجي
+
+91
+00:07:35,770 --> 00:07:39,390
+في مرحلة ال fatigue او ال ال health اي شيء بيشكل
+
+92
+00:07:39,390 --> 00:07:43,210
+ثقل على ال fusion اللي بيقوم في الدماغ تمام ممكن
+
+93
+00:07:43,210 --> 00:07:46,810
+يحول ال exophoria ل intermittent exotropia
+
+94
+00:07:46,810 --> 00:07:50,170
+بنسميهاش constant لأنها بتيجي للحظات وبعدين لما
+
+95
+00:07:50,170 --> 00:07:53,550
+بينتبه او بيروح المؤثر اللي كسر ال fusion هندي
+
+96
+00:07:53,550 --> 00:07:59,370
+بيرجع الوضع لل ortho او لبرجع لمرحلة exophoria ايش
+
+97
+00:07:59,370 --> 00:08:03,430
+العلامات بتاعة ال intermittent exotropiaعادة ..
+
+98
+00:08:03,430 --> 00:08:06,570
+عادة الطفل يكون عنده straight eyes مع binocular
+
+99
+00:08:06,570 --> 00:08:10,570
+single vision غالبية الوقت من النهار في لحظات
+
+100
+00:08:10,570 --> 00:08:16,250
+معينة لما ينعس او يسرح تمام او تحت stress او مرض
+
+101
+00:08:16,250 --> 00:08:20,850
+تمام بيصير عنده manifest exotropia تمام يعني الطفل
+
+102
+00:08:20,850 --> 00:08:27,470
+بيجينب الوضعية السليمة تمام
+
+103
+00:08:27,470 --> 00:08:34,870
+في لحظات معينةاحدة لانتين بتصير ex تمام؟ الاهل
+
+104
+00:08:34,870 --> 00:08:38,130
+بيحكوا طبعا في ال history انه بمجرد ما بنبه الطفل
+
+105
+00:08:38,130 --> 00:08:44,050
+يكون سرحان او مركز في شيء معين او نعس تمام؟ بنلاحظ
+
+106
+00:08:44,050 --> 00:08:48,290
+عليه المنظر هذا تمام؟ بمجرد ما نبهه بتعدل عينيه
+
+107
+00:08:48,290 --> 00:08:52,790
+تماما ما كأنه شيئا لم يكن طبعا
+
+108
+00:08:53,870 --> 00:08:57,750
+في اللحظة هال العين ال squinting بيصير فيها إيش؟
+
+109
+00:08:57,750 --> 00:09:01,090
+صبرش عشان مايصير عشان اندي double vision طبعا ال
+
+110
+00:09:01,090 --> 00:09:03,570
+control of squint varies with the distance of
+
+111
+00:09:03,570 --> 00:09:08,350
+fixation طبعا لما احنا نجي نجسم ال intermittent
+
+112
+00:09:08,350 --> 00:09:13,650
+exotropia بنجسمها على أساس جديش الدماغ قادر يعمل
+
+113
+00:09:13,650 --> 00:09:18,430
+control على أي مسافة هنيجي لهذا الكلام الآن تمام؟
+
+114
+00:09:18,430 --> 00:09:20,830
+يعني بتقسم لتلت أنواع
+
+115
+00:09:29,530 --> 00:09:31,730
+عندي ال classification بتاعة ال intermittent
+
+116
+00:09:31,730 --> 00:09:40,470
+exotropia distance exotropia و near exotropia و
+
+117
+00:09:40,470 --> 00:09:44,050
+non specific exotropia هنجي نحكي عنهم طبعا ال
+
+118
+00:09:44,050 --> 00:09:49,210
+intermittent exotropia كلهم طبعا intermittent
+
+119
+00:09:49,210 --> 00:09:53,850
+بمعنى بيجيني الطفل بالغالب straight بالغالب
+
+120
+00:09:53,850 --> 00:09:57,490
+straight eyes بس في عندي تقسيمة لهم distance
+
+121
+00:09:57,490 --> 00:09:58,410
+exotropia
+
+122
+00:10:01,150 --> 00:10:06,930
+و non-specific و
+
+123
+00:10:06,930 --> 00:10:14,650
+near-exotropia طبعا إلهم أسماء تانية قديمة تمام ال
+
+124
+00:10:14,650 --> 00:10:17,870
+distance-exotropia بعض الكتب بتسميها divergence
+
+125
+00:10:17,870 --> 00:10:23,110
+excess-exotropia ال
+
+126
+00:10:23,110 --> 00:10:27,370
+non-specific بعض الكتب بتسميها basic-exotropia و
+
+127
+00:10:27,370 --> 00:10:30,740
+ال nearأحسن تكون convergence insufficiency
+
+128
+00:10:30,740 --> 00:10:35,420
+exotropia دائما
+
+129
+00:10:35,420 --> 00:10:39,040
+بدنا احنا يعني عشان مانتوهش في الموضوع ال
+
+130
+00:10:39,040 --> 00:10:44,060
+classification عادة الاسم اللي بينعطى ل type معين
+
+131
+00:10:44,060 --> 00:10:47,780
+من الحوال بيبقى له علاقة في القياس لما بقول near
+
+132
+00:10:47,780 --> 00:10:50,580
+exotropia يعني exotropia عن near أكتر منها ع ال
+
+133
+00:10:50,580 --> 00:10:55,200
+distance لما بقول distance exotropia معناته ال
+
+134
+00:10:55,200 --> 00:10:58,210
+distance ال exo أكتر من ال nearلما بقول non
+
+135
+00:10:58,210 --> 00:11:01,230
+-specific يعني مش مميزة لا هي distance ولا هي نيار
+
+136
+00:11:01,230 --> 00:11:04,090
+يعني تقريبا equal على ال distance وعلى النيار
+
+137
+00:11:04,090 --> 00:11:08,090
+فالأمر مافيش فيه صعوبة التقسيمة حسب ال control
+
+138
+00:11:08,090 --> 00:11:11,370
+يعني ايش ال control؟ يعني حسب جداش ال fusion شغال
+
+139
+00:11:11,370 --> 00:11:14,570
+وبيسيطر على الحوادث يعني هل بيقدر يسيطر عليه على
+
+140
+00:11:14,570 --> 00:11:18,170
+ال distance؟و مابقدرش يسيطر عليه عن near إذا
+
+141
+00:11:18,170 --> 00:11:20,410
+مابقدرش يسيطر عليه عن near هيصير عندى near
+
+142
+00:11:20,410 --> 00:11:24,930
+exotropia تمام؟ هل بيسيطر عليه عن near أكتر من ال
+
+143
+00:11:24,930 --> 00:11:28,050
+distance؟ معناته هيصير عندى distance exotropia لو
+
+144
+00:11:28,050 --> 00:11:31,790
+الدماغ بيسيطر على البعدين بنفس الدرجة هيظل عندى
+
+145
+00:11:31,790 --> 00:11:36,910
+non specific exotropia طيب الآن نيجي نحكي عن كل
+
+146
+00:11:36,910 --> 00:11:43,070
+واحدة لحالة ال distance exotropia حقيقة بتقسم
+
+147
+00:11:43,070 --> 00:11:43,670
+لقسمين
+
+148
+00:11:46,150 --> 00:11:51,870
+true distance و simulated ايش يعني simulated مش
+
+149
+00:11:51,870 --> 00:11:58,450
+محفظ لأ مش stimulated simulated يحاكي يشبه تمام او
+
+150
+00:11:58,450 --> 00:12:02,930
+يحاكي simulated distance exotropia هنا true
+
+151
+00:12:02,930 --> 00:12:07,830
+distance exotropia و simulated distance exotropia
+
+152
+00:12:07,830 --> 00:12:15,430
+حقيقة احنا بدنا نضرب مثل حتى تتضح الأمر بنقول حسن
+
+153
+00:12:17,960 --> 00:12:24,540
+طفل عمره أربع سنوات جابوا أهله على العيادة بيشكوا
+
+154
+00:12:24,540 --> 00:12:28,570
+أنه في لحظات معينة عين من عينيه بتطلع على برضهكلمة
+
+155
+00:12:28,570 --> 00:12:31,670
+في لحظات معينة عين من عينية بتطلع لبرا معناته انا
+
+156
+00:12:31,670 --> 00:12:35,590
+بتوقع انه intermittent exotropia intermittent عشان
+
+157
+00:12:35,590 --> 00:12:39,770
+كلمة لحظات مش دائما ولبرا معناته exotropia الان
+
+158
+00:12:39,770 --> 00:12:42,830
+وظيفتي افحص من ضمن الفحوصات اللي بدى افحصه لازم
+
+159
+00:12:42,830 --> 00:12:46,590
+افحصه على ال distance وعلى النيار فحصته على ال
+
+160
+00:12:46,590 --> 00:12:51,230
+distance لجيته اربعين prism exotropia فحصته على
+
+161
+00:12:51,230 --> 00:12:56,130
+النيار لجيته عشرين prism exotropia اذا هذه
+
+162
+00:12:56,130 --> 00:13:00,720
+distance exotropiaبس بدي أخد في بالي هل هي فعلا
+
+163
+00:13:00,720 --> 00:13:05,660
+حقيقة distance إكزوتروبيا ولا في سبب آخر مالوش
+
+164
+00:13:05,660 --> 00:13:09,180
+علاقة بموضوع الإكزوتروبيا كإكزوتروبيا ولكن إله
+
+165
+00:13:09,180 --> 00:13:14,880
+علاقة بتقليل ال angle على النير تمام تدخل حتى يجعل
+
+166
+00:13:14,880 --> 00:13:19,680
+النير أقل من ال distance نعيد الكلام تاني حتى نركز
+
+167
+00:13:19,680 --> 00:13:23,450
+في الموضوعحسن احنا متفقين انه لازم انه عنده
+
+168
+00:13:23,450 --> 00:13:27,850
+intermittent exotropia تحت خانة ال distance بس يا
+
+169
+00:13:27,850 --> 00:13:31,450
+ترى هل هو فعلا distance exotropia ولا في عامل
+
+170
+00:13:31,450 --> 00:13:36,090
+خارجي أثر على ال near measurement خلاها أقل ما هو
+
+171
+00:13:36,090 --> 00:13:39,650
+العامل الخارجي اللي ممكن يتدخل في قياس ال
+
+172
+00:13:39,650 --> 00:13:45,910
+exotropia ال AC على A ratio لو قلنا حسن ال AC على
+
+173
+00:13:45,910 --> 00:13:50,730
+A ratio عنده عاليمعناته عن نير النير احنا بنجيسه
+
+174
+00:13:50,730 --> 00:13:53,690
+على تلاتة و تلاتين صنطة يعني تلت متر يعني بده
+
+175
+00:13:53,690 --> 00:13:57,830
+تلاتة ديوبتر of accommodation حسن بما انه طفل عمره
+
+176
+00:13:57,830 --> 00:14:00,230
+أربع سنوات بيقدر يعمل تلاتة ديوبتر of
+
+177
+00:14:00,230 --> 00:14:03,650
+accommodation بس لأن ال AC على A ratio عنده تسعة
+
+178
+00:14:03,650 --> 00:14:07,590
+على واحد التلاتة ديوبتر مقابلهم سبعة و عشرين Prism
+
+179
+00:14:07,590 --> 00:14:12,730
+convergence هيجلل من الأربعين Prismطيب كيف اتأكد
+
+180
+00:14:12,730 --> 00:14:17,270
+انه حسن عنده true distance اكزو تروبيا ولا عنده
+
+181
+00:14:17,270 --> 00:14:21,970
+high AC على اي ريشيو مجرد بعيد قياس ال near ال
+
+182
+00:14:21,970 --> 00:14:25,790
+near بقت بس بدي ألغيله في ال accommodation كيف
+
+183
+00:14:25,790 --> 00:14:29,710
+بحطله plus 3 plus 3 عشان مايعملش اي accommodation
+
+184
+00:14:29,710 --> 00:14:33,350
+و بعيد قياس ال near اذا لجيت ال near angle كترة
+
+185
+00:14:33,350 --> 00:14:38,100
+تصارت تقريباتقريبا مثلا خمسة و تلاتين او اربعين
+
+186
+00:14:38,100 --> 00:14:41,100
+يعني جربت كتير من ال distance معناته هذا مش
+
+187
+00:14:41,100 --> 00:14:45,680
+distance حقيقي هذا بيسموه simulated distance
+
+188
+00:14:45,680 --> 00:14:53,700
+exotropia due to high AC على A رشي نعيد الكلام هذا
+
+189
+00:14:53,700 --> 00:14:55,800
+عشان نثبته انسان
+
+190
+00:14:58,040 --> 00:15:02,160
+جسناله على ال distance طلع اربعين برزم جسناله على
+
+191
+00:15:02,160 --> 00:15:06,380
+النيار عشرين اذا ال distance أكتر من النيار للوهلة
+
+192
+00:15:06,380 --> 00:15:09,580
+الأولى مبينة انه في فرق كبير و ال distance أعلى
+
+193
+00:15:09,580 --> 00:15:13,200
+هحطه في خانة ال distance اكزوتروبيا بس ياتر هحط
+
+194
+00:15:13,200 --> 00:15:16,380
+تحت ال true distance اكزوتروبيا ولا simulated
+
+195
+00:15:16,380 --> 00:15:21,980
+متهيئلنا ان هو true distance تمام بنقول اي فرق بين
+
+196
+00:15:21,980 --> 00:15:24,480
+ال distance و النيار و ال distance أكتر في ال
+
+197
+00:15:24,480 --> 00:15:28,730
+اكزوتروبيا معناته في اشي جلل النيارإيش الأشياء
+
+198
+00:15:28,730 --> 00:15:34,370
+اللي ممكن .. الأشياء اللي ممكن تخلي النير أقل أن
+
+199
+00:15:34,370 --> 00:15:37,290
+هو يعمل convergence عن النير أكتر من اللازم؟ طب
+
+200
+00:15:37,290 --> 00:15:40,210
+كيف يعمل convergence عن النير أكتر من اللازم؟ إذا
+
+201
+00:15:40,210 --> 00:15:43,050
+ال AC على A ratio عنده high ساعتها كل ال
+
+202
+00:15:43,050 --> 00:15:45,670
+accommodation بديه يعمله بديه يعمل كمية كبيرة من
+
+203
+00:15:45,670 --> 00:15:48,990
+ال convergence مقابله وهذا اللي حصل مع حسن أنه
+
+204
+00:15:48,990 --> 00:15:52,210
+عنده تلاتة diopter of accommodation مقابلهم عمل
+
+205
+00:15:52,210 --> 00:15:55,630
+سبعة وعشرين diopter of convergence ومعروف أن ال
+
+206
+00:15:55,630 --> 00:15:59,760
+convergence اتجاهه عكس ال Exoهيجللها تمام بدل ما
+
+207
+00:15:59,760 --> 00:16:03,760
+هي اربعين هتنجز كمان بزيادة مش ضروري انه كمية ال
+
+208
+00:16:03,760 --> 00:16:07,000
+convergence اللي عملوا حسب ال AC على A ratio تكون
+
+209
+00:16:07,000 --> 00:16:11,100
+هي الفرق بين ال هذا بس هتخليلي لما يلبس plus ثلاثة
+
+210
+00:16:11,100 --> 00:16:14,040
+plus ثلاثة هتخلي ال measurement بتاعة ال near
+
+211
+00:16:14,040 --> 00:16:17,880
+angle هو لابس plus ثلاثة plus ثلاثة هتجرب كتير من
+
+212
+00:16:17,880 --> 00:16:21,520
+ال distance و مش هيكون في بينهم اي فرق ساعتها حسن
+
+213
+00:16:21,520 --> 00:16:26,280
+بيصفي تشخيصه simulated distance exotropia بين جثين
+
+214
+00:16:26,280 --> 00:16:32,820
+بحط عندهhigh AC على A ratio يا ترى هل في عامل آخر
+
+215
+00:16:32,820 --> 00:16:37,260
+ممكن يتدخل في قياس النير ويخليه أقل من ال
+
+216
+00:16:37,260 --> 00:16:40,780
+distance؟ أه ممكن في حاجة بيسموها tenacious
+
+217
+00:16:40,780 --> 00:16:45,660
+proximal convergence tenacious proximal
+
+218
+00:16:45,660 --> 00:16:50,080
+convergence عارفين إيش ال proximal convergence؟
+
+219
+00:16:59,590 --> 00:17:02,490
+هذا التنسيس يصيب proximal convergence بما انه
+
+220
+00:17:02,490 --> 00:17:08,010
+convergence بيقاوم ال exo اللي بدها تصيربيقاومها
+
+221
+00:17:08,010 --> 00:17:11,150
+على الـ near معروف طالما convergence يعني انت بدى
+
+222
+00:17:11,150 --> 00:17:15,810
+تسير على near object تمام فبالتالي لما أجي أجيس
+
+223
+00:17:15,810 --> 00:17:20,610
+لطفل على near object تمام في بعض الأطفال أو بعض
+
+224
+00:17:20,610 --> 00:17:24,950
+المرضى عندهم high tenacious proximal convergence
+
+225
+00:17:24,950 --> 00:17:30,190
+يعني مقاومته لحدوث ال exotropia عنده قوية جدا
+
+226
+00:17:30,190 --> 00:17:35,850
+فبالتاليطالما هذا اشي متحكم فيه central لازم اعمل
+
+227
+00:17:35,850 --> 00:17:41,930
+ال breaking لل diffusion لفترة طويلة تمام اعمل ال
+
+228
+00:17:41,930 --> 00:17:45,890
+breaking لل diffusion لفترة طويلة هذا الطفل لو
+
+229
+00:17:45,890 --> 00:17:51,910
+غطيت عينه لمدة ساعة زمان احدى لانتين و عدت قياس ال
+
+230
+00:17:51,910 --> 00:17:57,010
+near angle هلاجيها نفس ال distance angle اذا في
+
+231
+00:17:57,010 --> 00:18:03,580
+عندي شغلتين ممكن تتحكم في التشخيص هذا طيببدي انا
+
+232
+00:18:03,580 --> 00:18:09,180
+نحكي سيناريو كالقادم سيناريو هذا السيناريو لابد من
+
+233
+00:18:09,180 --> 00:18:14,760
+اتباعه مع اي حالة distance-exotropia احمد خمس
+
+234
+00:18:14,760 --> 00:18:19,160
+سنوات intermittent-exotropia حسب ال history بدأنا
+
+235
+00:18:19,160 --> 00:18:22,320
+القياس عنه على ال distance خمسة و تلاتين على ال
+
+236
+00:18:22,320 --> 00:18:27,840
+near تمانتاش هل هذا distance-exotropia؟هذا
+
+237
+00:18:27,840 --> 00:18:32,200
+distance تحت العنوان الكبير اه distance يا ترا هل
+
+238
+00:18:32,200 --> 00:18:36,600
+هو true ولا simulated عشان اقول true لازم يمر في
+
+239
+00:18:36,600 --> 00:18:41,580
+مرحلتين اختبار هذه ال near angle اول مرحلة اول شيء
+
+240
+00:18:41,580 --> 00:18:46,420
+بدي احط plus تلاتة قدام الانتين ليش عشان استثنى ال
+
+241
+00:18:46,420 --> 00:18:51,360
+a ال ac على a ratioحطيت plus 3 و plus 3 دلت ال
+
+242
+00:18:51,360 --> 00:18:55,820
+angle 18 اذا مش موضوع AC على A ratio بروح على
+
+243
+00:18:55,820 --> 00:18:58,960
+استثناء الاشي التاني بدا استثنى انه يمكن هذا عنده
+
+244
+00:18:58,960 --> 00:19:02,620
+ال proximal convergence بيقاوم بشدة موضوع ال
+
+245
+00:19:02,620 --> 00:19:09,780
+Exotropia غطيتله عينه بعد plus 3 plus 3 تغطيت يعني
+
+246
+00:19:09,780 --> 00:19:15,140
+تغطيت عين من العينتين لمدة ساعة تمام اعادت بعد
+
+247
+00:19:15,140 --> 00:19:20,980
+الساعة قياس ال near angleنفس الاشي 18 Prism هذا
+
+248
+00:19:20,980 --> 00:19:26,180
+true distance exotropic طيب نفس السيناريو بس عند
+
+249
+00:19:26,180 --> 00:19:32,480
+الخطوة الأخيرة لجيت ال near angle بعد ساعة من
+
+250
+00:19:32,480 --> 00:19:38,840
+التقطيع صارت 31 Prism إيش رأيكم؟ simulated لأ صارت
+
+251
+00:19:38,840 --> 00:19:43,700
+simulated هذه، هذه simulated بس مش لأشكالها due to
+
+252
+00:19:43,700 --> 00:19:45,480
+high
+
+253
+00:19:46,970 --> 00:19:51,430
+tenacious proximal convergence اذا مابحطش true
+
+254
+00:19:51,430 --> 00:19:54,930
+divergence excess او true distance exotropy الا بس
+
+255
+00:19:54,930 --> 00:19:58,670
+استثني العاملين هدول اتأكد في الأول انه ماعندوش
+
+256
+00:19:58,670 --> 00:20:03,650
+high AC على A ratio جلالي ال near angle و اتأكد ان
+
+257
+00:20:03,650 --> 00:20:08,290
+ال tenacious proximal convergence مش هو اللي قاوم
+
+258
+00:20:08,290 --> 00:20:12,190
+ال exotropy عن near ومنعها من انها تظهر تمام الفرق
+
+259
+00:20:12,190 --> 00:20:14,890
+not significant
+
+260
+00:20:15,660 --> 00:20:18,740
+احنا لو بدنا كل فرق بسيط اكاميني بريزم نسميه كان
+
+261
+00:20:18,740 --> 00:20:22,520
+.. كان ماعمرناش حطينا تشخيص non specific تمام؟
+
+262
+00:20:22,520 --> 00:20:25,480
+يعني لو ده الخمسة اللي عنده عشرة ماشي مافيش مشكلة
+
+263
+00:20:25,480 --> 00:20:28,920
+تمانية بريزم بس لما يكون عندي large difference
+
+264
+00:20:28,920 --> 00:20:34,220
+ساعتها انا بيكون عندي في distance exotropia ايش
+
+265
+00:20:34,220 --> 00:20:38,100
+علاج ال distance exotropia هنيجي في وقته للعلاج
+
+266
+00:20:38,100 --> 00:20:42,480
+اذا ال distance exotropia اطول شي عشان احط تشخيصه
+
+267
+00:20:42,480 --> 00:20:47,800
+و لازم اشتغل عليه صحيحقضية ان اشخص انسان عنده true
+
+268
+00:20:47,800 --> 00:20:50,600
+distance exotropia يعني لما بدك تحطي تشخيص true
+
+269
+00:20:50,600 --> 00:20:54,640
+distance exotropia بدك تكوني في الأول اتاكدتي انها
+
+270
+00:20:54,640 --> 00:20:57,880
+distance كيف اتاكدنا انها distance بال Prism
+
+271
+00:20:57,880 --> 00:21:01,220
+Covered على ال distance اكتر من ال near
+
+272
+00:21:01,220 --> 00:21:05,280
+significant amountإذا هذا distance طيب بعدين كيف
+
+273
+00:21:05,280 --> 00:21:09,180
+اتأكدنا إنها true؟ في الأول استثنية السببين تعي ال
+
+274
+00:21:09,180 --> 00:21:14,300
+simulated distance exotropia أنه مافيش AC على Rش
+
+275
+00:21:14,300 --> 00:21:18,660
+وكيف بستثنيه؟ بواسطة plus 3 plus 3 عشان ألغي ال
+
+276
+00:21:18,660 --> 00:21:21,520
+accommodation وبالتالي ماأخليش ال accommodative
+
+277
+00:21:21,520 --> 00:21:25,700
+convergence يلعب دور في تقليل ال exotropia استثننا
+
+278
+00:21:26,580 --> 00:21:29,580
+بنستثنى ايضا ال tenacious proximal convergence
+
+279
+00:21:29,580 --> 00:21:33,560
+بنعمل occlusion ل one eye لعند ساعة زمان على أساس
+
+280
+00:21:33,560 --> 00:21:37,340
+أنه أشوف هل ال near angle بعد التقطيع هي هترجع
+
+281
+00:21:37,340 --> 00:21:41,480
+تصير بالظبط تتغير و تقترب في الكم من ال distance
+
+282
+00:21:41,480 --> 00:21:45,520
+angle إذا اقتربت في الكم معناته هذه كانت أقل بسبب
+
+283
+00:21:45,520 --> 00:21:48,700
+ال tenacious proximal convergence إذا ضالت ال
+
+284
+00:21:48,700 --> 00:21:53,460
+angle دائما أقلمع ال two majors هدولة معناته انا
+
+285
+00:21:53,460 --> 00:21:56,840
+عندي true distance إكزوتروبيا حقيقة ال distance
+
+286
+00:21:56,840 --> 00:22:00,300
+angle أكتر من ال near angle و بيصفي المريض
+
+287
+00:22:00,300 --> 00:22:05,700
+بالتشخيص هذا مابحطوش مجرد تلقائي نيجي لان ال non
+
+288
+00:22:05,700 --> 00:22:09,260
+specific هي intermittent إكزوتروبيا ال distance و
+
+289
+00:22:09,260 --> 00:22:16,300
+ال near angle تقريبا بيساووا بعضهم البعض ال near
+
+290
+00:22:16,300 --> 00:22:17,160
+exotropia
+
+291
+00:22:21,310 --> 00:22:27,670
+بتكون ال near angle أكتر بكام محترم من ال distance
+
+292
+00:22:27,670 --> 00:22:32,830
+angle وممكن تكون هذه لها علاقة بال acquired myopia
+
+293
+00:22:32,830 --> 00:22:36,030
+ليش؟
+
+294
+00:22:36,030 --> 00:22:39,290
+لأن ال myopic patient على ال near مابيعملش
+
+295
+00:22:39,290 --> 00:22:45,050
+accommodation تمام؟ مابيعملش accommodation إذا هذا
+
+296
+00:22:45,050 --> 00:22:48,170
+الكلام هي التقسيمة بتاعة إيش؟
+
+297
+00:22:51,850 --> 00:22:54,410
+ال intermittent exotropia زي ما حكينا ال near
+
+298
+00:22:54,410 --> 00:22:58,410
+exotropia ممكن تكون associated with acquired
+
+299
+00:22:58,410 --> 00:23:05,530
+myopia او presbyopia يعني أحيانا إيش العلاج بتاعة
+
+300
+00:23:05,530 --> 00:23:09,070
+ال intermittent exotropia؟ إيش العلاج بتاع ال
+
+301
+00:23:09,070 --> 00:23:11,110
+intermittent exotropia؟
+
+302
+00:23:19,040 --> 00:23:23,200
+الـ Intermittent Exotropia في وسائل علاج كثيرة من
+
+303
+00:23:23,200 --> 00:23:26,560
+ضمنها الـ Spectacle Correction في بعض الحلات الـ
+
+304
+00:23:26,560 --> 00:23:29,780
+myopic patient may in some cases control the
+
+305
+00:23:29,780 --> 00:23:33,200
+deviation by stimulating accommodation and with it
+
+306
+00:23:33,200 --> 00:23:38,320
+convergence وفي أحيان معينة بنعمل over minus
+
+307
+00:23:38,320 --> 00:23:43,680
+prescription لبعض الناس ممكن يكون useful يعني احنا
+
+308
+00:23:43,680 --> 00:23:47,780
+بنيجي بنقول ال refractive errorلا يعني .. لا يعدوا
+
+309
+00:23:47,780 --> 00:23:54,100
+يكونوا اما myopia او hypermetropia طبعا مع
+
+310
+00:23:54,100 --> 00:23:57,120
+استجماتيزم ممكن كله يكون مع استجماتيزم او يكون
+
+311
+00:23:57,120 --> 00:24:02,140
+عنده anisometropia طبعا ال myopia ال full
+
+312
+00:24:02,140 --> 00:24:07,580
+correction بتاعها ممكن يعديل زاوية الحوار ليش؟
+
+313
+00:24:07,580 --> 00:24:10,360
+لأنه هيعمل stimulation لل accommodation و مع ال
+
+314
+00:24:10,360 --> 00:24:14,200
+accommodation ال convergence فبالتالي هتجيل كمية
+
+315
+00:24:14,200 --> 00:24:19,040
+ال exotropiaبالنسبة للhypermetropia partial
+
+316
+00:24:19,040 --> 00:24:21,520
+correction partial correction إذا كانها
+
+317
+00:24:21,520 --> 00:24:26,100
+significant بعض الأوقات بيكون عنده large amount of
+
+318
+00:24:26,100 --> 00:24:29,480
+hypermetropia وبالتالي الإنسان بيقول أنا مابديش
+
+319
+00:24:29,480 --> 00:24:34,540
+أصلحها أنا مابديش أصلحها على أساس أنه أخليه يعمل
+
+320
+00:24:34,540 --> 00:24:40,160
+accommodation وبالتالي يخفل هذا بس الدراسات أثبتت
+
+321
+00:24:40,160 --> 00:24:42,980
+إنه إذا كان في عنده large amount of hypermetropia
+
+322
+00:24:45,080 --> 00:24:47,740
+hypermetropic refractive error قد انه مع ال
+
+323
+00:24:47,740 --> 00:24:50,880
+accommodation اللي انعمل انه مافيش clear retinal
+
+324
+00:24:50,880 --> 00:24:54,960
+image تمام ساعتها ال fusion هيكون صعب لأن ال
+
+325
+00:24:54,960 --> 00:24:59,140
+vision اندي مش مش سليم او ال retinal image مش
+
+326
+00:24:59,140 --> 00:25:02,580
+clear فبالتالي لما اعمل appropriate correction لها
+
+327
+00:25:02,580 --> 00:25:06,060
+high refractive error ممكن هذا يحسن ال retinal
+
+328
+00:25:06,060 --> 00:25:09,280
+image وبالتالي يحسن موضوع ال fusion فيحسن ال
+
+329
+00:25:09,280 --> 00:25:13,540
+control فيحسن ال control يعني كتير من الحالات اللي
+
+330
+00:25:13,540 --> 00:25:17,700
+بيكون عندهايعني refractive error hypermetropic
+
+331
+00:25:17,700 --> 00:25:20,920
+refractive error عالي لما بنعملها appropriate
+
+332
+00:25:20,920 --> 00:25:24,140
+correction ومتخليله small amount of hypermetropia
+
+333
+00:25:24,140 --> 00:25:29,980
+ممكن تعمل good يعني fusion وبالتالي تسيطر على جزء
+
+334
+00:25:29,980 --> 00:25:33,740
+كبير أو على كلاللي هو ال Exotropia الآن ال
+
+335
+00:25:33,740 --> 00:25:37,300
+Anisotropia أيضًا لما بيكون عندي significant
+
+336
+00:25:37,300 --> 00:25:41,680
+anisotropia تمام ساعتها أيضًا تصنيحها ممكن يحسن ال
+
+337
+00:25:41,680 --> 00:25:46,480
+fusion وبالتالي يحسن اللي هي موضوع ال control بتاع
+
+338
+00:25:46,480 --> 00:25:51,060
+ال Exotropia الآن قضية ال over minus بعض المدارس
+
+339
+00:25:51,060 --> 00:25:55,720
+الطبية اللي ممكن أنا أعمل من minus 2 ل minus 4من
+
+340
+00:25:55,720 --> 00:26:00,600
+minus 2 ل minus 4 over minus للمرضى اللى عندهم
+
+341
+00:26:00,600 --> 00:26:04,200
+intermittent exotropia عشان تخليه يتطر يعمل
+
+342
+00:26:04,200 --> 00:26:08,000
+accommodation وبالتالي طبعا انا بدي اكون حريص جدا
+
+343
+00:26:08,000 --> 00:26:13,720
+في الموضوع هذا انه ايشإنه ما يعملش أستنوبي عند
+
+344
+00:26:13,720 --> 00:26:16,660
+الطفل وما يكونش ال accommodation اللي بيبدله أكتر
+
+345
+00:26:16,660 --> 00:26:22,000
+من طاقته أكتر من اللازم فبالتالي يعني بناخد بالنا
+
+346
+00:26:22,000 --> 00:26:25,600
+من القضية هذه طبعا part-time occlusion of the
+
+347
+00:26:25,600 --> 00:26:30,620
+deviating eye من أربع لست ساعات يوميا وفي مدارس
+
+348
+00:26:30,620 --> 00:26:35,400
+طبية تانية بتقول أنه alternate daily occlusion
+
+349
+00:26:35,400 --> 00:26:38,500
+يعني يوم بغطي العين اليمين ويوم بغطي العين الشمال
+
+350
+00:26:38,500 --> 00:26:44,160
+ممكنهذا يشكل Anti-Suppression Therapy معروف إن
+
+351
+00:26:44,160 --> 00:26:46,660
+العين الـ Squinting غالباً بيكون فيها suppression
+
+352
+00:26:46,660 --> 00:26:49,520
+في الـ Intermittent Exotropia هذا بيشكل Anti
+
+353
+00:26:49,520 --> 00:26:53,200
+-Suppression Therapy و ممكن ينجح مع بعض حالات الـ
+
+354
+00:26:53,200 --> 00:26:56,920
+Intermittent Exotropia و خاصة ال mild cases في إنه
+
+355
+00:26:56,920 --> 00:27:01,680
+أيش يعني يصلح اللي هو ال Exotropia طبعا ننتبه غير
+
+356
+00:27:01,680 --> 00:27:04,860
+قضية ال part-time occlusion ال orthoptic exercises
+
+357
+00:27:04,860 --> 00:27:11,450
+may be helpful fornear exotropia يعني مش لكل حالات
+
+358
+00:27:11,450 --> 00:27:14,270
+اللي .. اللي هو .. لأ زي بالظبط موضوع ال
+
+359
+00:27:14,270 --> 00:27:17,250
+convergence insufficiency كمان فبالتالي انا ما
+
+360
+00:27:17,250 --> 00:27:20,650
+بوصف ال orthoptic exercises هيك يعني بطريقة
+
+361
+00:27:20,650 --> 00:27:24,170
+عشوائية لأ لابد ان اكون عارف ليش انا بوصفها عشان
+
+362
+00:27:24,170 --> 00:27:28,170
+احسن ال convergence بالذات في ال near exotropia
+
+363
+00:27:28,170 --> 00:27:30,450
+اذا عندنا spectacle correction appropriate
+
+364
+00:27:30,450 --> 00:27:34,170
+spectacle correction part-time occlusion over
+
+365
+00:27:34,170 --> 00:27:37,670
+minusing طبعا ماننساش في بعض الحالاتوعندي
+
+366
+00:27:37,670 --> 00:27:41,690
+orthoptic exercises for يعني near exotropia، الآن
+
+367
+00:27:41,690 --> 00:27:47,470
+ال surgery .. ال surgery فيه صحيح يعني نقاش وجدال
+
+368
+00:27:47,470 --> 00:27:53,250
+حوالين موضوع ال surgery يعني كتير يعني مدارس يعني
+
+369
+00:27:53,250 --> 00:27:54,450
+اختلفت في الموضوع
+
+370
+00:27:57,000 --> 00:28:00,360
+امتى اعمل جراحة او هل اعمل جراحة ولا ما اعملش
+
+371
+00:28:00,360 --> 00:28:04,980
+جراحة فبعض المدارس الطبية بتقول ماتعملش جراحة
+
+372
+00:28:04,980 --> 00:28:09,000
+طالما good control ليش؟ لأنه ايش يعني good
+
+373
+00:28:09,000 --> 00:28:14,260
+control؟ يعني قليل جدا من الوقت ثواني في النهار او
+
+374
+00:28:14,260 --> 00:28:16,820
+في اليوم او في اليومين لما بيلاحظوا الاهل ال
+
+375
+00:28:16,820 --> 00:28:21,680
+Exotropia طيب معناته بقيت الوقت العينين ايش مالهم؟
+
+376
+00:28:21,680 --> 00:28:27,970
+Ortho ايوة هذا يسوي ايش؟binocular single vision
+
+377
+00:28:27,970 --> 00:28:31,290
+ففي مدرسة طبية بيقولك يعني ليش أنا أبدل ال
+
+378
+00:28:31,290 --> 00:28:34,250
+binocular single vision بmicrotropia، إيش يعني
+
+379
+00:28:34,250 --> 00:28:38,830
+microtropia؟ احنا اتفاجنا إنه أي جراحة تحاول تنتهي
+
+380
+00:28:38,830 --> 00:28:43,450
+بالmicrotropia هي satisfactory result يعنييعني
+
+381
+00:28:43,450 --> 00:28:47,410
+الإنسان اللي مدقن جدا لجراحة الحوال و للقياس
+
+382
+00:28:47,410 --> 00:28:51,430
+بيقدرش يتحكم في أن القياس يصير صفر طالما ما بيقدرش
+
+383
+00:28:51,430 --> 00:28:54,670
+أتحكم في أن القياس يصير صفر معناته ممكن القياس
+
+384
+00:28:54,670 --> 00:28:58,150
+يعطيني microtropia في غالب الأحيان ال microtropia
+
+385
+00:28:58,150 --> 00:29:03,230
+هتأديلي لإيش؟ Central subretinous catoma abnormal
+
+386
+00:29:03,230 --> 00:29:07,780
+retinal correspondenceبريفيرال ممكن تقديل إلى
+
+387
+00:29:07,780 --> 00:29:13,260
+أمبيوبيا لأنه حيصير المريض يفضل ال fixation بإيش؟
+
+388
+00:29:13,260 --> 00:29:17,400
+بعين بوسط الفوفيا بعين والتانية هتكون microtropic
+
+389
+00:29:17,400 --> 00:29:20,540
+وهذا كان زمان اسمه إيش ال microtropic syndrome
+
+390
+00:29:20,540 --> 00:29:25,510
+الآن المدرسة الطبية بتقولك يعني waitطبعا يعني
+
+391
+00:29:25,510 --> 00:29:29,570
+بقولوا ليش احنا نبدل هذا الوضع اللي فيه العينتين
+
+392
+00:29:29,570 --> 00:29:34,730
+غالبية العظمى جدا من الوقت متمتع بال binocular
+
+393
+00:29:34,730 --> 00:29:38,810
+single vision ونبدله بإيش ب microtopia يعني أنا
+
+394
+00:29:38,810 --> 00:29:43,010
+قاعد ببدل مقابل إيش عشان اللحظات هذه اللي بتظهر
+
+395
+00:29:43,010 --> 00:29:45,330
+اللي هي مش significant فبيقولوا إذا في good
+
+396
+00:29:45,330 --> 00:29:47,890
+control يعني just observation
+
+397
+00:29:50,400 --> 00:29:54,180
+مدارس طبية تانية بتقولك انه بالنهاية وان كان
+
+398
+00:29:54,180 --> 00:29:58,100
+الكلام هذا صحيح بالنهاية اي intermittent exotropia
+
+399
+00:29:58,100 --> 00:30:01,760
+هتكمل السلسلة و هتحول في يوم من الأيام ل constant
+
+400
+00:30:01,760 --> 00:30:02,520
+exotropia
+
+401
+00:30:09,590 --> 00:30:12,670
+Constant Tropia و Constant Tropia الان طالما
+
+402
+00:30:12,670 --> 00:30:15,950
+هيتحول اذا انا استفيد من المرحلة اللى فيها بيكون
+
+403
+00:30:15,950 --> 00:30:20,210
+الطفل young لسه وبالتالي انا لما بصلحله اياها
+
+404
+00:30:20,210 --> 00:30:23,750
+بصلحله اياها بحيث انه يتمتع ب binocular single
+
+405
+00:30:23,750 --> 00:30:28,530
+vision ومااجيش انا اصلحها في وقتيعني تكون .. تصير
+
+406
+00:30:28,530 --> 00:30:31,970
+في constant عشان أقدر أستعيد binocular single
+
+407
+00:30:31,970 --> 00:30:36,150
+vision الخلاف كتير يمكن بعض اللي .. اللي هو
+
+408
+00:30:36,150 --> 00:30:40,390
+العلامات على الطريق اللي هي بتوضح أنها أمتى يعني
+
+409
+00:30:40,390 --> 00:30:47,530
+بعض المدارس الطبية بتقول يعني يكون الطفل أقل ..
+
+410
+00:30:47,530 --> 00:30:52,650
+مايكونش الطفل أقل من سبع سنوات من العمر يعني ليس
+
+411
+00:30:52,650 --> 00:31:00,660
+قبل سبع سنوات من العمرأو اللي
+
+412
+00:31:00,660 --> 00:31:06,380
+هو ال intermittent exotropy عنده إلها مدة خمس
+
+413
+00:31:06,380 --> 00:31:14,840
+سنوات إلها، تمام؟ يعني طفل مثلا عمره تمان سنواتهذا
+
+414
+00:31:14,840 --> 00:31:20,280
+بنعمله تمام ليش؟ لأنه أكتر من سبعة سنوات ناس تانية
+
+415
+00:31:20,280 --> 00:31:24,300
+بتقول مثلا أنه مدة الحول استمرت عنده خمس سنوات
+
+416
+00:31:24,300 --> 00:31:28,540
+خلاص هذا بده .. بده جراحة تمام؟ في مدرسة طبية
+
+417
+00:31:28,540 --> 00:31:33,320
+تالتة بتقول لأ احنا بنشوف ال control ال control هل
+
+418
+00:31:33,320 --> 00:31:40,850
+هو good ولا fair ولا poorكيف أعرف good و لا fair و
+
+419
+00:31:40,850 --> 00:31:46,410
+لا poor بوسطة ال cover test يعني عملنا cover test
+
+420
+00:31:46,410 --> 00:31:50,090
+under cover إلى إين صارت exo بمجرد ما رفعت ال
+
+421
+00:31:50,090 --> 00:31:54,090
+cover العين straight في لحظة بدون أي رمش موضوع ال
+
+422
+00:31:54,090 --> 00:31:57,530
+blinking هذا ماصارش عند الطفل فورا فتحت عن عينه
+
+423
+00:31:57,530 --> 00:32:01,130
+عينيه رجعوا بالظبط زي قبل الاختبار هذا يسمى good
+
+424
+00:32:01,130 --> 00:32:08,090
+control ال fair controlبالظبط عملت ال cover test
+
+425
+00:32:08,090 --> 00:32:11,990
+انحرفت العين الان رفعت لسه العين منحرفة بمجرد
+
+426
+00:32:11,990 --> 00:32:16,190
+مايرمش بتعد العينية تمام و كأنه بينام بالحالة ال
+
+427
+00:32:16,190 --> 00:32:20,350
+poor control جابل ما اعمل ال cover ممكن و هو بتكلم
+
+428
+00:32:20,350 --> 00:32:23,790
+معايا او انا بتكلم مع أهله سيري breaking لهذا و
+
+429
+00:32:23,790 --> 00:32:27,890
+تتضلها فترة طويلة for extended time minutes تمام و
+
+430
+00:32:27,890 --> 00:32:31,290
+هي لسه ايش يعني اجزة فهذا بتسمى poor control
+
+431
+00:32:31,290 --> 00:32:36,140
+فالمدرسة هاي بتقول ال poor controlبدو surgery، ال
+
+432
+00:32:36,140 --> 00:32:39,420
+poor control بدو surgery تمام؟ لإن هو مش جادر وهدي
+
+433
+00:32:39,420 --> 00:32:42,440
+خلاص يعني في طريقها إنها جاعدة تتحول جاعدة ل
+
+434
+00:32:42,440 --> 00:32:46,700
+constant مدرسة طبية رابعة بتقول إذا كان حسب ال
+
+435
+00:32:46,700 --> 00:32:50,930
+time اللي بيجدوا الأهلفي البيت مع الطفل إذا لاحظوا
+
+436
+00:32:50,930 --> 00:32:57,630
+50% من الوقت فأكثر العين اجزوا خلاص هذا .. كمية ال
+
+437
+00:32:57,630 --> 00:33:01,370
+control أقل من نصف النهار معناته أكتر من نصف
+
+438
+00:33:01,370 --> 00:33:05,510
+النهار العين بتحول فبالتالي العين بتخاف أنت طالما
+
+439
+00:33:05,510 --> 00:33:09,070
+أنها بتحول موضوع ال suppression أو يعني ما شبه
+
+440
+00:33:09,070 --> 00:33:12,010
+فبالتالي مابدناش يخش في suppression و في أمبيوبيا
+
+441
+00:33:12,010 --> 00:33:17,150
+بغض النظر ما هي الوسائل العلاجية ل .. اللي هو ال
+
+442
+00:33:17,150 --> 00:33:23,590
+..الـ Intermittent Exotropia طبعا احنا قلنا الـ
+
+443
+00:33:23,590 --> 00:33:27,370
+Good and Stable Control Just Observation تمام؟
+
+444
+00:33:27,370 --> 00:33:30,250
+الدراحة بتكون اذا كان ال control poor تمام؟ اذا
+
+445
+00:33:30,250 --> 00:33:33,570
+كان ال control poor او اذا كان الوضع progressively
+
+446
+00:33:33,570 --> 00:33:38,310
+deteriorating قاعد بسوق يعني بسرعة تمام؟ اما بعمل
+
+447
+00:33:38,310 --> 00:33:41,450
+Unilateral Lateral Rectus Resection برخي ال
+
+448
+00:33:41,450 --> 00:33:45,100
+Lateral Rectus و بشد ال Medial Rectus Resectionما
+
+449
+00:33:45,100 --> 00:33:50,800
+عدا في حالة الـ True Distance Exotropia الـ True
+
+450
+00:33:50,800 --> 00:33:55,720
+Distance Exotropia لأنه على الـ distance أكتر من
+
+451
+00:33:55,720 --> 00:33:59,440
+النير والـ distance مسؤول عنها عضلات الـ
+
+452
+00:33:59,440 --> 00:34:02,240
+divergence اللاترال ركتار ساعتها بيكون الـ
+
+453
+00:34:02,240 --> 00:34:06,380
+bilateral lateral rectus recession هي ال procedure
+
+454
+00:34:06,380 --> 00:34:07,680
+المفضلة
+
+455
+00:34:10,060 --> 00:34:15,060
+طيب، قداش احنا مطلوب مننا انه نعدل الحوال، نرجع ل
+
+456
+00:34:15,060 --> 00:34:19,560
+Ortho؟ لأ، هو المفروض احنا نرجع ل ISO لأنه هدول
+
+457
+00:34:19,560 --> 00:34:23,780
+الناس عندهم ال divergence amplitudes عالية كتير
+
+458
+00:34:23,780 --> 00:34:27,760
+فبالتالي لو احنا اشتغلنا ع زاوية الحوال بالضبط،
+
+459
+00:34:27,760 --> 00:34:32,280
+هيرجع يعمل divergence و هترجع بتصير ساعتها under
+
+460
+00:34:32,280 --> 00:34:37,280
+corrected و كمية محترمةبعض الكتب بتكتب انه من عشرة
+
+461
+00:34:37,280 --> 00:34:43,000
+لخمستاشر بريزم لازم يصير over correction يعني اذا
+
+462
+00:34:43,000 --> 00:34:48,120
+انا عندي مثلا تلاتين بريزم لازم اشتغل و كأني بشتغل
+
+463
+00:34:48,120 --> 00:34:52,380
+على اربعين بريزم ديوبتر اكزوتروبي يعني بدي ارخي ال
+
+464
+00:34:52,380 --> 00:34:57,200
+lateral rectus بقدر اكبر مما يجب حتى يصفي عندي
+
+465
+00:34:57,200 --> 00:35:01,500
+post operativeإيزوتروبيا من عشرة لفمستاشر بريزم
+
+466
+00:35:01,500 --> 00:35:04,900
+وهذا ال divergence amplitudes ال fusional
+
+467
+00:35:04,900 --> 00:35:09,100
+divergence هيعاود يجيب العينين لإياش لمرحلة الإياش
+
+468
+00:35:09,100 --> 00:35:14,040
+اللي هو ال ortho لمرحلة ال ortho أو ال nearly
+
+469
+00:35:14,040 --> 00:35:18,660
+ortho لو أنا اشتغلت على الزاوية اللي أنا جستها
+
+470
+00:35:19,410 --> 00:35:22,650
+ساعتها انا ممكن يصير عندى under correction لأنه ال
+
+471
+00:35:22,650 --> 00:35:25,710
+fusional divergence هيرجعها من ال ortho لل exo
+
+472
+00:35:25,710 --> 00:35:29,990
+بدنا نبح على قضية غاية في الأهمية يا بلد كل أنواع
+
+473
+00:35:29,990 --> 00:35:33,430
+الحوار اللى انا بجيسها على ستة متر و تلاتة متر ال
+
+474
+00:35:33,430 --> 00:35:37,450
+intermittent exotropia بدك تشوفي الفضاء الخارجي و
+
+475
+00:35:37,450 --> 00:35:42,290
+تعمليها على ميت او متين فيت يعني مثلاتحطي target
+
+476
+00:35:42,290 --> 00:35:45,690
+في نهاية الكوردور أو يطلع شيء من الشباك بعيد كتير
+
+477
+00:35:45,690 --> 00:35:49,930
+لأن هذا ممكن يعطيكي زيادة محترمة في ال angle عن 6
+
+478
+00:35:49,930 --> 00:35:53,570
+متر يعني ممكن نقول مثلا لو كنا عندنا intermittent
+
+479
+00:35:53,570 --> 00:35:58,890
+exotropia true divergence excess على 3 متر مثلا
+
+480
+00:35:59,490 --> 00:36:03,810
+عشرين بريزم على ستة متر خمسة و تلاتين بريزم ممكن
+
+481
+00:36:03,810 --> 00:36:08,170
+توصلي على أبعد من ستة متر بمسافة كتيرة ممكن توصلي
+
+482
+00:36:08,170 --> 00:36:11,170
+خمسة و أربعين بريزم و هنا في فرق بين خمسة و تلاتين
+
+483
+00:36:11,170 --> 00:36:14,390
+و خمسة و أربعين فبالتالي عشان أشوف ال full angle
+
+484
+00:36:14,390 --> 00:36:18,230
+عشان أشوف ال full angle لازم أخلي المريض يتطلع على
+
+485
+00:36:18,230 --> 00:36:21,950
+مسافة بعيدة قدر الإمكان بحيث أنه أشوف ال
+
+486
+00:36:21,950 --> 00:36:28,410
+divergence كله اللي صار عند هذا المريضطيب في عندى
+
+487
+00:36:28,410 --> 00:36:34,370
+احتمال من احتمالين ان
+
+488
+00:36:34,370 --> 00:36:39,850
+يصير عندى under correction او
+
+489
+00:36:39,850 --> 00:36:47,230
+over correction under
+
+490
+00:36:47,230 --> 00:36:51,730
+correction يعني ضايق ال ex عندى ضايق ال ex عندى ال
+
+491
+00:36:51,730 --> 00:36:56,670
+under correction ممكن نعملها عملية تانية تمامفي
+
+492
+00:36:56,670 --> 00:37:00,670
+وقت لاحق تمام وينشغل على العضلات اللي ما انشغلتش
+
+493
+00:37:00,670 --> 00:37:04,070
+وينشغل على العضلات اللي ما انشغلتش ال over
+
+494
+00:37:04,070 --> 00:37:10,090
+correction اللي بنسميها ايش consecutive esotropia
+
+495
+00:37:10,090 --> 00:37:16,470
+ممكن ينشأ dyplopia عنها تمام هذه ال consecutive
+
+496
+00:37:16,470 --> 00:37:22,370
+esotropiaممكن تتحسن بالتدريج بعطيها فرصة ست أسابيع
+
+497
+00:37:22,370 --> 00:37:26,290
+تمام حتى تتحسن تمام و ممكن أعمل alternate
+
+498
+00:37:26,290 --> 00:37:31,130
+occlusion تمام إذا ما اتحسنتش بعد ست أسابيع لازم
+
+499
+00:37:31,130 --> 00:37:34,850
+انا إيش هعملها surgery بعض المدارس الطبيعية بتقول
+
+500
+00:37:34,850 --> 00:37:38,430
+احنا ممكن نعملها based in .. based out prison ..
+
+501
+00:37:38,430 --> 00:37:40,030
+based out prison تمام
+
+502
+00:37:46,020 --> 00:37:51,240
+حد يسأل سؤال في الـ intermittent exotropia؟ طيب ال
+
+503
+00:37:51,240 --> 00:37:58,220
+sensory exotropia .. ال sensory exotropia ممكن
+
+504
+00:38:00,710 --> 00:38:04,870
+من اسم السنسورية due to decreased vision في one
+
+505
+00:38:04,870 --> 00:38:10,210
+eye تمام نتيجة opacity منعت من تكون clear retinal
+
+506
+00:38:10,210 --> 00:38:15,290
+image زي ومنعت ال binocular visual يعني عفوا
+
+507
+00:38:15,290 --> 00:38:19,010
+monocular or binocular visual impairment تمام منعت
+
+508
+00:38:19,010 --> 00:38:22,330
+طبعا موضوع ال fusion طبعا زي ايش اللي بيأثر على ال
+
+509
+00:38:22,330 --> 00:38:27,670
+vision كترت other media opacities يعني زي vitreous
+
+510
+00:38:27,670 --> 00:38:31,290
+opacity, corneal opacity تمامممكن يكون عندى
+
+511
+00:38:31,290 --> 00:38:34,390
+macular scarring, optic nerve hypoplasia إلى آخرى
+
+512
+00:38:34,390 --> 00:38:40,270
+كل هذه تؤدي إلى secondary أو sensory exotropia إيش
+
+513
+00:38:40,270 --> 00:38:47,790
+رأيكم؟ cataract هذه طفلة عمرها سنة جابها أبوها كنت
+
+514
+00:38:47,790 --> 00:38:53,330
+أشتغل في عيادة في رفح جابها عشان exotropia طبعا
+
+515
+00:38:53,330 --> 00:38:56,510
+هذه
+
+516
+00:38:56,510 --> 00:39:02,000
+retinoblastomaهذا سرطان في الشباكية طبعا الحل
+
+517
+00:39:02,000 --> 00:39:06,360
+الوحيد طبعا يكتشفه لنص الفتريس تمام؟ بالضبط نصف
+
+518
+00:39:06,360 --> 00:39:11,860
+الساقل الزجاجي تمام؟ الحل الوحيد كان إزالة العين و
+
+519
+00:39:11,860 --> 00:39:16,440
+تتعرض ليعني اللي هو العلاج اللي هو بعد ذلك إشعاع
+
+520
+00:39:16,440 --> 00:39:20,340
+أو علاج جيميائي إلى آخره فبالتالي فبالتالي هذه ال
+
+521
+00:39:20,340 --> 00:39:26,670
+Exotropia تمام؟كانت اجزة واضحة جدا انا اول ما شفت
+
+522
+00:39:26,670 --> 00:39:31,230
+الطفل لاحظت leukocoria غالب الواحد بتوقع cataract
+
+523
+00:39:31,230 --> 00:39:34,350
+تمام بيكتيره vitreous obesity بس عشان هذه .. هذه
+
+524
+00:39:34,350 --> 00:39:38,310
+رسالة قالنا انه لابد من فحص قاع العين قولا واحدا
+
+525
+00:39:38,310 --> 00:39:42,810
+المريض اللي بيخضع لكل فحوصات الحول بلا استثناء و
+
+526
+00:39:42,810 --> 00:39:47,010
+بنفحصش قاع العين لابد من توسيعه إعادة فحص قاع
+
+527
+00:39:47,010 --> 00:39:52,730
+العين تمام؟ بعض الأوقات لما بنعالج amblyopia تمام؟
+
+528
+00:39:52,870 --> 00:39:56,410
+وبنعليجها بكثافة ونلاحظ أن العلاج مش مستجيب رغم
+
+529
+00:39:56,410 --> 00:39:59,610
+تعاون الأهل لا مانع من أن نعيد فحص قهر العين لأنه
+
+530
+00:39:59,610 --> 00:40:03,890
+ممكن يكون واحد في الفحص الأول ما يعني استطعش أنه
+
+531
+00:40:03,890 --> 00:40:09,030
+يعني يحيط بكل يعني ما موجود في شبكية العين أو في
+
+532
+00:40:09,030 --> 00:40:11,630
+العصب البصري هذي written of last summer طبعا
+
+533
+00:40:11,630 --> 00:40:15,750
+الطفلة اللي أهت تقريبا عمرها خمس سنوات يعني زرتني
+
+534
+00:40:15,750 --> 00:40:19,600
+من شهر تقريباطبعا ب artificial eye طبعا كانت ال
+
+535
+00:40:19,600 --> 00:40:23,000
+artificial eye عندها صغيرة على عينها شوية لأنه بدت
+
+536
+00:40:23,000 --> 00:40:28,760
+تكبر تمام فكانت اشك منها تمام أما هذه الطفلة عندها
+
+537
+00:40:28,760 --> 00:40:34,840
+large أو huge tumor cancer طبعا فبالتالي أزيلت
+
+538
+00:40:34,840 --> 00:40:41,140
+العين و طبعا تم التأكد من العصب البصري لما تم قطعه
+
+539
+00:40:41,140 --> 00:40:44,940
+و إزالة العين بالكامل أنه سليم مافيش فيه يعنييعني
+
+540
+00:40:44,940 --> 00:40:49,280
+الورم مش ممتد عبر العصب البصري، ندبه قضية جدا طبعا
+
+541
+00:40:49,280 --> 00:40:53,300
+لهذه القضية، هنا احنا ماتتكلمش عن حاجات، هنا
+
+542
+00:40:53,300 --> 00:40:57,660
+ماتتكلم انقان عن life saving procedure يعني لأن
+
+543
+00:40:57,660 --> 00:41:00,320
+هذا ال .. ال .. الورم اذا انتشر خلاص و اذا انتشر
+
+544
+00:41:00,320 --> 00:41:04,100
+باتجاه الدماغ معناته الطفل ممكن يفقد حياته، طبعا
+
+545
+00:41:04,100 --> 00:41:08,020
+الأعمار بيد الله بس يعني احنا بنبذل جهدنا ان نحافظ
+
+546
+00:41:08,020 --> 00:41:14,100
+على جودة الحياة طالما الإنسان عايشطبعا بالنسبة لل
+
+547
+00:41:14,100 --> 00:41:18,060
+sensory exotropia أي إنسان بيصير عنده sensory
+
+548
+00:41:18,060 --> 00:41:22,740
+defect أي إنسان بيصير عنده sensory defect في ال
+
+549
+00:41:22,740 --> 00:41:27,100
+vision طبعا ممكن يصير معاه إما exodeviation أو
+
+550
+00:41:27,100 --> 00:41:29,740
+esodeviation إذا صار معاه exodeviation بيسميها
+
+551
+00:41:29,740 --> 00:41:34,400
+sensory exotropia إذا كان صار معاه esodeviation
+
+552
+00:41:34,400 --> 00:41:38,600
+بيسميها sensory esotropia طبعا وجدوا بالملاحظة إن
+
+553
+00:41:38,600 --> 00:41:41,480
+ال exodeviation بتصير عند ال older children و ال
+
+554
+00:41:41,480 --> 00:41:45,920
+adultsو ال ISO deviation بتصير في ال infants بس
+
+555
+00:41:45,920 --> 00:41:50,800
+هذه مش قاعدة بدون .. يعني كل قاعدة لها استثناء بس
+
+556
+00:41:50,800 --> 00:41:53,720
+مايعرفوش لحد تلان ايش معنى يعني بعض الناس اللي صار
+
+557
+00:41:53,720 --> 00:41:56,820
+عندهم visual deficit صار عنده EXO و الناس التانية
+
+558
+00:41:56,820 --> 00:41:59,900
+صار عندهم ISO لحد تلان مش معروف ايش التفسير ليش
+
+559
+00:41:59,900 --> 00:42:03,600
+هذا صار معاه EXO بينما حالة مش شابهة صار معاها EXO
+
+560
+00:42:03,600 --> 00:42:07,740
+فبالتالي بغض النظر السبب مش معروف الا ان العلاج
+
+561
+00:42:07,740 --> 00:42:13,940
+بيكمن فيهيعني معالجة correction of visual deficit
+
+562
+00:42:13,940 --> 00:42:16,780
+if possible، إيش يعني if possible؟ يعني كتراكت
+
+563
+00:42:16,780 --> 00:42:20,640
+ممكن تتعالج تنشعل و تنزرع عدسة أو ينعمل مثلا
+
+564
+00:42:20,640 --> 00:42:24,340
+affected correction تمام لغاية ما ينزرع عدسة، طبعا
+
+565
+00:42:24,340 --> 00:42:27,940
+إذا retinoblastoma و متأخرة تمامهذه بدها .. مافيش
+
+566
+00:42:27,940 --> 00:42:32,400
+إمكانية لعلاج العين فبالتالي يعني إذا كان في
+
+567
+00:42:32,400 --> 00:42:36,000
+possibility بقى أعالج ال visual defect تمام و إيه
+
+568
+00:42:36,000 --> 00:42:40,920
+بعد هيك بقى بقى أعالج أو بقى أعمل surgery إذا كان
+
+569
+00:42:40,920 --> 00:42:44,460
+مناسب إن أعمل surgery بعض الناس لما تعالجيله ال
+
+570
+00:42:44,460 --> 00:42:48,880
+visual defect ممكن مايحتاجش لعلاج جراحي و يمكن أنا
+
+571
+00:42:48,880 --> 00:42:55,980
+ذكرتلكم مثل بقى أكرره أنهيعني صبية عمرها واحد و
+
+572
+00:42:55,980 --> 00:43:00,180
+عشرين سنة إجت nearly mature cataract traumatic
+
+573
+00:43:00,180 --> 00:43:04,180
+cataract تمام و في عندها exotropia تقريبا ..
+
+574
+00:43:04,180 --> 00:43:07,300
+تقريبا خمسة و تلاتين لاربعين بريزين ال vision
+
+575
+00:43:07,300 --> 00:43:10,260
+عندها كان متر و نص .. واحد و نص متر counting
+
+576
+00:43:10,260 --> 00:43:16,130
+finger تمامفي retinal scar عندها نتيجة الدربة طبعا
+
+577
+00:43:16,130 --> 00:43:19,550
+من ال history عرفت أنها الدربة و هي في أولى ثانوي
+
+578
+00:43:19,550 --> 00:43:22,490
+يعني كانت معدية مرحلة ال critical period بتاعة
+
+579
+00:43:22,490 --> 00:43:26,210
+الهادر بمجرد ما عملنا توصية لل pupil تمام ال
+
+580
+00:43:26,210 --> 00:43:30,570
+cataract مش mature ام mature لسه في مناطق صافية من
+
+581
+00:43:30,570 --> 00:43:36,130
+ال lens قعدنا فحص ال vision تمام لقنا فحص ستة ع
+
+582
+00:43:36,130 --> 00:43:39,180
+ستينالان من واحد و نص متر لستة ع ستين يعني في
+
+583
+00:43:39,180 --> 00:43:43,040
+improvement طبعا احنا قلنا هبنقدر نعدك باذن الله
+
+584
+00:43:43,040 --> 00:43:47,140
+تعالى انه اذا بتنشل الكتركت وبنزرع عدسة تمام
+
+585
+00:43:47,140 --> 00:43:52,590
+معناته ايش؟66 هي أكتر حاجة ممكن توصليها أكتر ما
+
+586
+00:43:52,590 --> 00:43:55,930
+بنعرفش رغم أن ال retinal scar عندها يعني جنب
+
+587
+00:43:55,930 --> 00:43:59,970
+الفوفيا بالظبط تمام عملت العملية طبعا طبعا قلنا
+
+588
+00:43:59,970 --> 00:44:02,790
+لها يعني الترتيب بتم عملية ال cataract بعدين إذا
+
+589
+00:44:02,790 --> 00:44:06,950
+ضال يعني حوال ممكن تنقص كميته ممكن يظل زي ما هو
+
+590
+00:44:06,950 --> 00:44:10,970
+بنعمل العملية الآن لما عملنا العملية ال best
+
+591
+00:44:10,970 --> 00:44:14,710
+corrected visual acuity 6 ع 12 ما رجعتش لعملية
+
+592
+00:44:14,710 --> 00:44:17,290
+الحوال أنا صارت straightلأنها صارت straight
+
+593
+00:44:17,290 --> 00:44:20,670
+فبالتالي الواحد بده يعني correction of visual
+
+594
+00:44:20,670 --> 00:44:23,970
+deficit if possible يعني احنا لابد انه نعرف
+
+595
+00:44:23,970 --> 00:44:27,930
+الترتيب بتاع هذا، دايما ال visual بتحقق ..بنحرص
+
+596
+00:44:27,930 --> 00:44:31,270
+على علاجه في الأول عشان يتمكن الإنسان من عمل نوع
+
+597
+00:44:31,270 --> 00:44:34,430
+من ال fusion وبالتالي يكون فيه إمكانية لاستعادة ال
+
+598
+00:44:34,430 --> 00:44:37,310
+binocular single vision وعشان هيك في كتير من أنواع
+
+599
+00:44:37,310 --> 00:44:39,130
+الحوادث اللي بنلزمها ال surgery بيقولوا لك treat
+
+600
+00:44:39,130 --> 00:44:42,190
+amblyopia first and then يعني go to surgery
+
+601
+00:44:42,190 --> 00:44:44,950
+مابنجيش لل surgery وبعدين بنعالج ال amblyopia
+
+602
+00:44:44,950 --> 00:44:49,270
+بنعمل maximum amblyopia therapy لغاية اللي هو ال
+
+603
+00:44:49,270 --> 00:44:52,210
+maximum اللي وصلناه وبعدين بنروح لل surgery إذا
+
+604
+00:44:52,210 --> 00:44:56,920
+كان احنا يعني بدنا نكمل في ال surgery تمام؟بعض
+
+605
+00:44:56,920 --> 00:45:00,740
+الناس لما يتحسن عنده ال visual مدخل في حالةيعني
+
+606
+00:45:00,740 --> 00:45:07,040
+intractable diplopia تمام لأنه بيكون فقد ال fusion
+
+607
+00:45:07,040 --> 00:45:11,700
+تمام وبالتالي حتى لو عملنا له realignment للعين
+
+608
+00:45:11,700 --> 00:45:15,120
+بيضل يعني داخل فيه intractable diplopia حقيقة انا
+
+609
+00:45:15,120 --> 00:45:19,880
+دول الناس ندرة ندرة انا ماقبلتش اي حد صار معاه
+
+610
+00:45:19,880 --> 00:45:22,840
+مشكلة هاي وعادة ال .. ال .. ال diplopia اللي بتصير
+
+611
+00:45:22,840 --> 00:45:26,580
+post operative بتكون عادة يعني short lived يعني
+
+612
+00:45:26,580 --> 00:45:31,280
+short livedال consecutive exotropia إيش المقصود
+
+613
+00:45:31,280 --> 00:45:36,080
+فيها يا بنات؟ كانت بالغالب exotropia وصار over
+
+614
+00:45:36,080 --> 00:45:41,220
+correction لها أو ممكن تكون spontaneously صارت في
+
+615
+00:45:41,220 --> 00:45:45,530
+amblyobic eyeI amply objects مابتعملش fixation
+
+616
+00:45:45,530 --> 00:45:50,910
+مابتعملش تشتركش في موضوع ال fusion تمام بس بالغالب
+
+617
+00:45:50,910 --> 00:45:54,050
+ال consecutive exotropia بتكون surgical over
+
+618
+00:45:54,050 --> 00:45:59,890
+correction of easo deviation تمام طيب لو انا ال
+
+619
+00:45:59,890 --> 00:46:02,870
+exotropia انسان عنده exotropia
+
+620
+00:46:05,420 --> 00:46:09,380
+إيزو تروبيا مثلا اربعين بريزم واشتغلنا على اربعين
+
+621
+00:46:09,380 --> 00:46:14,140
+بريزم شغل كويس تمام جراح متمكن مثلا ولقينا تاني
+
+622
+00:46:14,140 --> 00:46:19,980
+يوم مثلا خمسة و تلاتين بريزم اجزو يعني هذا تعتبر
+
+623
+00:46:19,980 --> 00:46:22,760
+severe over correction لازم اتوقع حاجة بسموها
+
+624
+00:46:22,760 --> 00:46:26,440
+muscle slippage اذا كان تاني يوم العملية
+
+625
+00:46:26,440 --> 00:46:31,540
+significant اجزو بعد ما كانت ايزو لازم اتوقع ان ال
+
+626
+00:46:31,540 --> 00:46:35,860
+muscleيعني نسلت من الخيط بتاعها و يعني يدوب شابكة
+
+627
+00:46:35,860 --> 00:46:39,000
+في ال sclera تمام؟ يعني اتوقع muscle slippage انه
+
+628
+00:46:39,000 --> 00:46:42,820
+رخط ال muscle او الخيط مش مسكها كويس وعساس هيك انا
+
+629
+00:46:42,820 --> 00:46:46,680
+مفروض انا اتفادى هذه القضية ومااتصيرش lost muscle
+
+630
+00:46:46,680 --> 00:46:50,680
+بعدين معايا فبالتالي لابد من اتخاذ اللي هو الإجراء
+
+631
+00:46:50,680 --> 00:46:54,340
+الجراحي المناسب لهذه القضية اذا في ال early post
+
+632
+00:46:54,340 --> 00:46:58,760
+operativeإذا صار عندى divergence كتير بيصير عندى
+
+633
+00:46:58,760 --> 00:47:02,040
+انا muscle slippage must be considered بمعنى انا
+
+634
+00:47:02,040 --> 00:47:06,580
+ال esotropia هاي قررت اعملها BMR by median
+
+635
+00:47:06,580 --> 00:47:11,840
+recession تمام مثلا اربعين مثلا بنقول ستة
+
+636
+00:47:11,840 --> 00:47:17,240
+millimeter لكل عين تمامستة ملي متر لكل عين أو خمسة
+
+637
+00:47:17,240 --> 00:47:20,060
+و نص ملي متر عفوا خمسة و نص ملي متر لكل عين في
+
+638
+00:47:20,060 --> 00:47:23,960
+جداول لهذه القضية تمام خمسة و نص ملي متر اعملت
+
+639
+00:47:23,960 --> 00:47:27,080
+الخمسة و نص ملي متر يعني المفروض ألاجيها أورثه
+
+640
+00:47:27,080 --> 00:47:30,460
+تاني يوم أو قريبة من الأورثه شوية إكسو بسيطة شوية
+
+641
+00:47:30,460 --> 00:47:33,560
+إيزو بسيطة مافيش أي مشكلة بس ألاجيها بالشكل هذا
+
+642
+00:47:33,560 --> 00:47:39,660
+معناته عندي أحد العضلاتبدأ يسحل من الخيط أو بدأ ي
+
+643
+00:47:39,660 --> 00:47:43,580
+flit تمام؟ يعني مش .. مش ماسكة الخيط الجراحي مش
+
+644
+00:47:43,580 --> 00:47:47,300
+ماسك .. مش ماسك العضلة في ال sclera بشكل كويس في
+
+645
+00:47:47,300 --> 00:47:50,860
+ال new fixation point .. في ال new fixation point
+
+646
+00:47:50,860 --> 00:47:54,400
+تمام؟ إذا لازم أتوقع إذا كان عندي postoperative
+
+647
+00:47:54,400 --> 00:47:58,520
+divergence early يعني تاني يوم إنه هذا صار عندي
+
+648
+00:47:58,520 --> 00:48:03,060
+muscle slavageطبعا لو انا عندي over correction
+
+649
+00:48:03,060 --> 00:48:06,280
+نتيجة مثلا خطأ في القياس او خطأ في ال .. في
+
+650
+00:48:06,280 --> 00:48:09,600
+الإجراء الجراحي تمام كتير من الحالات اللي هو ال
+
+651
+00:48:09,600 --> 00:48:13,880
+consecutive exotropia بيجينا وهو adult تمام بيكون
+
+652
+00:48:13,880 --> 00:48:18,890
+معنى ب ..cosmetic problem أكتر شيء و ممكن يستفيدوا
+
+653
+00:48:18,890 --> 00:48:22,790
+جدا من اللي هو العلاج و ممكن يتعالجوا بواسطة ال
+
+654
+00:48:22,790 --> 00:48:26,950
+adjustable suture وبالتالي بتكون أمورهم كويسة في
+
+655
+00:48:26,950 --> 00:48:30,650
+هذه القضية طبعا careful evaluation of the risk of
+
+656
+00:48:30,650 --> 00:48:33,970
+postoperative diplopia لابد من أن أجري و بتهيألي
+
+657
+00:48:33,970 --> 00:48:36,410
+في حوال واحد يا بنات أخدنا اللي هو postoperative
+
+658
+00:48:36,410 --> 00:48:39,750
+diplopia test اللي هو over correction with prisms
+
+659
+00:48:40,450 --> 00:48:43,910
+حتى أتخطى الزاوية وبالتالي أعرف هل هيصير عندي post
+
+660
+00:48:43,910 --> 00:48:48,150
+operative diplopia ولا لأ كتير منهم بيستفيدوا و
+
+661
+00:48:48,150 --> 00:48:51,750
+بيضلوا لسنوات طويلة مستفيدين من قضية علاج ال
+
+662
+00:48:51,750 --> 00:48:55,270
+consecutive exotropia البعض اللي هو القليل الربع
+
+663
+00:48:55,270 --> 00:48:59,050
+ممكن يشكي أنه العين بدأت تعمل divergence مرة تانية
+
+664
+00:48:59,050 --> 00:49:05,370
+طبعا يعني و ساعتها بيكون رجع للوضع اللي هو ال
+
+665
+00:49:05,370 --> 00:49:08,930
+consecutive exotropia يعطيكوا ألف عافية
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dzOz6fInXBo_raw.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dzOz6fInXBo_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..3380779c9dab0064531e5cd59d86c4668753eb95
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/dzOz6fInXBo_raw.srt
@@ -0,0 +1,2660 @@
+1
+00:00:21,430 --> 00:00:24,850
+بسم الله الرحمن الرحيم اليوم حضرتنا ان شاء الله
+
+2
+00:00:24,850 --> 00:00:30,510
+تعالى عن ال exotropias بأنواعها ال exotropia اللي
+
+3
+00:00:30,510 --> 00:00:34,610
+هي outward deviation of the eyes فى عندنا منها
+
+4
+00:00:34,610 --> 00:00:39,310
+أنواع اللى هى ال constant او ال early onset او ال
+
+5
+00:00:39,310 --> 00:00:43,330
+congenital exotropia وهدى هنقارنها ان شاء الله
+
+6
+00:00:43,330 --> 00:00:47,250
+تعالى مع ال early onset esotropia فى علامات مشتركة
+
+7
+00:00:47,250 --> 00:00:54,360
+طبعافي أشياء يعني مختلفة وفي عندنا ال intermittent
+
+8
+00:00:54,360 --> 00:00:56,800
+exotropia وفي عندنا ال sensory او ال secondary
+
+9
+00:00:56,800 --> 00:01:00,820
+exotropia وفي عندنا ال consecutive exotropia وفي
+
+10
+00:01:00,820 --> 00:01:03,840
+ال exotropia بتاعة اللي هو ال incompetent
+
+11
+00:01:03,840 --> 00:01:08,180
+strabismus زي دوين سندروم type 2 زي third nerve
+
+12
+00:01:08,180 --> 00:01:12,040
+pulse إلى آخرى تمام ال constant او ال early onset
+
+13
+00:01:12,040 --> 00:01:18,730
+exotropia ال presentation بيكونat birth يعني من حد
+
+14
+00:01:18,730 --> 00:01:21,750
+ما يولد الطفل بيكون عنده constant large angle
+
+15
+00:01:21,750 --> 00:01:28,050
+exotropia من حد الولادة طبعا إذا بنتذكر ال early
+
+16
+00:01:28,050 --> 00:01:31,090
+onset exotropia within the first six months of
+
+17
+00:01:31,090 --> 00:01:35,930
+life هنا يعني from the first day after birth تمام
+
+18
+00:01:35,930 --> 00:01:41,170
+يكون واضح اللي هو ال exotropia في الجهتين هنا في
+
+19
+00:01:41,170 --> 00:01:45,350
+عندي normal refraction متناسب مع عمر الطفلوفي ال
+
+20
+00:01:45,350 --> 00:01:48,210
+early onset esotropia أيضا normal refraction
+
+21
+00:01:48,210 --> 00:01:52,670
+متناسب مع عمر الطفل large and constant angle و
+
+22
+00:01:52,670 --> 00:01:55,910
+هناك large and constant angle بس هنا exo هناك
+
+23
+00:01:55,910 --> 00:02:01,350
+esotropia ال DVD maybe present و أيضا ال fear of
+
+24
+00:02:01,350 --> 00:02:03,550
+oblique over action ممكن تكون موجودة في ال
+
+25
+00:02:03,550 --> 00:02:07,050
+exotropia و أيضا هي تعتبر من ضمن علامات ال early
+
+26
+00:02:07,050 --> 00:02:11,530
+onset esotropia ال neurological anomalies هنا
+
+27
+00:02:11,530 --> 00:02:15,010
+موجودة أو متوقع انها تكون موجودةأو frequently
+
+28
+00:02:15,010 --> 00:02:19,450
+present بينما في ال early onset إيزوتروبيا قولنا
+
+29
+00:02:19,450 --> 00:02:22,670
+healthy infant healthy infant يعني مافيش عنده أي
+
+30
+00:02:22,670 --> 00:02:26,330
+مشاكل صحية تانية هذه من الشغلات اللي بتختلف فيها
+
+31
+00:02:26,330 --> 00:02:29,990
+الإيزوتروبيا ال early onset مع الإكسوتروبيا طبعا
+
+32
+00:02:29,990 --> 00:02:33,270
+ال early onset طبعا في ال treatment في التانين
+
+33
+00:02:33,270 --> 00:02:37,290
+بيتفقوا أنه surgical treatment للجهتين هناك ممكن
+
+34
+00:02:37,290 --> 00:02:41,570
+أشغل على media recession by media recession أو
+
+35
+00:02:42,830 --> 00:02:45,990
+medial rectus resection و lateral rectus resection
+
+36
+00:02:45,990 --> 00:02:50,350
+و هنا العكس .. هنا العكس تمام .. هنا العكس طبعا
+
+37
+00:02:50,350 --> 00:02:55,030
+لازم أنتبه لشغلة معينة اللي هي secondary exotropia
+
+38
+00:02:55,030 --> 00:02:58,530
+او sensory exotropia مايكونش بالأساس الطفل عنده
+
+39
+00:02:58,530 --> 00:03:01,830
+secondary او sensory قولنا sensory exotropia يعني
+
+40
+00:03:01,830 --> 00:03:06,090
+مرض اللي له علاقة بال decreased vision تمام؟ عشان
+
+41
+00:03:06,090 --> 00:03:09,550
+هيك ال fundus examination is mandatoryسواء في ال
+
+42
+00:03:09,550 --> 00:03:12,830
+isotropia او ال exotropia او اي نوع من انواع ال
+
+43
+00:03:12,830 --> 00:03:16,250
+extra business لو حبنا نعمل جدول هيك بس عشان نثبت
+
+44
+00:03:16,250 --> 00:03:22,150
+معلوماتنا هنا و نقول ال early onset isotropia و ال
+
+45
+00:03:22,150 --> 00:03:27,410
+early onset exotropia هنا isotropia طبعا early
+
+46
+00:03:27,410 --> 00:03:33,770
+onset و هنا exotropia early onset تمام هنا ال
+
+47
+00:03:33,770 --> 00:03:35,930
+onset within the first six months
+
+48
+00:03:40,960 --> 00:03:48,680
+of life هنا at birth هنا
+
+49
+00:03:48,680 --> 00:03:54,820
+large and constant angle هناك
+
+50
+00:03:54,820 --> 00:03:59,060
+نفس الشيء
+
+51
+00:03:59,060 --> 00:04:05,000
+هنا
+
+52
+00:04:05,000 --> 00:04:10,110
+عندنا DVDو inferior oblique over action ممكن تكون
+
+53
+00:04:10,110 --> 00:04:15,250
+موجودة و هنا ايضا DVD و inferior oblique over
+
+54
+00:04:15,250 --> 00:04:20,670
+action ممكن تكون موجودة normal refractive error
+
+55
+00:04:20,670 --> 00:04:24,370
+بالنسبة لعمر الطفل و هنا نفس الشي normal
+
+56
+00:04:24,370 --> 00:04:30,450
+refractive error بالنسبة لعمر الطفل هنا في عندي
+
+57
+00:04:30,450 --> 00:04:36,460
+healthy childاو healthy infant هنا غالبا بيكون
+
+58
+00:04:36,460 --> 00:04:42,340
+عندى neurological anomalies neurological disease
+
+59
+00:04:42,340 --> 00:04:45,940
+او craniofacial anomalies هنا العلاج surgical
+
+60
+00:04:45,940 --> 00:04:56,400
+treatment و هنا العلاج surgical treatment طبعا
+
+61
+00:04:56,400 --> 00:05:02,540
+ال fundus examination must be done in bothيعني
+
+62
+00:05:02,540 --> 00:05:06,320
+diseases نجي للموضوع الأكبر اللي هو ال
+
+63
+00:05:06,320 --> 00:05:12,340
+intermittent exotropia حقيقة الحول .. الحول بصورة
+
+64
+00:05:12,340 --> 00:05:18,700
+عامة مش بس ال exotropia الحول بصورة عامة من ناحية
+
+65
+00:05:18,700 --> 00:05:22,920
+موضوع ال fusion ممكن انجسمه لتلت أنواع
+
+66
+00:05:29,770 --> 00:05:33,470
+إذا بنتكلم على الحوال بالنسبة لموضوع ال fusion
+
+67
+00:05:33,470 --> 00:05:39,450
+بنتكلم عن تلت أشياء بنتكلم عن phoria بنتكلم عن
+
+68
+00:05:39,450 --> 00:05:45,070
+intermittent tropia وبنتكلم
+
+69
+00:05:45,070 --> 00:05:50,430
+عن tropia أو constant tropia هنا ال fusion شغال
+
+70
+00:05:50,430 --> 00:05:59,040
+وقوي fusion يعني يعمل بقوةبحيث انه اي deviation
+
+71
+00:05:59,040 --> 00:06:02,900
+بيخليه في مرحلة الفوريا الخفاء تمام انه مابتظهرش
+
+72
+00:06:02,900 --> 00:06:07,960
+امتى بقدر اعرف انه عند هذا الانسان فوريا ان اعمل
+
+73
+00:06:07,960 --> 00:06:10,960
+breaking ل ال fusion بوسطة ال cover test او اي
+
+74
+00:06:10,960 --> 00:06:14,420
+وسيلة بتعملي breaking ل ال fusion ال Intermittent
+
+75
+00:06:14,420 --> 00:06:22,100
+Tropia في مراحل ال stress وال illness والارهاق
+
+76
+00:06:22,100 --> 00:06:29,510
+الى اخره تماملحاله بيصير عندى deviation تمام بس
+
+77
+00:06:29,510 --> 00:06:33,950
+يروح ال illness او ال stress او ينتبه طفل تمام
+
+78
+00:06:33,950 --> 00:06:38,830
+بترجع لوضع ال ortho اذا بيصير breaking ل ال fusion
+
+79
+00:06:38,830 --> 00:06:44,470
+للحظات breaking ل ال fusion هنا
+
+80
+00:06:44,470 --> 00:06:50,190
+عندى manifest tropia يعني ال fusion break راح ال
+
+81
+00:06:50,190 --> 00:06:54,150
+fusion راح عندى مافيش fusionوبالتالي عندي الحبل
+
+82
+00:06:54,150 --> 00:06:58,870
+ظاهر ودائم ودائما بلاحظه على المريض نيجي نحكي عن
+
+83
+00:06:58,870 --> 00:07:01,950
+ال intermittent exotropia ال intermittent
+
+84
+00:07:01,950 --> 00:07:09,090
+exotropia متى بتبدأ يعني من عمر الطفل في أي لحظات
+
+85
+00:07:09,090 --> 00:07:12,370
+بتبدأ من عمر الطفل أو في أي عمر ال intermittent
+
+86
+00:07:12,370 --> 00:07:18,690
+exotropia عادة بتيجي على عمر تقريبا سنتينهذه تبدأ
+
+87
+00:07:18,690 --> 00:07:23,550
+ليس كانترمتانتروبيا لأ كانترمتانت إكزوفوريا وهي
+
+88
+00:07:23,550 --> 00:07:26,270
+بيصير لها breaks down to exotropia under
+
+89
+00:07:26,270 --> 00:07:30,430
+conditions of visual inattention أو في ال bright
+
+90
+00:07:30,430 --> 00:07:35,770
+light وهذا بيجعل الطفل يسكر إحدى عينتهو أيضا تيجي
+
+91
+00:07:35,770 --> 00:07:39,390
+في مرحلة ال fatigue او ال ال health اي شيء بيشكل
+
+92
+00:07:39,390 --> 00:07:43,210
+ثقل على ال fusion اللي بيقوم في الدماغ تمام ممكن
+
+93
+00:07:43,210 --> 00:07:46,810
+يحول ال exophoria ل intermittent exotropia
+
+94
+00:07:46,810 --> 00:07:50,170
+بنسميهاش constant لأنها بتيجي للحظات وبعدين لما
+
+95
+00:07:50,170 --> 00:07:53,550
+بينتبه او بيروح المؤثر اللي كسر ال fusion هندي
+
+96
+00:07:53,550 --> 00:07:59,370
+بيرجع الوضع لل ortho او لبرجع لمرحلة exophoria ايش
+
+97
+00:07:59,370 --> 00:08:03,430
+العلامات بتاعة ال intermittent exotropiaعادة ..
+
+98
+00:08:03,430 --> 00:08:06,570
+عادة الطفل يكون عنده straight eyes مع binocular
+
+99
+00:08:06,570 --> 00:08:10,570
+single vision غالبية الوقت من النهار في لحظات
+
+100
+00:08:10,570 --> 00:08:16,250
+معينة لما ينعس او يسرح تمام او تحت stress او مرض
+
+101
+00:08:16,250 --> 00:08:20,850
+تمام بيصير عنده manifest exotropia تمام يعني الطفل
+
+102
+00:08:20,850 --> 00:08:27,470
+بيجينب الوضعية السليمة تمام
+
+103
+00:08:27,470 --> 00:08:34,870
+في لحظات معينةاحدة لانتين بتصير ex تمام؟ الاهل
+
+104
+00:08:34,870 --> 00:08:38,130
+بيحكوا طبعا في ال history انه بمجرد ما بنبه الطفل
+
+105
+00:08:38,130 --> 00:08:44,050
+يكون سرحان او مركز في شيء معين او نعس تمام؟ بنلاحظ
+
+106
+00:08:44,050 --> 00:08:48,290
+عليه المنظر هذا تمام؟ بمجرد ما نبهه بتعدل عينيه
+
+107
+00:08:48,290 --> 00:08:52,790
+تماما ما كأنه شيئا لم يكن طبعا
+
+108
+00:08:53,870 --> 00:08:57,750
+في اللحظة هال العين ال squinting بيصير فيها إيش؟
+
+109
+00:08:57,750 --> 00:09:01,090
+صبرش عشان مايصير عشان اندي double vision طبعا ال
+
+110
+00:09:01,090 --> 00:09:03,570
+control of squint varies with the distance of
+
+111
+00:09:03,570 --> 00:09:08,350
+fixation طبعا لما احنا نجي نجسم ال intermittent
+
+112
+00:09:08,350 --> 00:09:13,650
+exotropia بنجسمها على أساس جديش الدماغ قادر يعمل
+
+113
+00:09:13,650 --> 00:09:18,430
+control على أي مسافة هنيجي لهذا الكلام الآن تمام؟
+
+114
+00:09:18,430 --> 00:09:20,830
+يعني بتقسم لتلت أنواع
+
+115
+00:09:29,530 --> 00:09:31,730
+عندي ال classification بتاعة ال intermittent
+
+116
+00:09:31,730 --> 00:09:40,470
+exotropia distance exotropia و near exotropia و
+
+117
+00:09:40,470 --> 00:09:44,050
+non specific exotropia هنجي نحكي عنهم طبعا ال
+
+118
+00:09:44,050 --> 00:09:49,210
+intermittent exotropia كلهم طبعا intermittent
+
+119
+00:09:49,210 --> 00:09:53,850
+بمعنى بيجيني الطفل بالغالب straight بالغالب
+
+120
+00:09:53,850 --> 00:09:57,490
+straight eyes بس في عندي تقسيمة لهم distance
+
+121
+00:09:57,490 --> 00:09:58,410
+exotropia
+
+122
+00:10:01,150 --> 00:10:06,930
+و non-specific و
+
+123
+00:10:06,930 --> 00:10:14,650
+near-exotropia طبعا إلهم أسماء تانية قديمة تمام ال
+
+124
+00:10:14,650 --> 00:10:17,870
+distance-exotropia بعض الكتب بتسميها divergence
+
+125
+00:10:17,870 --> 00:10:23,110
+excess-exotropia ال
+
+126
+00:10:23,110 --> 00:10:27,370
+non-specific بعض الكتب بتسميها basic-exotropia و
+
+127
+00:10:27,370 --> 00:10:30,740
+ال nearأحسن تكون convergence insufficiency
+
+128
+00:10:30,740 --> 00:10:35,420
+exotropia دائما
+
+129
+00:10:35,420 --> 00:10:39,040
+بدنا احنا يعني عشان مانتوهش في الموضوع ال
+
+130
+00:10:39,040 --> 00:10:44,060
+classification عادة الاسم اللي بينعطى ل type معين
+
+131
+00:10:44,060 --> 00:10:47,780
+من الحوال بيبقى له علاقة في القياس لما بقول near
+
+132
+00:10:47,780 --> 00:10:50,580
+exotropia يعني exotropia عن near أكتر منها ع ال
+
+133
+00:10:50,580 --> 00:10:55,200
+distance لما بقول distance exotropia معناته ال
+
+134
+00:10:55,200 --> 00:10:58,210
+distance ال exo أكتر من ال nearلما بقول non
+
+135
+00:10:58,210 --> 00:11:01,230
+-specific يعني مش مميزة لا هي distance ولا هي نيار
+
+136
+00:11:01,230 --> 00:11:04,090
+يعني تقريبا equal على ال distance وعلى النيار
+
+137
+00:11:04,090 --> 00:11:08,090
+فالأمر مافيش فيه صعوبة التقسيمة حسب ال control
+
+138
+00:11:08,090 --> 00:11:11,370
+يعني ايش ال control؟ يعني حسب جداش ال fusion شغال
+
+139
+00:11:11,370 --> 00:11:14,570
+وبيسيطر على الحوادث يعني هل بيقدر يسيطر عليه على
+
+140
+00:11:14,570 --> 00:11:18,170
+ال distance؟و مابقدرش يسيطر عليه عن near إذا
+
+141
+00:11:18,170 --> 00:11:20,410
+مابقدرش يسيطر عليه عن near هيصير عندى near
+
+142
+00:11:20,410 --> 00:11:24,930
+exotropia تمام؟ هل بيسيطر عليه عن near أكتر من ال
+
+143
+00:11:24,930 --> 00:11:28,050
+distance؟ معناته هيصير عندى distance exotropia لو
+
+144
+00:11:28,050 --> 00:11:31,790
+الدماغ بيسيطر على البعدين بنفس الدرجة هيظل عندى
+
+145
+00:11:31,790 --> 00:11:36,910
+non specific exotropia طيب الآن نيجي نحكي عن كل
+
+146
+00:11:36,910 --> 00:11:43,070
+واحدة لحالة ال distance exotropia حقيقة بتقسم
+
+147
+00:11:43,070 --> 00:11:43,670
+لقسمين
+
+148
+00:11:46,150 --> 00:11:51,870
+true distance و simulated ايش يعني simulated مش
+
+149
+00:11:51,870 --> 00:11:58,450
+محفظ لأ مش stimulated simulated يحاكي يشبه تمام او
+
+150
+00:11:58,450 --> 00:12:02,930
+يحاكي simulated distance exotropia هنا true
+
+151
+00:12:02,930 --> 00:12:07,830
+distance exotropia و simulated distance exotropia
+
+152
+00:12:07,830 --> 00:12:15,430
+حقيقة احنا بدنا نضرب مثل حتى تتضح الأمر بنقول حسن
+
+153
+00:12:17,960 --> 00:12:24,540
+طفل عمره أربع سنوات جابوا أهله على العيادة بيشكوا
+
+154
+00:12:24,540 --> 00:12:28,570
+أنه في لحظات معينة عين من عينيه بتطلع على برضهكلمة
+
+155
+00:12:28,570 --> 00:12:31,670
+في لحظات معينة عين من عينية بتطلع لبرا معناته انا
+
+156
+00:12:31,670 --> 00:12:35,590
+بتوقع انه intermittent exotropia intermittent عشان
+
+157
+00:12:35,590 --> 00:12:39,770
+كلمة لحظات مش دائما ولبرا معناته exotropia الان
+
+158
+00:12:39,770 --> 00:12:42,830
+وظيفتي افحص من ضمن الفحوصات اللي بدى افحصه لازم
+
+159
+00:12:42,830 --> 00:12:46,590
+افحصه على ال distance وعلى النيار فحصته على ال
+
+160
+00:12:46,590 --> 00:12:51,230
+distance لجيته اربعين prism exotropia فحصته على
+
+161
+00:12:51,230 --> 00:12:56,130
+النيار لجيته عشرين prism exotropia اذا هذه
+
+162
+00:12:56,130 --> 00:13:00,720
+distance exotropiaبس بدي أخد في بالي هل هي فعلا
+
+163
+00:13:00,720 --> 00:13:05,660
+حقيقة distance إكزوتروبيا ولا في سبب آخر مالوش
+
+164
+00:13:05,660 --> 00:13:09,180
+علاقة بموضوع الإكزوتروبيا كإكزوتروبيا ولكن إله
+
+165
+00:13:09,180 --> 00:13:14,880
+علاقة بتقليل ال angle على النير تمام تدخل حتى يجعل
+
+166
+00:13:14,880 --> 00:13:19,680
+النير أقل من ال distance نعيد الكلام تاني حتى نركز
+
+167
+00:13:19,680 --> 00:13:23,450
+في الموضوعحسن احنا متفقين انه لازم انه عنده
+
+168
+00:13:23,450 --> 00:13:27,850
+intermittent exotropia تحت خانة ال distance بس يا
+
+169
+00:13:27,850 --> 00:13:31,450
+ترى هل هو فعلا distance exotropia ولا في عامل
+
+170
+00:13:31,450 --> 00:13:36,090
+خارجي أثر على ال near measurement خلاها أقل ما هو
+
+171
+00:13:36,090 --> 00:13:39,650
+العامل الخارجي اللي ممكن يتدخل في قياس ال
+
+172
+00:13:39,650 --> 00:13:45,910
+exotropia ال AC على A ratio لو قلنا حسن ال AC على
+
+173
+00:13:45,910 --> 00:13:50,730
+A ratio عنده عاليمعناته عن نير النير احنا بنجيسه
+
+174
+00:13:50,730 --> 00:13:53,690
+على تلاتة و تلاتين صنطة يعني تلت متر يعني بده
+
+175
+00:13:53,690 --> 00:13:57,830
+تلاتة ديوبتر of accommodation حسن بما انه طفل عمره
+
+176
+00:13:57,830 --> 00:14:00,230
+أربع سنوات بيقدر يعمل تلاتة ديوبتر of
+
+177
+00:14:00,230 --> 00:14:03,650
+accommodation بس لأن ال AC على A ratio عنده تسعة
+
+178
+00:14:03,650 --> 00:14:07,590
+على واحد التلاتة ديوبتر مقابلهم سبعة و عشرين Prism
+
+179
+00:14:07,590 --> 00:14:12,730
+convergence هيجلل من الأربعين Prismطيب كيف اتأكد
+
+180
+00:14:12,730 --> 00:14:17,270
+انه حسن عنده true distance اكزو تروبيا ولا عنده
+
+181
+00:14:17,270 --> 00:14:21,970
+high AC على اي ريشيو مجرد بعيد قياس ال near ال
+
+182
+00:14:21,970 --> 00:14:25,790
+near بقت بس بدي ألغيله في ال accommodation كيف
+
+183
+00:14:25,790 --> 00:14:29,710
+بحطله plus 3 plus 3 عشان مايعملش اي accommodation
+
+184
+00:14:29,710 --> 00:14:33,350
+و بعيد قياس ال near اذا لجيت ال near angle كترة
+
+185
+00:14:33,350 --> 00:14:38,100
+تصارت تقريباتقريبا مثلا خمسة و تلاتين او اربعين
+
+186
+00:14:38,100 --> 00:14:41,100
+يعني جربت كتير من ال distance معناته هذا مش
+
+187
+00:14:41,100 --> 00:14:45,680
+distance حقيقي هذا بيسموه simulated distance
+
+188
+00:14:45,680 --> 00:14:53,700
+exotropia due to high AC على A رشي نعيد الكلام هذا
+
+189
+00:14:53,700 --> 00:14:55,800
+عشان نثبته انسان
+
+190
+00:14:58,040 --> 00:15:02,160
+جسناله على ال distance طلع اربعين برزم جسناله على
+
+191
+00:15:02,160 --> 00:15:06,380
+النيار عشرين اذا ال distance أكتر من النيار للوهلة
+
+192
+00:15:06,380 --> 00:15:09,580
+الأولى مبينة انه في فرق كبير و ال distance أعلى
+
+193
+00:15:09,580 --> 00:15:13,200
+هحطه في خانة ال distance اكزوتروبيا بس ياتر هحط
+
+194
+00:15:13,200 --> 00:15:16,380
+تحت ال true distance اكزوتروبيا ولا simulated
+
+195
+00:15:16,380 --> 00:15:21,980
+متهيئلنا ان هو true distance تمام بنقول اي فرق بين
+
+196
+00:15:21,980 --> 00:15:24,480
+ال distance و النيار و ال distance أكتر في ال
+
+197
+00:15:24,480 --> 00:15:28,730
+اكزوتروبيا معناته في اشي جلل النيارإيش الأشياء
+
+198
+00:15:28,730 --> 00:15:34,370
+اللي ممكن .. الأشياء اللي ممكن تخلي النير أقل أن
+
+199
+00:15:34,370 --> 00:15:37,290
+هو يعمل convergence عن النير أكتر من اللازم؟ طب
+
+200
+00:15:37,290 --> 00:15:40,210
+كيف يعمل convergence عن النير أكتر من اللازم؟ إذا
+
+201
+00:15:40,210 --> 00:15:43,050
+ال AC على A ratio عنده high ساعتها كل ال
+
+202
+00:15:43,050 --> 00:15:45,670
+accommodation بديه يعمله بديه يعمل كمية كبيرة من
+
+203
+00:15:45,670 --> 00:15:48,990
+ال convergence مقابله وهذا اللي حصل مع حسن أنه
+
+204
+00:15:48,990 --> 00:15:52,210
+عنده تلاتة diopter of accommodation مقابلهم عمل
+
+205
+00:15:52,210 --> 00:15:55,630
+سبعة وعشرين diopter of convergence ومعروف أن ال
+
+206
+00:15:55,630 --> 00:15:59,760
+convergence اتجاهه عكس ال Exoهيجللها تمام بدل ما
+
+207
+00:15:59,760 --> 00:16:03,760
+هي اربعين هتنجز كمان بزيادة مش ضروري انه كمية ال
+
+208
+00:16:03,760 --> 00:16:07,000
+convergence اللي عملوا حسب ال AC على A ratio تكون
+
+209
+00:16:07,000 --> 00:16:11,100
+هي الفرق بين ال هذا بس هتخليلي لما يلبس plus ثلاثة
+
+210
+00:16:11,100 --> 00:16:14,040
+plus ثلاثة هتخلي ال measurement بتاعة ال near
+
+211
+00:16:14,040 --> 00:16:17,880
+angle هو لابس plus ثلاثة plus ثلاثة هتجرب كتير من
+
+212
+00:16:17,880 --> 00:16:21,520
+ال distance و مش هيكون في بينهم اي فرق ساعتها حسن
+
+213
+00:16:21,520 --> 00:16:26,280
+بيصفي تشخيصه simulated distance exotropia بين جثين
+
+214
+00:16:26,280 --> 00:16:32,820
+بحط عندهhigh AC على A ratio يا ترى هل في عامل آخر
+
+215
+00:16:32,820 --> 00:16:37,260
+ممكن يتدخل في قياس النير ويخليه أقل من ال
+
+216
+00:16:37,260 --> 00:16:40,780
+distance؟ أه ممكن في حاجة بيسموها tenacious
+
+217
+00:16:40,780 --> 00:16:45,660
+proximal convergence tenacious proximal
+
+218
+00:16:45,660 --> 00:16:50,080
+convergence عارفين إيش ال proximal convergence؟
+
+219
+00:16:59,590 --> 00:17:02,490
+هذا التنسيس يصيب proximal convergence بما انه
+
+220
+00:17:02,490 --> 00:17:08,010
+convergence بيقاوم ال exo اللي بدها تصيربيقاومها
+
+221
+00:17:08,010 --> 00:17:11,150
+على الـ near معروف طالما convergence يعني انت بدى
+
+222
+00:17:11,150 --> 00:17:15,810
+تسير على near object تمام فبالتالي لما أجي أجيس
+
+223
+00:17:15,810 --> 00:17:20,610
+لطفل على near object تمام في بعض الأطفال أو بعض
+
+224
+00:17:20,610 --> 00:17:24,950
+المرضى عندهم high tenacious proximal convergence
+
+225
+00:17:24,950 --> 00:17:30,190
+يعني مقاومته لحدوث ال exotropia عنده قوية جدا
+
+226
+00:17:30,190 --> 00:17:35,850
+فبالتاليطالما هذا اشي متحكم فيه central لازم اعمل
+
+227
+00:17:35,850 --> 00:17:41,930
+ال breaking لل diffusion لفترة طويلة تمام اعمل ال
+
+228
+00:17:41,930 --> 00:17:45,890
+breaking لل diffusion لفترة طويلة هذا الطفل لو
+
+229
+00:17:45,890 --> 00:17:51,910
+غطيت عينه لمدة ساعة زمان احدى لانتين و عدت قياس ال
+
+230
+00:17:51,910 --> 00:17:57,010
+near angle هلاجيها نفس ال distance angle اذا في
+
+231
+00:17:57,010 --> 00:18:03,580
+عندي شغلتين ممكن تتحكم في التشخيص هذا طيببدي انا
+
+232
+00:18:03,580 --> 00:18:09,180
+نحكي سيناريو كالقادم سيناريو هذا السيناريو لابد من
+
+233
+00:18:09,180 --> 00:18:14,760
+اتباعه مع اي حالة distance-exotropia احمد خمس
+
+234
+00:18:14,760 --> 00:18:19,160
+سنوات intermittent-exotropia حسب ال history بدأنا
+
+235
+00:18:19,160 --> 00:18:22,320
+القياس عنه على ال distance خمسة و تلاتين على ال
+
+236
+00:18:22,320 --> 00:18:27,840
+near تمانتاش هل هذا distance-exotropia؟هذا
+
+237
+00:18:27,840 --> 00:18:32,200
+distance تحت العنوان الكبير اه distance يا ترا هل
+
+238
+00:18:32,200 --> 00:18:36,600
+هو true ولا simulated عشان اقول true لازم يمر في
+
+239
+00:18:36,600 --> 00:18:41,580
+مرحلتين اختبار هذه ال near angle اول مرحلة اول شيء
+
+240
+00:18:41,580 --> 00:18:46,420
+بدي احط plus تلاتة قدام الانتين ليش عشان استثنى ال
+
+241
+00:18:46,420 --> 00:18:51,360
+a ال ac على a ratioحطيت plus 3 و plus 3 دلت ال
+
+242
+00:18:51,360 --> 00:18:55,820
+angle 18 اذا مش موضوع AC على A ratio بروح على
+
+243
+00:18:55,820 --> 00:18:58,960
+استثناء الاشي التاني بدا استثنى انه يمكن هذا عنده
+
+244
+00:18:58,960 --> 00:19:02,620
+ال proximal convergence بيقاوم بشدة موضوع ال
+
+245
+00:19:02,620 --> 00:19:09,780
+Exotropia غطيتله عينه بعد plus 3 plus 3 تغطيت يعني
+
+246
+00:19:09,780 --> 00:19:15,140
+تغطيت عين من العينتين لمدة ساعة تمام اعادت بعد
+
+247
+00:19:15,140 --> 00:19:20,980
+الساعة قياس ال near angleنفس الاشي 18 Prism هذا
+
+248
+00:19:20,980 --> 00:19:26,180
+true distance exotropic طيب نفس السيناريو بس عند
+
+249
+00:19:26,180 --> 00:19:32,480
+الخطوة الأخيرة لجيت ال near angle بعد ساعة من
+
+250
+00:19:32,480 --> 00:19:38,840
+التقطيع صارت 31 Prism إيش رأيكم؟ simulated لأ صارت
+
+251
+00:19:38,840 --> 00:19:43,700
+simulated هذه، هذه simulated بس مش لأشكالها due to
+
+252
+00:19:43,700 --> 00:19:45,480
+high
+
+253
+00:19:46,970 --> 00:19:51,430
+tenacious proximal convergence اذا مابحطش true
+
+254
+00:19:51,430 --> 00:19:54,930
+divergence excess او true distance exotropy الا بس
+
+255
+00:19:54,930 --> 00:19:58,670
+استثني العاملين هدول اتأكد في الأول انه ماعندوش
+
+256
+00:19:58,670 --> 00:20:03,650
+high AC على A ratio جلالي ال near angle و اتأكد ان
+
+257
+00:20:03,650 --> 00:20:08,290
+ال tenacious proximal convergence مش هو اللي قاوم
+
+258
+00:20:08,290 --> 00:20:12,190
+ال exotropy عن near ومنعها من انها تظهر تمام الفرق
+
+259
+00:20:12,190 --> 00:20:14,890
+not significant
+
+260
+00:20:15,660 --> 00:20:18,740
+احنا لو بدنا كل فرق بسيط اكاميني بريزم نسميه كان
+
+261
+00:20:18,740 --> 00:20:22,520
+.. كان ماعمرناش حطينا تشخيص non specific تمام؟
+
+262
+00:20:22,520 --> 00:20:25,480
+يعني لو ده الخمسة اللي عنده عشرة ماشي مافيش مشكلة
+
+263
+00:20:25,480 --> 00:20:28,920
+تمانية بريزم بس لما يكون عندي large difference
+
+264
+00:20:28,920 --> 00:20:34,220
+ساعتها انا بيكون عندي في distance exotropia ايش
+
+265
+00:20:34,220 --> 00:20:38,100
+علاج ال distance exotropia هنيجي في وقته للعلاج
+
+266
+00:20:38,100 --> 00:20:42,480
+اذا ال distance exotropia اطول شي عشان احط تشخيصه
+
+267
+00:20:42,480 --> 00:20:47,800
+و لازم اشتغل عليه صحيحقضية ان اشخص انسان عنده true
+
+268
+00:20:47,800 --> 00:20:50,600
+distance exotropia يعني لما بدك تحطي تشخيص true
+
+269
+00:20:50,600 --> 00:20:54,640
+distance exotropia بدك تكوني في الأول اتاكدتي انها
+
+270
+00:20:54,640 --> 00:20:57,880
+distance كيف اتاكدنا انها distance بال Prism
+
+271
+00:20:57,880 --> 00:21:01,220
+Covered على ال distance اكتر من ال near
+
+272
+00:21:01,220 --> 00:21:05,280
+significant amountإذا هذا distance طيب بعدين كيف
+
+273
+00:21:05,280 --> 00:21:09,180
+اتأكدنا إنها true؟ في الأول استثنية السببين تعي ال
+
+274
+00:21:09,180 --> 00:21:14,300
+simulated distance exotropia أنه مافيش AC على Rش
+
+275
+00:21:14,300 --> 00:21:18,660
+وكيف بستثنيه؟ بواسطة plus 3 plus 3 عشان ألغي ال
+
+276
+00:21:18,660 --> 00:21:21,520
+accommodation وبالتالي ماأخليش ال accommodative
+
+277
+00:21:21,520 --> 00:21:25,700
+convergence يلعب دور في تقليل ال exotropia استثننا
+
+278
+00:21:26,580 --> 00:21:29,580
+بنستثنى ايضا ال tenacious proximal convergence
+
+279
+00:21:29,580 --> 00:21:33,560
+بنعمل occlusion ل one eye لعند ساعة زمان على أساس
+
+280
+00:21:33,560 --> 00:21:37,340
+أنه أشوف هل ال near angle بعد التقطيع هي هترجع
+
+281
+00:21:37,340 --> 00:21:41,480
+تصير بالظبط تتغير و تقترب في الكم من ال distance
+
+282
+00:21:41,480 --> 00:21:45,520
+angle إذا اقتربت في الكم معناته هذه كانت أقل بسبب
+
+283
+00:21:45,520 --> 00:21:48,700
+ال tenacious proximal convergence إذا ضالت ال
+
+284
+00:21:48,700 --> 00:21:53,460
+angle دائما أقلمع ال two majors هدولة معناته انا
+
+285
+00:21:53,460 --> 00:21:56,840
+عندي true distance إكزوتروبيا حقيقة ال distance
+
+286
+00:21:56,840 --> 00:22:00,300
+angle أكتر من ال near angle و بيصفي المريض
+
+287
+00:22:00,300 --> 00:22:05,700
+بالتشخيص هذا مابحطوش مجرد تلقائي نيجي لان ال non
+
+288
+00:22:05,700 --> 00:22:09,260
+specific هي intermittent إكزوتروبيا ال distance و
+
+289
+00:22:09,260 --> 00:22:16,300
+ال near angle تقريبا بيساووا بعضهم البعض ال near
+
+290
+00:22:16,300 --> 00:22:17,160
+exotropia
+
+291
+00:22:21,310 --> 00:22:27,670
+بتكون ال near angle أكتر بكام محترم من ال distance
+
+292
+00:22:27,670 --> 00:22:32,830
+angle وممكن تكون هذه لها علاقة بال acquired myopia
+
+293
+00:22:32,830 --> 00:22:36,030
+ليش؟
+
+294
+00:22:36,030 --> 00:22:39,290
+لأن ال myopic patient على ال near مابيعملش
+
+295
+00:22:39,290 --> 00:22:45,050
+accommodation تمام؟ مابيعملش accommodation إذا هذا
+
+296
+00:22:45,050 --> 00:22:48,170
+الكلام هي التقسيمة بتاعة إيش؟
+
+297
+00:22:51,850 --> 00:22:54,410
+ال intermittent exotropia زي ما حكينا ال near
+
+298
+00:22:54,410 --> 00:22:58,410
+exotropia ممكن تكون associated with acquired
+
+299
+00:22:58,410 --> 00:23:05,530
+myopia او presbyopia يعني أحيانا إيش العلاج بتاعة
+
+300
+00:23:05,530 --> 00:23:09,070
+ال intermittent exotropia؟ إيش العلاج بتاع ال
+
+301
+00:23:09,070 --> 00:23:11,110
+intermittent exotropia؟
+
+302
+00:23:19,040 --> 00:23:23,200
+الـ Intermittent Exotropia في وسائل علاج كثيرة من
+
+303
+00:23:23,200 --> 00:23:26,560
+ضمنها الـ Spectacle Correction في بعض الحلات الـ
+
+304
+00:23:26,560 --> 00:23:29,780
+myopic patient may in some cases control the
+
+305
+00:23:29,780 --> 00:23:33,200
+deviation by stimulating accommodation and with it
+
+306
+00:23:33,200 --> 00:23:38,320
+convergence وفي أحيان معينة بنعمل over minus
+
+307
+00:23:38,320 --> 00:23:43,680
+prescription لبعض الناس ممكن يكون useful يعني احنا
+
+308
+00:23:43,680 --> 00:23:47,780
+بنيجي بنقول ال refractive errorلا يعني .. لا يعدوا
+
+309
+00:23:47,780 --> 00:23:54,100
+يكونوا اما myopia او hypermetropia طبعا مع
+
+310
+00:23:54,100 --> 00:23:57,120
+استجماتيزم ممكن كله يكون مع استجماتيزم او يكون
+
+311
+00:23:57,120 --> 00:24:02,140
+عنده anisometropia طبعا ال myopia ال full
+
+312
+00:24:02,140 --> 00:24:07,580
+correction بتاعها ممكن يعديل زاوية الحوار ليش؟
+
+313
+00:24:07,580 --> 00:24:10,360
+لأنه هيعمل stimulation لل accommodation و مع ال
+
+314
+00:24:10,360 --> 00:24:14,200
+accommodation ال convergence فبالتالي هتجيل كمية
+
+315
+00:24:14,200 --> 00:24:19,040
+ال exotropiaبالنسبة للhypermetropia partial
+
+316
+00:24:19,040 --> 00:24:21,520
+correction partial correction إذا كانها
+
+317
+00:24:21,520 --> 00:24:26,100
+significant بعض الأوقات بيكون عنده large amount of
+
+318
+00:24:26,100 --> 00:24:29,480
+hypermetropia وبالتالي الإنسان بيقول أنا مابديش
+
+319
+00:24:29,480 --> 00:24:34,540
+أصلحها أنا مابديش أصلحها على أساس أنه أخليه يعمل
+
+320
+00:24:34,540 --> 00:24:40,160
+accommodation وبالتالي يخفل هذا بس الدراسات أثبتت
+
+321
+00:24:40,160 --> 00:24:42,980
+إنه إذا كان في عنده large amount of hypermetropia
+
+322
+00:24:45,080 --> 00:24:47,740
+hypermetropic refractive error قد انه مع ال
+
+323
+00:24:47,740 --> 00:24:50,880
+accommodation اللي انعمل انه مافيش clear retinal
+
+324
+00:24:50,880 --> 00:24:54,960
+image تمام ساعتها ال fusion هيكون صعب لأن ال
+
+325
+00:24:54,960 --> 00:24:59,140
+vision اندي مش مش سليم او ال retinal image مش
+
+326
+00:24:59,140 --> 00:25:02,580
+clear فبالتالي لما اعمل appropriate correction لها
+
+327
+00:25:02,580 --> 00:25:06,060
+high refractive error ممكن هذا يحسن ال retinal
+
+328
+00:25:06,060 --> 00:25:09,280
+image وبالتالي يحسن موضوع ال fusion فيحسن ال
+
+329
+00:25:09,280 --> 00:25:13,540
+control فيحسن ال control يعني كتير من الحالات اللي
+
+330
+00:25:13,540 --> 00:25:17,700
+بيكون عندهايعني refractive error hypermetropic
+
+331
+00:25:17,700 --> 00:25:20,920
+refractive error عالي لما بنعملها appropriate
+
+332
+00:25:20,920 --> 00:25:24,140
+correction ومتخليله small amount of hypermetropia
+
+333
+00:25:24,140 --> 00:25:29,980
+ممكن تعمل good يعني fusion وبالتالي تسيطر على جزء
+
+334
+00:25:29,980 --> 00:25:33,740
+كبير أو على كلاللي هو ال Exotropia الآن ال
+
+335
+00:25:33,740 --> 00:25:37,300
+Anisotropia أيضًا لما بيكون عندي significant
+
+336
+00:25:37,300 --> 00:25:41,680
+anisotropia تمام ساعتها أيضًا تصنيحها ممكن يحسن ال
+
+337
+00:25:41,680 --> 00:25:46,480
+fusion وبالتالي يحسن اللي هي موضوع ال control بتاع
+
+338
+00:25:46,480 --> 00:25:51,060
+ال Exotropia الآن قضية ال over minus بعض المدارس
+
+339
+00:25:51,060 --> 00:25:55,720
+الطبية اللي ممكن أنا أعمل من minus 2 ل minus 4من
+
+340
+00:25:55,720 --> 00:26:00,600
+minus 2 ل minus 4 over minus للمرضى اللى عندهم
+
+341
+00:26:00,600 --> 00:26:04,200
+intermittent exotropia عشان تخليه يتطر يعمل
+
+342
+00:26:04,200 --> 00:26:08,000
+accommodation وبالتالي طبعا انا بدي اكون حريص جدا
+
+343
+00:26:08,000 --> 00:26:13,720
+في الموضوع هذا انه ايشإنه ما يعملش أستنوبي عند
+
+344
+00:26:13,720 --> 00:26:16,660
+الطفل وما يكونش ال accommodation اللي بيبدله أكتر
+
+345
+00:26:16,660 --> 00:26:22,000
+من طاقته أكتر من اللازم فبالتالي يعني بناخد بالنا
+
+346
+00:26:22,000 --> 00:26:25,600
+من القضية هذه طبعا part-time occlusion of the
+
+347
+00:26:25,600 --> 00:26:30,620
+deviating eye من أربع لست ساعات يوميا وفي مدارس
+
+348
+00:26:30,620 --> 00:26:35,400
+طبية تانية بتقول أنه alternate daily occlusion
+
+349
+00:26:35,400 --> 00:26:38,500
+يعني يوم بغطي العين اليمين ويوم بغطي العين الشمال
+
+350
+00:26:38,500 --> 00:26:44,160
+ممكنهذا يشكل Anti-Suppression Therapy معروف إن
+
+351
+00:26:44,160 --> 00:26:46,660
+العين الـ Squinting غالباً بيكون فيها suppression
+
+352
+00:26:46,660 --> 00:26:49,520
+في الـ Intermittent Exotropia هذا بيشكل Anti
+
+353
+00:26:49,520 --> 00:26:53,200
+-Suppression Therapy و ممكن ينجح مع بعض حالات الـ
+
+354
+00:26:53,200 --> 00:26:56,920
+Intermittent Exotropia و خاصة ال mild cases في إنه
+
+355
+00:26:56,920 --> 00:27:01,680
+أيش يعني يصلح اللي هو ال Exotropia طبعا ننتبه غير
+
+356
+00:27:01,680 --> 00:27:04,860
+قضية ال part-time occlusion ال orthoptic exercises
+
+357
+00:27:04,860 --> 00:27:11,450
+may be helpful fornear exotropia يعني مش لكل حالات
+
+358
+00:27:11,450 --> 00:27:14,270
+اللي .. اللي هو .. لأ زي بالظبط موضوع ال
+
+359
+00:27:14,270 --> 00:27:17,250
+convergence insufficiency كمان فبالتالي انا ما
+
+360
+00:27:17,250 --> 00:27:20,650
+بوصف ال orthoptic exercises هيك يعني بطريقة
+
+361
+00:27:20,650 --> 00:27:24,170
+عشوائية لأ لابد ان اكون عارف ليش انا بوصفها عشان
+
+362
+00:27:24,170 --> 00:27:28,170
+احسن ال convergence بالذات في ال near exotropia
+
+363
+00:27:28,170 --> 00:27:30,450
+اذا عندنا spectacle correction appropriate
+
+364
+00:27:30,450 --> 00:27:34,170
+spectacle correction part-time occlusion over
+
+365
+00:27:34,170 --> 00:27:37,670
+minusing طبعا ماننساش في بعض الحالاتوعندي
+
+366
+00:27:37,670 --> 00:27:41,690
+orthoptic exercises for يعني near exotropia، الآن
+
+367
+00:27:41,690 --> 00:27:47,470
+ال surgery .. ال surgery فيه صحيح يعني نقاش وجدال
+
+368
+00:27:47,470 --> 00:27:53,250
+حوالين موضوع ال surgery يعني كتير يعني مدارس يعني
+
+369
+00:27:53,250 --> 00:27:54,450
+اختلفت في الموضوع
+
+370
+00:27:57,000 --> 00:28:00,360
+امتى اعمل جراحة او هل اعمل جراحة ولا ما اعملش
+
+371
+00:28:00,360 --> 00:28:04,980
+جراحة فبعض المدارس الطبية بتقول ماتعملش جراحة
+
+372
+00:28:04,980 --> 00:28:09,000
+طالما good control ليش؟ لأنه ايش يعني good
+
+373
+00:28:09,000 --> 00:28:14,260
+control؟ يعني قليل جدا من الوقت ثواني في النهار او
+
+374
+00:28:14,260 --> 00:28:16,820
+في اليوم او في اليومين لما بيلاحظوا الاهل ال
+
+375
+00:28:16,820 --> 00:28:21,680
+Exotropia طيب معناته بقيت الوقت العينين ايش مالهم؟
+
+376
+00:28:21,680 --> 00:28:27,970
+Ortho ايوة هذا يسوي ايش؟binocular single vision
+
+377
+00:28:27,970 --> 00:28:31,290
+ففي مدرسة طبية بيقولك يعني ليش أنا أبدل ال
+
+378
+00:28:31,290 --> 00:28:34,250
+binocular single vision بmicrotropia، إيش يعني
+
+379
+00:28:34,250 --> 00:28:38,830
+microtropia؟ احنا اتفاجنا إنه أي جراحة تحاول تنتهي
+
+380
+00:28:38,830 --> 00:28:43,450
+بالmicrotropia هي satisfactory result يعنييعني
+
+381
+00:28:43,450 --> 00:28:47,410
+الإنسان اللي مدقن جدا لجراحة الحوال و للقياس
+
+382
+00:28:47,410 --> 00:28:51,430
+بيقدرش يتحكم في أن القياس يصير صفر طالما ما بيقدرش
+
+383
+00:28:51,430 --> 00:28:54,670
+أتحكم في أن القياس يصير صفر معناته ممكن القياس
+
+384
+00:28:54,670 --> 00:28:58,150
+يعطيني microtropia في غالب الأحيان ال microtropia
+
+385
+00:28:58,150 --> 00:29:03,230
+هتأديلي لإيش؟ Central subretinous catoma abnormal
+
+386
+00:29:03,230 --> 00:29:07,780
+retinal correspondenceبريفيرال ممكن تقديل إلى
+
+387
+00:29:07,780 --> 00:29:13,260
+أمبيوبيا لأنه حيصير المريض يفضل ال fixation بإيش؟
+
+388
+00:29:13,260 --> 00:29:17,400
+بعين بوسط الفوفيا بعين والتانية هتكون microtropic
+
+389
+00:29:17,400 --> 00:29:20,540
+وهذا كان زمان اسمه إيش ال microtropic syndrome
+
+390
+00:29:20,540 --> 00:29:25,510
+الآن المدرسة الطبية بتقولك يعني waitطبعا يعني
+
+391
+00:29:25,510 --> 00:29:29,570
+بقولوا ليش احنا نبدل هذا الوضع اللي فيه العينتين
+
+392
+00:29:29,570 --> 00:29:34,730
+غالبية العظمى جدا من الوقت متمتع بال binocular
+
+393
+00:29:34,730 --> 00:29:38,810
+single vision ونبدله بإيش ب microtopia يعني أنا
+
+394
+00:29:38,810 --> 00:29:43,010
+قاعد ببدل مقابل إيش عشان اللحظات هذه اللي بتظهر
+
+395
+00:29:43,010 --> 00:29:45,330
+اللي هي مش significant فبيقولوا إذا في good
+
+396
+00:29:45,330 --> 00:29:47,890
+control يعني just observation
+
+397
+00:29:50,400 --> 00:29:54,180
+مدارس طبية تانية بتقولك انه بالنهاية وان كان
+
+398
+00:29:54,180 --> 00:29:58,100
+الكلام هذا صحيح بالنهاية اي intermittent exotropia
+
+399
+00:29:58,100 --> 00:30:01,760
+هتكمل السلسلة و هتحول في يوم من الأيام ل constant
+
+400
+00:30:01,760 --> 00:30:02,520
+exotropia
+
+401
+00:30:09,590 --> 00:30:12,670
+Constant Tropia و Constant Tropia الان طالما
+
+402
+00:30:12,670 --> 00:30:15,950
+هيتحول اذا انا استفيد من المرحلة اللى فيها بيكون
+
+403
+00:30:15,950 --> 00:30:20,210
+الطفل young لسه وبالتالي انا لما بصلحله اياها
+
+404
+00:30:20,210 --> 00:30:23,750
+بصلحله اياها بحيث انه يتمتع ب binocular single
+
+405
+00:30:23,750 --> 00:30:28,530
+vision ومااجيش انا اصلحها في وقتيعني تكون .. تصير
+
+406
+00:30:28,530 --> 00:30:31,970
+في constant عشان أقدر أستعيد binocular single
+
+407
+00:30:31,970 --> 00:30:36,150
+vision الخلاف كتير يمكن بعض اللي .. اللي هو
+
+408
+00:30:36,150 --> 00:30:40,390
+العلامات على الطريق اللي هي بتوضح أنها أمتى يعني
+
+409
+00:30:40,390 --> 00:30:47,530
+بعض المدارس الطبية بتقول يعني يكون الطفل أقل ..
+
+410
+00:30:47,530 --> 00:30:52,650
+مايكونش الطفل أقل من سبع سنوات من العمر يعني ليس
+
+411
+00:30:52,650 --> 00:31:00,660
+قبل سبع سنوات من العمرأو اللي
+
+412
+00:31:00,660 --> 00:31:06,380
+هو ال intermittent exotropy عنده إلها مدة خمس
+
+413
+00:31:06,380 --> 00:31:14,840
+سنوات إلها، تمام؟ يعني طفل مثلا عمره تمان سنواتهذا
+
+414
+00:31:14,840 --> 00:31:20,280
+بنعمله تمام ليش؟ لأنه أكتر من سبعة سنوات ناس تانية
+
+415
+00:31:20,280 --> 00:31:24,300
+بتقول مثلا أنه مدة الحول استمرت عنده خمس سنوات
+
+416
+00:31:24,300 --> 00:31:28,540
+خلاص هذا بده .. بده جراحة تمام؟ في مدرسة طبية
+
+417
+00:31:28,540 --> 00:31:33,320
+تالتة بتقول لأ احنا بنشوف ال control ال control هل
+
+418
+00:31:33,320 --> 00:31:40,850
+هو good ولا fair ولا poorكيف أعرف good و لا fair و
+
+419
+00:31:40,850 --> 00:31:46,410
+لا poor بوسطة ال cover test يعني عملنا cover test
+
+420
+00:31:46,410 --> 00:31:50,090
+under cover إلى إين صارت exo بمجرد ما رفعت ال
+
+421
+00:31:50,090 --> 00:31:54,090
+cover العين straight في لحظة بدون أي رمش موضوع ال
+
+422
+00:31:54,090 --> 00:31:57,530
+blinking هذا ماصارش عند الطفل فورا فتحت عن عينه
+
+423
+00:31:57,530 --> 00:32:01,130
+عينيه رجعوا بالظبط زي قبل الاختبار هذا يسمى good
+
+424
+00:32:01,130 --> 00:32:08,090
+control ال fair controlبالظبط عملت ال cover test
+
+425
+00:32:08,090 --> 00:32:11,990
+انحرفت العين الان رفعت لسه العين منحرفة بمجرد
+
+426
+00:32:11,990 --> 00:32:16,190
+مايرمش بتعد العينية تمام و كأنه بينام بالحالة ال
+
+427
+00:32:16,190 --> 00:32:20,350
+poor control جابل ما اعمل ال cover ممكن و هو بتكلم
+
+428
+00:32:20,350 --> 00:32:23,790
+معايا او انا بتكلم مع أهله سيري breaking لهذا و
+
+429
+00:32:23,790 --> 00:32:27,890
+تتضلها فترة طويلة for extended time minutes تمام و
+
+430
+00:32:27,890 --> 00:32:31,290
+هي لسه ايش يعني اجزة فهذا بتسمى poor control
+
+431
+00:32:31,290 --> 00:32:36,140
+فالمدرسة هاي بتقول ال poor controlبدو surgery، ال
+
+432
+00:32:36,140 --> 00:32:39,420
+poor control بدو surgery تمام؟ لإن هو مش جادر وهدي
+
+433
+00:32:39,420 --> 00:32:42,440
+خلاص يعني في طريقها إنها جاعدة تتحول جاعدة ل
+
+434
+00:32:42,440 --> 00:32:46,700
+constant مدرسة طبية رابعة بتقول إذا كان حسب ال
+
+435
+00:32:46,700 --> 00:32:50,930
+time اللي بيجدوا الأهلفي البيت مع الطفل إذا لاحظوا
+
+436
+00:32:50,930 --> 00:32:57,630
+50% من الوقت فأكثر العين اجزوا خلاص هذا .. كمية ال
+
+437
+00:32:57,630 --> 00:33:01,370
+control أقل من نصف النهار معناته أكتر من نصف
+
+438
+00:33:01,370 --> 00:33:05,510
+النهار العين بتحول فبالتالي العين بتخاف أنت طالما
+
+439
+00:33:05,510 --> 00:33:09,070
+أنها بتحول موضوع ال suppression أو يعني ما شبه
+
+440
+00:33:09,070 --> 00:33:12,010
+فبالتالي مابدناش يخش في suppression و في أمبيوبيا
+
+441
+00:33:12,010 --> 00:33:17,150
+بغض النظر ما هي الوسائل العلاجية ل .. اللي هو ال
+
+442
+00:33:17,150 --> 00:33:23,590
+..الـ Intermittent Exotropia طبعا احنا قلنا الـ
+
+443
+00:33:23,590 --> 00:33:27,370
+Good and Stable Control Just Observation تمام؟
+
+444
+00:33:27,370 --> 00:33:30,250
+الدراحة بتكون اذا كان ال control poor تمام؟ اذا
+
+445
+00:33:30,250 --> 00:33:33,570
+كان ال control poor او اذا كان الوضع progressively
+
+446
+00:33:33,570 --> 00:33:38,310
+deteriorating قاعد بسوق يعني بسرعة تمام؟ اما بعمل
+
+447
+00:33:38,310 --> 00:33:41,450
+Unilateral Lateral Rectus Resection برخي ال
+
+448
+00:33:41,450 --> 00:33:45,100
+Lateral Rectus و بشد ال Medial Rectus Resectionما
+
+449
+00:33:45,100 --> 00:33:50,800
+عدا في حالة الـ True Distance Exotropia الـ True
+
+450
+00:33:50,800 --> 00:33:55,720
+Distance Exotropia لأنه على الـ distance أكتر من
+
+451
+00:33:55,720 --> 00:33:59,440
+النير والـ distance مسؤول عنها عضلات الـ
+
+452
+00:33:59,440 --> 00:34:02,240
+divergence اللاترال ركتار ساعتها بيكون الـ
+
+453
+00:34:02,240 --> 00:34:06,380
+bilateral lateral rectus recession هي ال procedure
+
+454
+00:34:06,380 --> 00:34:07,680
+المفضلة
+
+455
+00:34:10,060 --> 00:34:15,060
+طيب، قداش احنا مطلوب مننا انه نعدل الحوال، نرجع ل
+
+456
+00:34:15,060 --> 00:34:19,560
+Ortho؟ لأ، هو المفروض احنا نرجع ل ISO لأنه هدول
+
+457
+00:34:19,560 --> 00:34:23,780
+الناس عندهم ال divergence amplitudes عالية كتير
+
+458
+00:34:23,780 --> 00:34:27,760
+فبالتالي لو احنا اشتغلنا ع زاوية الحوال بالضبط،
+
+459
+00:34:27,760 --> 00:34:32,280
+هيرجع يعمل divergence و هترجع بتصير ساعتها under
+
+460
+00:34:32,280 --> 00:34:37,280
+corrected و كمية محترمةبعض الكتب بتكتب انه من عشرة
+
+461
+00:34:37,280 --> 00:34:43,000
+لخمستاشر بريزم لازم يصير over correction يعني اذا
+
+462
+00:34:43,000 --> 00:34:48,120
+انا عندي مثلا تلاتين بريزم لازم اشتغل و كأني بشتغل
+
+463
+00:34:48,120 --> 00:34:52,380
+على اربعين بريزم ديوبتر اكزوتروبي يعني بدي ارخي ال
+
+464
+00:34:52,380 --> 00:34:57,200
+lateral rectus بقدر اكبر مما يجب حتى يصفي عندي
+
+465
+00:34:57,200 --> 00:35:01,500
+post operativeإيزوتروبيا من عشرة لفمستاشر بريزم
+
+466
+00:35:01,500 --> 00:35:04,900
+وهذا ال divergence amplitudes ال fusional
+
+467
+00:35:04,900 --> 00:35:09,100
+divergence هيعاود يجيب العينين لإياش لمرحلة الإياش
+
+468
+00:35:09,100 --> 00:35:14,040
+اللي هو ال ortho لمرحلة ال ortho أو ال nearly
+
+469
+00:35:14,040 --> 00:35:18,660
+ortho لو أنا اشتغلت على الزاوية اللي أنا جستها
+
+470
+00:35:19,410 --> 00:35:22,650
+ساعتها انا ممكن يصير عندى under correction لأنه ال
+
+471
+00:35:22,650 --> 00:35:25,710
+fusional divergence هيرجعها من ال ortho لل exo
+
+472
+00:35:25,710 --> 00:35:29,990
+بدنا نبح على قضية غاية في الأهمية يا بلد كل أنواع
+
+473
+00:35:29,990 --> 00:35:33,430
+الحوار اللى انا بجيسها على ستة متر و تلاتة متر ال
+
+474
+00:35:33,430 --> 00:35:37,450
+intermittent exotropia بدك تشوفي الفضاء الخارجي و
+
+475
+00:35:37,450 --> 00:35:42,290
+تعمليها على ميت او متين فيت يعني مثلاتحطي target
+
+476
+00:35:42,290 --> 00:35:45,690
+في نهاية الكوردور أو يطلع شيء من الشباك بعيد كتير
+
+477
+00:35:45,690 --> 00:35:49,930
+لأن هذا ممكن يعطيكي زيادة محترمة في ال angle عن 6
+
+478
+00:35:49,930 --> 00:35:53,570
+متر يعني ممكن نقول مثلا لو كنا عندنا intermittent
+
+479
+00:35:53,570 --> 00:35:58,890
+exotropia true divergence excess على 3 متر مثلا
+
+480
+00:35:59,490 --> 00:36:03,810
+عشرين بريزم على ستة متر خمسة و تلاتين بريزم ممكن
+
+481
+00:36:03,810 --> 00:36:08,170
+توصلي على أبعد من ستة متر بمسافة كتيرة ممكن توصلي
+
+482
+00:36:08,170 --> 00:36:11,170
+خمسة و أربعين بريزم و هنا في فرق بين خمسة و تلاتين
+
+483
+00:36:11,170 --> 00:36:14,390
+و خمسة و أربعين فبالتالي عشان أشوف ال full angle
+
+484
+00:36:14,390 --> 00:36:18,230
+عشان أشوف ال full angle لازم أخلي المريض يتطلع على
+
+485
+00:36:18,230 --> 00:36:21,950
+مسافة بعيدة قدر الإمكان بحيث أنه أشوف ال
+
+486
+00:36:21,950 --> 00:36:28,410
+divergence كله اللي صار عند هذا المريضطيب في عندى
+
+487
+00:36:28,410 --> 00:36:34,370
+احتمال من احتمالين ان
+
+488
+00:36:34,370 --> 00:36:39,850
+يصير عندى under correction او
+
+489
+00:36:39,850 --> 00:36:47,230
+over correction under
+
+490
+00:36:47,230 --> 00:36:51,730
+correction يعني ضايق ال ex عندى ضايق ال ex عندى ال
+
+491
+00:36:51,730 --> 00:36:56,670
+under correction ممكن نعملها عملية تانية تمامفي
+
+492
+00:36:56,670 --> 00:37:00,670
+وقت لاحق تمام وينشغل على العضلات اللي ما انشغلتش
+
+493
+00:37:00,670 --> 00:37:04,070
+وينشغل على العضلات اللي ما انشغلتش ال over
+
+494
+00:37:04,070 --> 00:37:10,090
+correction اللي بنسميها ايش consecutive esotropia
+
+495
+00:37:10,090 --> 00:37:16,470
+ممكن ينشأ dyplopia عنها تمام هذه ال consecutive
+
+496
+00:37:16,470 --> 00:37:22,370
+esotropiaممكن تتحسن بالتدريج بعطيها فرصة ست أسابيع
+
+497
+00:37:22,370 --> 00:37:26,290
+تمام حتى تتحسن تمام و ممكن أعمل alternate
+
+498
+00:37:26,290 --> 00:37:31,130
+occlusion تمام إذا ما اتحسنتش بعد ست أسابيع لازم
+
+499
+00:37:31,130 --> 00:37:34,850
+انا إيش هعملها surgery بعض المدارس الطبيعية بتقول
+
+500
+00:37:34,850 --> 00:37:38,430
+احنا ممكن نعملها based in .. based out prison ..
+
+501
+00:37:38,430 --> 00:37:40,030
+based out prison تمام
+
+502
+00:37:46,020 --> 00:37:51,240
+حد يسأل سؤال في الـ intermittent exotropia؟ طيب ال
+
+503
+00:37:51,240 --> 00:37:58,220
+sensory exotropia .. ال sensory exotropia ممكن
+
+504
+00:38:00,710 --> 00:38:04,870
+من اسم السنسورية due to decreased vision في one
+
+505
+00:38:04,870 --> 00:38:10,210
+eye تمام نتيجة opacity منعت من تكون clear retinal
+
+506
+00:38:10,210 --> 00:38:15,290
+image زي ومنعت ال binocular visual يعني عفوا
+
+507
+00:38:15,290 --> 00:38:19,010
+monocular or binocular visual impairment تمام منعت
+
+508
+00:38:19,010 --> 00:38:22,330
+طبعا موضوع ال fusion طبعا زي ايش اللي بيأثر على ال
+
+509
+00:38:22,330 --> 00:38:27,670
+vision كترت other media opacities يعني زي vitreous
+
+510
+00:38:27,670 --> 00:38:31,290
+opacity, corneal opacity تمامممكن يكون عندى
+
+511
+00:38:31,290 --> 00:38:34,390
+macular scarring, optic nerve hypoplasia إلى آخرى
+
+512
+00:38:34,390 --> 00:38:40,270
+كل هذه تؤدي إلى secondary أو sensory exotropia إيش
+
+513
+00:38:40,270 --> 00:38:47,790
+رأيكم؟ cataract هذه طفلة عمرها سنة جابها أبوها كنت
+
+514
+00:38:47,790 --> 00:38:53,330
+أشتغل في عيادة في رفح جابها عشان exotropia طبعا
+
+515
+00:38:53,330 --> 00:38:56,510
+هذه
+
+516
+00:38:56,510 --> 00:39:02,000
+retinoblastomaهذا سرطان في الشباكية طبعا الحل
+
+517
+00:39:02,000 --> 00:39:06,360
+الوحيد طبعا يكتشفه لنص الفتريس تمام؟ بالضبط نصف
+
+518
+00:39:06,360 --> 00:39:11,860
+الساقل الزجاجي تمام؟ الحل الوحيد كان إزالة العين و
+
+519
+00:39:11,860 --> 00:39:16,440
+تتعرض ليعني اللي هو العلاج اللي هو بعد ذلك إشعاع
+
+520
+00:39:16,440 --> 00:39:20,340
+أو علاج جيميائي إلى آخره فبالتالي فبالتالي هذه ال
+
+521
+00:39:20,340 --> 00:39:26,670
+Exotropia تمام؟كانت اجزة واضحة جدا انا اول ما شفت
+
+522
+00:39:26,670 --> 00:39:31,230
+الطفل لاحظت leukocoria غالب الواحد بتوقع cataract
+
+523
+00:39:31,230 --> 00:39:34,350
+تمام بيكتيره vitreous obesity بس عشان هذه .. هذه
+
+524
+00:39:34,350 --> 00:39:38,310
+رسالة قالنا انه لابد من فحص قاع العين قولا واحدا
+
+525
+00:39:38,310 --> 00:39:42,810
+المريض اللي بيخضع لكل فحوصات الحول بلا استثناء و
+
+526
+00:39:42,810 --> 00:39:47,010
+بنفحصش قاع العين لابد من توسيعه إعادة فحص قاع
+
+527
+00:39:47,010 --> 00:39:52,730
+العين تمام؟ بعض الأوقات لما بنعالج amblyopia تمام؟
+
+528
+00:39:52,870 --> 00:39:56,410
+وبنعليجها بكثافة ونلاحظ أن العلاج مش مستجيب رغم
+
+529
+00:39:56,410 --> 00:39:59,610
+تعاون الأهل لا مانع من أن نعيد فحص قهر العين لأنه
+
+530
+00:39:59,610 --> 00:40:03,890
+ممكن يكون واحد في الفحص الأول ما يعني استطعش أنه
+
+531
+00:40:03,890 --> 00:40:09,030
+يعني يحيط بكل يعني ما موجود في شبكية العين أو في
+
+532
+00:40:09,030 --> 00:40:11,630
+العصب البصري هذي written of last summer طبعا
+
+533
+00:40:11,630 --> 00:40:15,750
+الطفلة اللي أهت تقريبا عمرها خمس سنوات يعني زرتني
+
+534
+00:40:15,750 --> 00:40:19,600
+من شهر تقريباطبعا ب artificial eye طبعا كانت ال
+
+535
+00:40:19,600 --> 00:40:23,000
+artificial eye عندها صغيرة على عينها شوية لأنه بدت
+
+536
+00:40:23,000 --> 00:40:28,760
+تكبر تمام فكانت اشك منها تمام أما هذه الطفلة عندها
+
+537
+00:40:28,760 --> 00:40:34,840
+large أو huge tumor cancer طبعا فبالتالي أزيلت
+
+538
+00:40:34,840 --> 00:40:41,140
+العين و طبعا تم التأكد من العصب البصري لما تم قطعه
+
+539
+00:40:41,140 --> 00:40:44,940
+و إزالة العين بالكامل أنه سليم مافيش فيه يعنييعني
+
+540
+00:40:44,940 --> 00:40:49,280
+الورم مش ممتد عبر العصب البصري، ندبه قضية جدا طبعا
+
+541
+00:40:49,280 --> 00:40:53,300
+لهذه القضية، هنا احنا ماتتكلمش عن حاجات، هنا
+
+542
+00:40:53,300 --> 00:40:57,660
+ماتتكلم انقان عن life saving procedure يعني لأن
+
+543
+00:40:57,660 --> 00:41:00,320
+هذا ال .. ال .. الورم اذا انتشر خلاص و اذا انتشر
+
+544
+00:41:00,320 --> 00:41:04,100
+باتجاه الدماغ معناته الطفل ممكن يفقد حياته، طبعا
+
+545
+00:41:04,100 --> 00:41:08,020
+الأعمار بيد الله بس يعني احنا بنبذل جهدنا ان نحافظ
+
+546
+00:41:08,020 --> 00:41:14,100
+على جودة الحياة طالما الإنسان عايشطبعا بالنسبة لل
+
+547
+00:41:14,100 --> 00:41:18,060
+sensory exotropia أي إنسان بيصير عنده sensory
+
+548
+00:41:18,060 --> 00:41:22,740
+defect أي إنسان بيصير عنده sensory defect في ال
+
+549
+00:41:22,740 --> 00:41:27,100
+vision طبعا ممكن يصير معاه إما exodeviation أو
+
+550
+00:41:27,100 --> 00:41:29,740
+esodeviation إذا صار معاه exodeviation بيسميها
+
+551
+00:41:29,740 --> 00:41:34,400
+sensory exotropia إذا كان صار معاه esodeviation
+
+552
+00:41:34,400 --> 00:41:38,600
+بيسميها sensory esotropia طبعا وجدوا بالملاحظة إن
+
+553
+00:41:38,600 --> 00:41:41,480
+ال exodeviation بتصير عند ال older children و ال
+
+554
+00:41:41,480 --> 00:41:45,920
+adultsو ال ISO deviation بتصير في ال infants بس
+
+555
+00:41:45,920 --> 00:41:50,800
+هذه مش قاعدة بدون .. يعني كل قاعدة لها استثناء بس
+
+556
+00:41:50,800 --> 00:41:53,720
+مايعرفوش لحد تلان ايش معنى يعني بعض الناس اللي صار
+
+557
+00:41:53,720 --> 00:41:56,820
+عندهم visual deficit صار عنده EXO و الناس التانية
+
+558
+00:41:56,820 --> 00:41:59,900
+صار عندهم ISO لحد تلان مش معروف ايش التفسير ليش
+
+559
+00:41:59,900 --> 00:42:03,600
+هذا صار معاه EXO بينما حالة مش شابهة صار معاها EXO
+
+560
+00:42:03,600 --> 00:42:07,740
+فبالتالي بغض النظر السبب مش معروف الا ان العلاج
+
+561
+00:42:07,740 --> 00:42:13,940
+بيكمن فيهيعني معالجة correction of visual deficit
+
+562
+00:42:13,940 --> 00:42:16,780
+if possible، إيش يعني if possible؟ يعني كتراكت
+
+563
+00:42:16,780 --> 00:42:20,640
+ممكن تتعالج تنشعل و تنزرع عدسة أو ينعمل مثلا
+
+564
+00:42:20,640 --> 00:42:24,340
+affected correction تمام لغاية ما ينزرع عدسة، طبعا
+
+565
+00:42:24,340 --> 00:42:27,940
+إذا retinoblastoma و متأخرة تمامهذه بدها .. مافيش
+
+566
+00:42:27,940 --> 00:42:32,400
+إمكانية لعلاج العين فبالتالي يعني إذا كان في
+
+567
+00:42:32,400 --> 00:42:36,000
+possibility بقى أعالج ال visual defect تمام و إيه
+
+568
+00:42:36,000 --> 00:42:40,920
+بعد هيك بقى بقى أعالج أو بقى أعمل surgery إذا كان
+
+569
+00:42:40,920 --> 00:42:44,460
+مناسب إن أعمل surgery بعض الناس لما تعالجيله ال
+
+570
+00:42:44,460 --> 00:42:48,880
+visual defect ممكن مايحتاجش لعلاج جراحي و يمكن أنا
+
+571
+00:42:48,880 --> 00:42:55,980
+ذكرتلكم مثل بقى أكرره أنهيعني صبية عمرها واحد و
+
+572
+00:42:55,980 --> 00:43:00,180
+عشرين سنة إجت nearly mature cataract traumatic
+
+573
+00:43:00,180 --> 00:43:04,180
+cataract تمام و في عندها exotropia تقريبا ..
+
+574
+00:43:04,180 --> 00:43:07,300
+تقريبا خمسة و تلاتين لاربعين بريزين ال vision
+
+575
+00:43:07,300 --> 00:43:10,260
+عندها كان متر و نص .. واحد و نص متر counting
+
+576
+00:43:10,260 --> 00:43:16,130
+finger تمامفي retinal scar عندها نتيجة الدربة طبعا
+
+577
+00:43:16,130 --> 00:43:19,550
+من ال history عرفت أنها الدربة و هي في أولى ثانوي
+
+578
+00:43:19,550 --> 00:43:22,490
+يعني كانت معدية مرحلة ال critical period بتاعة
+
+579
+00:43:22,490 --> 00:43:26,210
+الهادر بمجرد ما عملنا توصية لل pupil تمام ال
+
+580
+00:43:26,210 --> 00:43:30,570
+cataract مش mature ام mature لسه في مناطق صافية من
+
+581
+00:43:30,570 --> 00:43:36,130
+ال lens قعدنا فحص ال vision تمام لقنا فحص ستة ع
+
+582
+00:43:36,130 --> 00:43:39,180
+ستينالان من واحد و نص متر لستة ع ستين يعني في
+
+583
+00:43:39,180 --> 00:43:43,040
+improvement طبعا احنا قلنا هبنقدر نعدك باذن الله
+
+584
+00:43:43,040 --> 00:43:47,140
+تعالى انه اذا بتنشل الكتركت وبنزرع عدسة تمام
+
+585
+00:43:47,140 --> 00:43:52,590
+معناته ايش؟66 هي أكتر حاجة ممكن توصليها أكتر ما
+
+586
+00:43:52,590 --> 00:43:55,930
+بنعرفش رغم أن ال retinal scar عندها يعني جنب
+
+587
+00:43:55,930 --> 00:43:59,970
+الفوفيا بالظبط تمام عملت العملية طبعا طبعا قلنا
+
+588
+00:43:59,970 --> 00:44:02,790
+لها يعني الترتيب بتم عملية ال cataract بعدين إذا
+
+589
+00:44:02,790 --> 00:44:06,950
+ضال يعني حوال ممكن تنقص كميته ممكن يظل زي ما هو
+
+590
+00:44:06,950 --> 00:44:10,970
+بنعمل العملية الآن لما عملنا العملية ال best
+
+591
+00:44:10,970 --> 00:44:14,710
+corrected visual acuity 6 ع 12 ما رجعتش لعملية
+
+592
+00:44:14,710 --> 00:44:17,290
+الحوال أنا صارت straightلأنها صارت straight
+
+593
+00:44:17,290 --> 00:44:20,670
+فبالتالي الواحد بده يعني correction of visual
+
+594
+00:44:20,670 --> 00:44:23,970
+deficit if possible يعني احنا لابد انه نعرف
+
+595
+00:44:23,970 --> 00:44:27,930
+الترتيب بتاع هذا، دايما ال visual بتحقق ..بنحرص
+
+596
+00:44:27,930 --> 00:44:31,270
+على علاجه في الأول عشان يتمكن الإنسان من عمل نوع
+
+597
+00:44:31,270 --> 00:44:34,430
+من ال fusion وبالتالي يكون فيه إمكانية لاستعادة ال
+
+598
+00:44:34,430 --> 00:44:37,310
+binocular single vision وعشان هيك في كتير من أنواع
+
+599
+00:44:37,310 --> 00:44:39,130
+الحوادث اللي بنلزمها ال surgery بيقولوا لك treat
+
+600
+00:44:39,130 --> 00:44:42,190
+amblyopia first and then يعني go to surgery
+
+601
+00:44:42,190 --> 00:44:44,950
+مابنجيش لل surgery وبعدين بنعالج ال amblyopia
+
+602
+00:44:44,950 --> 00:44:49,270
+بنعمل maximum amblyopia therapy لغاية اللي هو ال
+
+603
+00:44:49,270 --> 00:44:52,210
+maximum اللي وصلناه وبعدين بنروح لل surgery إذا
+
+604
+00:44:52,210 --> 00:44:56,920
+كان احنا يعني بدنا نكمل في ال surgery تمام؟بعض
+
+605
+00:44:56,920 --> 00:45:00,740
+الناس لما يتحسن عنده ال visual مدخل في حالةيعني
+
+606
+00:45:00,740 --> 00:45:07,040
+intractable diplopia تمام لأنه بيكون فقد ال fusion
+
+607
+00:45:07,040 --> 00:45:11,700
+تمام وبالتالي حتى لو عملنا له realignment للعين
+
+608
+00:45:11,700 --> 00:45:15,120
+بيضل يعني داخل فيه intractable diplopia حقيقة انا
+
+609
+00:45:15,120 --> 00:45:19,880
+دول الناس ندرة ندرة انا ماقبلتش اي حد صار معاه
+
+610
+00:45:19,880 --> 00:45:22,840
+مشكلة هاي وعادة ال .. ال .. ال diplopia اللي بتصير
+
+611
+00:45:22,840 --> 00:45:26,580
+post operative بتكون عادة يعني short lived يعني
+
+612
+00:45:26,580 --> 00:45:31,280
+short livedال consecutive exotropia إيش المقصود
+
+613
+00:45:31,280 --> 00:45:36,080
+فيها يا بنات؟ كانت بالغالب exotropia وصار over
+
+614
+00:45:36,080 --> 00:45:41,220
+correction لها أو ممكن تكون spontaneously صارت في
+
+615
+00:45:41,220 --> 00:45:45,530
+amblyobic eyeI amply objects مابتعملش fixation
+
+616
+00:45:45,530 --> 00:45:50,910
+مابتعملش تشتركش في موضوع ال fusion تمام بس بالغالب
+
+617
+00:45:50,910 --> 00:45:54,050
+ال consecutive exotropia بتكون surgical over
+
+618
+00:45:54,050 --> 00:45:59,890
+correction of easo deviation تمام طيب لو انا ال
+
+619
+00:45:59,890 --> 00:46:02,870
+exotropia انسان عنده exotropia
+
+620
+00:46:05,420 --> 00:46:09,380
+إيزو تروبيا مثلا اربعين بريزم واشتغلنا على اربعين
+
+621
+00:46:09,380 --> 00:46:14,140
+بريزم شغل كويس تمام جراح متمكن مثلا ولقينا تاني
+
+622
+00:46:14,140 --> 00:46:19,980
+يوم مثلا خمسة و تلاتين بريزم اجزو يعني هذا تعتبر
+
+623
+00:46:19,980 --> 00:46:22,760
+severe over correction لازم اتوقع حاجة بسموها
+
+624
+00:46:22,760 --> 00:46:26,440
+muscle slippage اذا كان تاني يوم العملية
+
+625
+00:46:26,440 --> 00:46:31,540
+significant اجزو بعد ما كانت ايزو لازم اتوقع ان ال
+
+626
+00:46:31,540 --> 00:46:35,860
+muscleيعني نسلت من الخيط بتاعها و يعني يدوب شابكة
+
+627
+00:46:35,860 --> 00:46:39,000
+في ال sclera تمام؟ يعني اتوقع muscle slippage انه
+
+628
+00:46:39,000 --> 00:46:42,820
+رخط ال muscle او الخيط مش مسكها كويس وعساس هيك انا
+
+629
+00:46:42,820 --> 00:46:46,680
+مفروض انا اتفادى هذه القضية ومااتصيرش lost muscle
+
+630
+00:46:46,680 --> 00:46:50,680
+بعدين معايا فبالتالي لابد من اتخاذ اللي هو الإجراء
+
+631
+00:46:50,680 --> 00:46:54,340
+الجراحي المناسب لهذه القضية اذا في ال early post
+
+632
+00:46:54,340 --> 00:46:58,760
+operativeإذا صار عندى divergence كتير بيصير عندى
+
+633
+00:46:58,760 --> 00:47:02,040
+انا muscle slippage must be considered بمعنى انا
+
+634
+00:47:02,040 --> 00:47:06,580
+ال esotropia هاي قررت اعملها BMR by median
+
+635
+00:47:06,580 --> 00:47:11,840
+recession تمام مثلا اربعين مثلا بنقول ستة
+
+636
+00:47:11,840 --> 00:47:17,240
+millimeter لكل عين تمامستة ملي متر لكل عين أو خمسة
+
+637
+00:47:17,240 --> 00:47:20,060
+و نص ملي متر عفوا خمسة و نص ملي متر لكل عين في
+
+638
+00:47:20,060 --> 00:47:23,960
+جداول لهذه القضية تمام خمسة و نص ملي متر اعملت
+
+639
+00:47:23,960 --> 00:47:27,080
+الخمسة و نص ملي متر يعني المفروض ألاجيها أورثه
+
+640
+00:47:27,080 --> 00:47:30,460
+تاني يوم أو قريبة من الأورثه شوية إكسو بسيطة شوية
+
+641
+00:47:30,460 --> 00:47:33,560
+إيزو بسيطة مافيش أي مشكلة بس ألاجيها بالشكل هذا
+
+642
+00:47:33,560 --> 00:47:39,660
+معناته عندي أحد العضلاتبدأ يسحل من الخيط أو بدأ ي
+
+643
+00:47:39,660 --> 00:47:43,580
+flit تمام؟ يعني مش .. مش ماسكة الخيط الجراحي مش
+
+644
+00:47:43,580 --> 00:47:47,300
+ماسك .. مش ماسك العضلة في ال sclera بشكل كويس في
+
+645
+00:47:47,300 --> 00:47:50,860
+ال new fixation point .. في ال new fixation point
+
+646
+00:47:50,860 --> 00:47:54,400
+تمام؟ إذا لازم أتوقع إذا كان عندي postoperative
+
+647
+00:47:54,400 --> 00:47:58,520
+divergence early يعني تاني يوم إنه هذا صار عندي
+
+648
+00:47:58,520 --> 00:48:03,060
+muscle slavageطبعا لو انا عندي over correction
+
+649
+00:48:03,060 --> 00:48:06,280
+نتيجة مثلا خطأ في القياس او خطأ في ال .. في
+
+650
+00:48:06,280 --> 00:48:09,600
+الإجراء الجراحي تمام كتير من الحالات اللي هو ال
+
+651
+00:48:09,600 --> 00:48:13,880
+consecutive exotropia بيجينا وهو adult تمام بيكون
+
+652
+00:48:13,880 --> 00:48:18,890
+معنى ب ..cosmetic problem أكتر شيء و ممكن يستفيدوا
+
+653
+00:48:18,890 --> 00:48:22,790
+جدا من اللي هو العلاج و ممكن يتعالجوا بواسطة ال
+
+654
+00:48:22,790 --> 00:48:26,950
+adjustable suture وبالتالي بتكون أمورهم كويسة في
+
+655
+00:48:26,950 --> 00:48:30,650
+هذه القضية طبعا careful evaluation of the risk of
+
+656
+00:48:30,650 --> 00:48:33,970
+postoperative diplopia لابد من أن أجري و بتهيألي
+
+657
+00:48:33,970 --> 00:48:36,410
+في حوال واحد يا بنات أخدنا اللي هو postoperative
+
+658
+00:48:36,410 --> 00:48:39,750
+diplopia test اللي هو over correction with prisms
+
+659
+00:48:40,450 --> 00:48:43,910
+حتى أتخطى الزاوية وبالتالي أعرف هل هيصير عندي post
+
+660
+00:48:43,910 --> 00:48:48,150
+operative diplopia ولا لأ كتير منهم بيستفيدوا و
+
+661
+00:48:48,150 --> 00:48:51,750
+بيضلوا لسنوات طويلة مستفيدين من قضية علاج ال
+
+662
+00:48:51,750 --> 00:48:55,270
+consecutive exotropia البعض اللي هو القليل الربع
+
+663
+00:48:55,270 --> 00:48:59,050
+ممكن يشكي أنه العين بدأت تعمل divergence مرة تانية
+
+664
+00:48:59,050 --> 00:49:05,370
+طبعا يعني و ساعتها بيكون رجع للوضع اللي هو ال
+
+665
+00:49:05,370 --> 00:49:08,930
+consecutive exotropia يعطيكوا ألف عافية
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/s9KoWt-kvq0.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/s9KoWt-kvq0.srt
new file mode 100644
index 0000000000000000000000000000000000000000..b56230dffdbf6e45880802e47038f30c3a8cb8a7
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/s9KoWt-kvq0.srt
@@ -0,0 +1,1394 @@
+1
+00:00:20,810 --> 00:00:25,650
+بسم الله الرحمن الرحيم. المرة اللي فاتت طبعًا شرحنا
+
+2
+00:00:25,650 --> 00:00:27,550
+اللي هو الـ accommodative esotropia بأنواعها
+
+3
+00:00:27,550 --> 00:00:32,970
+المختلفة. قلنا فيه منها refractive و non refractive
+
+4
+00:00:32,970 --> 00:00:36,390
+و mixed. و الـ refractive قلنا فيه fully
+
+5
+00:00:36,390 --> 00:00:39,350
+accommodative و partially accommodative حسب
+
+6
+00:00:39,350 --> 00:00:42,910
+الاستجابة للعلاج اللي هو بالنضارة. الـ non
+
+7
+00:00:42,910 --> 00:00:46,510
+refractive قلنا بيكون عندنا high AC/A ratio و
+
+8
+00:00:46,510 --> 00:00:52,050
+بالتالي بيقسم لنوعين: high AC/A ratio due to
+
+9
+00:00:52,050 --> 00:00:57,790
+increased أو excessive convergence. نعم، و النوع
+
+10
+00:00:57,790 --> 00:01:00,970
+الثاني hypo accommodative convergence excess.
+
+11
+00:01:00,970 --> 00:01:04,550
+الفارق بينهم فقط في الـ near point of accommodation.
+
+12
+00:01:04,550 --> 00:01:08,390
+طبعًا العلاج الأمثل للـ non refractive هو الـ bifocal
+
+13
+00:01:08,390 --> 00:01:13,080
+glasses. بس لما يكون عندي الـ AC/A ratio عالي
+
+14
+00:01:13,080 --> 00:01:18,100
+كتير، الـ surgery ممكن تحل المشكلة و تخلي، يعني يرجع
+
+15
+00:01:18,100 --> 00:01:21,620
+أو يصير normalization للـ AC/A ratio. الـ mix
+
+16
+00:01:21,620 --> 00:01:25,200
+طبعًا بنديله علاج mixed، طبعًا عبارة عن علاج refractive و
+
+17
+00:01:25,200 --> 00:01:29,260
+non refractive تمام. فبالتالي هذه القضية يعني
+
+18
+00:01:29,260 --> 00:01:33,940
+شرحناها اليوم. بنكمل بقي أنواع اللي هو الـ ... الـ
+
+19
+00:01:33,940 --> 00:01:38,170
+esotropia. ويعني هناخد في البداية اللي هو الـ
+
+20
+00:01:38,170 --> 00:01:41,250
+microtropia اللي مرت علينا في عدة مناسبات في حوالي
+
+21
+00:01:41,250 --> 00:01:44,410
+واحد، الـ microtropia اللي كان اسمها زمان mono
+
+22
+00:01:44,410 --> 00:01:49,030
+fixation syndrome. هي يعني أحد، يعني أنواع الـ
+
+23
+00:01:49,030 --> 00:01:52,890
+esotropia. بس ممكن تكون، يعني تتابع على أنواع تانية.
+
+24
+00:01:52,890 --> 00:01:58,990
+بمعنى الـ microtropia ما بنحطش كتشخيص، هو عبارة عن
+
+25
+00:01:58,990 --> 00:02:04,090
+توصيف لوضع معين وصل إليه المريض. بمعنى الإنسان كان
+
+26
+00:02:04,090 --> 00:02:09,590
+عنده مثلًا early onset esotropia، early onset
+
+27
+00:02:09,590 --> 00:02:15,390
+esotropia، يعني هذا تشخيصه الأساسي، وسوى جراحة، و
+
+28
+00:02:15,390 --> 00:02:20,130
+بعد الجراحة عدلت العين مثلًا من أربعين prism صارت
+
+29
+00:02:20,130 --> 00:02:23,830
+مثلًا سبعة أو ستة prism. هو ما رجع للـ bifoveal
+
+30
+00:02:23,830 --> 00:02:28,950
+fixation تمامًا، ما رجعش لوضع الصفر، بس هو اتحول من
+
+31
+00:02:29,340 --> 00:02:33,940
+يعني esotropia كبيرة لـ microtropia لـ syndrome
+
+32
+00:02:33,940 --> 00:02:38,160
+بنسميه اللي هو الـ microtropia syndrome. فبالتالي وصف
+
+33
+00:02:38,160 --> 00:02:41,000
+حالته أنه دخل في الـ microtropia، بس تشخيصه الرئيسي
+
+34
+00:02:41,000 --> 00:02:45,320
+هو بالأساس early onset esotropia. أيضًا ليش بنقول
+
+35
+00:02:45,320 --> 00:02:49,780
+عن الـ microtropia عبارة عن توصيف وليست تشخيص. الناس
+
+36
+00:02:49,780 --> 00:02:52,460
+اللي عندها accommodative esotropia، الـ fully
+
+37
+00:02:52,460 --> 00:02:55,220
+accommodative esotropia، مش بالضروري الـ fully
+
+38
+00:02:55,220 --> 00:02:58,840
+accommodative esotropia لما يلبس النضارة يصير صفر.
+
+39
+00:02:58,840 --> 00:03:02,930
+القياس عندهم ممكن يتحول القياس من مثلًا ثلاثين prism
+
+40
+00:03:02,930 --> 00:03:06,810
+أو خمسة وثلاثين prism مثلًا، ينزل لثمانية أو ستة أو
+
+41
+00:03:06,810 --> 00:03:09,850
+أربعة. هو ما رجع للصفر، إذًا هو اتحول من
+
+42
+00:03:09,850 --> 00:03:12,890
+accommodative esotropia لصفة في وضع اسمه
+
+43
+00:03:12,890 --> 00:03:16,670
+microtropia. ليس تشخيصه، إنما توصيف للحالة اللي
+
+44
+00:03:16,670 --> 00:03:22,350
+وصل إليها المريض. فبالتالي إيش الصفات اللي بتصير أو
+
+45
+00:03:22,350 --> 00:03:24,690
+العلامات اللي بقدر أعرف أن المريض هذا عنده
+
+46
+00:03:24,690 --> 00:03:29,670
+microtropia: very small angle strabismus، أقل عادة من
+
+47
+00:03:29,670 --> 00:03:34,730
+ثمانية prism diopter. ممكن تكون ملاحظة أو مش ملاحظة
+
+48
+00:03:34,730 --> 00:03:36,830
+على الـ cover testing. هذه أول علامة، يعني لما
+
+49
+00:03:36,830 --> 00:03:40,210
+ما عملوا cover test ممكن ما يلاحظش هذه esotropia.
+
+50
+00:03:40,210 --> 00:03:43,770
+تمام. تاني حاجة، طالما في عندي small angle squint،
+
+51
+00:03:43,770 --> 00:03:48,310
+معناته مافيش bifoveal fixation. طب إيش فيه؟ أنه بدل
+
+52
+00:03:48,310 --> 00:03:52,360
+الـ bifoveal fixation، العين بتركز بالفوفيا، وعين
+
+53
+00:03:52,360 --> 00:03:57,920
+هتركز بـ extra foveal area. فبتصير عندي بالـ fovea of
+
+54
+00:03:57,920 --> 00:04:00,360
+the squinting eye بيصير فيه عندي central
+
+55
+00:04:00,360 --> 00:04:04,020
+suppression scotoma، central suppression scotoma.
+
+56
+00:04:04,020 --> 00:04:09,960
+وهذا الوضع بما أنه ثابت وبسيط، بما أنه ثابت وبسيط،
+
+57
+00:04:09,960 --> 00:04:12,500
+بالضبط بيصير عندي أنا abnormal retinal
+
+58
+00:04:12,500 --> 00:04:15,970
+correspondence. هذه أحسن حالة يصير فيها عندها أو
+
+59
+00:04:15,970 --> 00:04:18,510
+يتطور عندها اللي هو الـ abnormal retinal
+
+60
+00:04:18,510 --> 00:04:21,030
+correspondence، واللي حكينا عنه أنه positive
+
+61
+00:04:21,030 --> 00:04:24,170
+adaptation to strabismus، positive adaptation to
+
+62
+00:04:24,170 --> 00:04:28,770
+strabismus. بعض المرضى أو كتير من المرضى بيكون
+
+63
+00:04:28,770 --> 00:04:32,450
+عندهم associations، يعني حاجات مرافقة لقضية الـ
+
+64
+00:04:32,450 --> 00:04:35,070
+microtropia، اللي هي الـ anisometropia و الـ
+
+65
+00:04:35,070 --> 00:04:38,870
+anisometropic amblyopia. يعني ممكن تكون الـ
+
+66
+00:04:38,870 --> 00:04:42,850
+anisometropia بشكل hypermetropic anisometropia أو
+
+67
+00:04:42,850 --> 00:04:45,570
+hypermetropic astigmatism. ممكن تكون مصاحبة بـ
+
+68
+00:04:45,570 --> 00:04:49,530
+amblyopia. طبعًا هل بيشكي من أعراض؟ لأ، ما بيشكش من
+
+69
+00:04:49,530 --> 00:04:53,550
+أعراض لا cosmetically ولا أعراض بتخص الدبلوبيا أو
+
+70
+00:04:53,550 --> 00:04:56,510
+blurring of vision أو أستينوبيا أو ما شابه. إذًا
+
+71
+00:04:56,510 --> 00:05:00,270
+المريض وضعه stable، بضل إحنا إيش التدخل اللي ممكن
+
+72
+00:05:00,270 --> 00:05:04,450
+نعمله إياه؟ إنه نعالج الـ anisometropia ونعالج الـ
+
+73
+00:05:04,450 --> 00:05:07,710
+amblyopia إذا وجدت، بواسطة اللي هو الـ patching، يعني
+
+74
+00:05:07,710 --> 00:05:12,450
+حسب ما هو يعني مناسب لوضع هذا المرضى. إذًا الـ
+
+75
+00:05:12,450 --> 00:05:16,250
+treatment involves correction of refractive errors
+
+76
+00:05:16,250 --> 00:05:20,410
+and occlusion for amblyopia as indicated. طبعًا
+
+77
+00:05:20,410 --> 00:05:23,550
+غالبية الناس اللي عندها الـ microtropia بيبقى
+
+78
+00:05:23,550 --> 00:05:26,710
+symptom free، يعني ما بيعانيش من أي أعراض، و
+
+79
+00:05:26,710 --> 00:05:29,890
+cosmetically well و acceptable. لأن الـ microtropia
+
+80
+00:05:29,890 --> 00:05:34,710
+عبارة عن يعني very small angle، مش ملاحظة يعني عند
+
+81
+00:05:34,710 --> 00:05:39,920
+الكثيرين، مش ملاحظة عند الكثيرين. طيب، جراحة بيلزموها؟
+
+82
+00:05:39,920 --> 00:05:43,140
+طبعًا ما بيلزموش جراحة، ما بيلزموش جراحة. إحنا إذا
+
+83
+00:05:43,140 --> 00:05:46,860
+بتذكروا أنه حكينا في الـ early onset esotropia إيش
+
+84
+00:05:46,860 --> 00:05:49,820
+الـ satisfactory result للجراحة بتاعة الـ early
+
+85
+00:05:49,820 --> 00:05:52,260
+onset؟ إنه يصل لـ microtropia. إذًا وصل
+
+86
+00:05:52,260 --> 00:05:57,410
+لـ microtropia تعتبر العملية إيش؟ ناجحة جدًا. نيجي
+
+87
+00:05:57,410 --> 00:06:01,690
+الآن لبعض الأنواع بتاعة الـ esotropia عشان نكمل
+
+88
+00:06:01,690 --> 00:06:05,390
+موضوع الـ esotropia، واللي بدها بس ملاحظات بسيطة
+
+89
+00:06:05,390 --> 00:06:09,410
+جدًا. نيجي لحاجة بيسموها near esotropia. إيش بنفهم
+
+90
+00:06:09,410 --> 00:06:13,150
+الـ near esotropia؟ يعني esotropia على الـ near.
+
+91
+00:06:13,150 --> 00:06:17,610
+معناته الـ distance ممكن يكون mild eso أو يكون
+
+92
+00:06:17,610 --> 00:06:20,970
+ortho. تمام؟ طب إحنا قلنا إذا في فرق بين الـ
+
+93
+00:06:20,970 --> 00:06:25,550
+distance و الـ near بيكون عندي high AC/A ratio.
+
+94
+00:06:25,550 --> 00:06:29,450
+طب هدول ليش أنا فصلتهم في تصنيف خاص؟ ما قلتش هدول
+
+95
+00:06:29,450 --> 00:06:33,160
+من ضمن الـ non refractive accommodative esotropia؟ في
+
+96
+00:06:33,160 --> 00:06:36,680
+علامات... في علامات خلتني أفصلهم. يا ترى إيش هذه
+
+97
+00:06:36,680 --> 00:06:40,120
+العلامات؟ إحنا قلنا أي إنسان... أي إنسان عنده
+
+98
+00:06:40,120 --> 00:06:44,220
+esotropia، و الـ... و الـ eso على... على الـ near أكثر
+
+99
+00:06:44,220 --> 00:06:47,400
+بكثير من الـ distance، معناته لازم أشك إنه عنده AC
+
+100
+00:06:47,400 --> 00:06:50,940
+/A ratio عالي. وطالما AC/A ratio عالي،
+
+101
+00:06:50,940 --> 00:06:54,060
+معناته في عنده accommodative esotropia non
+
+102
+00:06:54,060 --> 00:06:56,880
+refractive. إذا نضيف لها hypermetropia معناته
+
+103
+00:06:56,880 --> 00:07:01,980
+بتصير mixed refractive مع high AC/A ratio. إحنا
+
+104
+00:07:01,980 --> 00:07:10,050
+هنا إنسان، نيجي لعندنا بالوضع التالي، نفرض سين إنسان
+
+105
+00:07:10,050 --> 00:07:17,170
+سين عمره مثلًا خمس سنوات، إيجي بـ esotropia، نفرض على
+
+106
+00:07:17,170 --> 00:07:20,590
+الـ distance اثنين prism، يعني not significant، يعني
+
+107
+00:07:20,590 --> 00:07:24,690
+وعلى الـ near مثلًا عشرين prism. أول حاجة بأشك فيها
+
+108
+00:07:24,690 --> 00:07:29,770
+أنه عندي high AC/A ratio. قلنا بدنا نجيس الـ AC
+
+109
+00:07:29,770 --> 00:07:32,490
+/A ratio زي ما درسنا في العملية بوسيلة من
+
+110
+00:07:32,490 --> 00:07:36,470
+الوسائل، بالـ gradient method أو اللي هو الـ graphic
+
+111
+00:07:36,470 --> 00:07:40,450
+method. طلع الـ AC/A ratio عنده اثنين ونص لواحد.
+
+112
+00:07:40,450 --> 00:07:44,150
+هل هذا high AC/A ratio؟ بالعكس، هذا يُعتبر
+
+113
+00:07:44,150 --> 00:07:49,310
+تمام. واحد ثاني جربناه طلع ثلاثة لواحد، normal AC/A
+
+114
+00:07:49,310 --> 00:07:55,650
+ratio. تمام. إذًا هذا مش قضية أنه high AC/A
+
+115
+00:07:55,650 --> 00:07:59,850
+ratio. طيب، قلت يمكن hypo-accommodative، يمكن الـ
+
+116
+00:07:59,850 --> 00:08:02,610
+convergence عنده normal بس hypo-accommodative. الـ
+
+117
+00:08:02,610 --> 00:08:05,970
+near point of accommodation جربتها، لقيتها
+
+118
+00:08:05,970 --> 00:08:11,030
+normal. لذا هذا المريض ما نفعش أحطه تحت
+
+119
+00:08:11,030 --> 00:08:15,910
+accommodative esotropia، تحت بند non refractive،
+
+120
+00:08:15,910 --> 00:08:18,890
+يعني تحت الـ high AC/A ratio. ليش ما نفعش أحطه؟
+
+121
+00:08:19,700 --> 00:08:22,800
+لأنه لا في عنده high AC/A ratio ولا عنده high
+
+122
+00:08:22,800 --> 00:08:28,540
+accommodative convergence excess. تمام؟ إذًا normal
+
+123
+00:08:28,540 --> 00:08:32,660
+near point of accommodation مع الـ esotropia على الـ
+
+124
+00:08:32,660 --> 00:08:37,900
+near بس normal على الـ... أو low AC/A ratio و
+
+125
+00:08:37,900 --> 00:08:40,600
+orthophoria أو small esophoria على الـ distance.
+
+126
+00:08:40,600 --> 00:08:44,260
+تمام؟ مع binocular single vision. إذًا هذا بيظل
+
+127
+00:08:44,260 --> 00:08:49,670
+تشخيصه فقط near esotropia. near esotropia يُفهم منها
+
+128
+00:08:49,670 --> 00:08:53,730
+إنها esotropia على near بدون أي refractive error.
+
+129
+00:08:53,730 --> 00:08:57,830
+بدون أي high AC/A ratio. لو في refractive error،
+
+130
+00:08:57,830 --> 00:09:00,170
+hypermetropia كان، قلت أنا هذا عامل accommodation
+
+131
+00:09:00,170 --> 00:09:02,310
+على الـ near. لو حد بيعمل accommodation على الـ near،
+
+132
+00:09:02,310 --> 00:09:05,790
+تمام؟ طب هذا مش... مافيش refractive error، الموضوع
+
+133
+00:09:05,790 --> 00:09:10,310
+مش refractive esotropia. طيب، يمكن high AC/A
+
+134
+00:09:10,310 --> 00:09:13,070
+ratio. إحنا اتعلمنا إن إذا كان فيه فرق بين الـ near
+
+135
+00:09:13,070 --> 00:09:16,210
+و الـ distance، و الـ near أكثر في الـ eso، معناته high
+
+136
+00:09:16,210 --> 00:09:19,630
+AC/A ratio. قررت أقيّس له الـ AC/A ratio،
+
+137
+00:09:19,630 --> 00:09:23,010
+لقيتّه normal، و بعض الأحيان ممكن تلاقيه low. إذًا مش
+
+138
+00:09:23,010 --> 00:09:25,690
+high AC/A ratio. طيب، يمكن زيادة في الـ
+
+139
+00:09:25,690 --> 00:09:31,690
+convergence نتيجة إن near point of accommodation
+
+140
+00:09:31,690 --> 00:09:35,210
+ضعيفة. لقيتها normal near point of accommodation.
+
+141
+00:09:35,210 --> 00:09:39,730
+إذًا هذا تشخيص لحالة اسمه near esotropia. حالة جراحيّة،
+
+142
+00:09:39,730 --> 00:09:43,250
+حالة جراحية، مين اللي بيشتغل؟ مين العضلات اللي بتشتغل
+
+143
+00:09:43,250 --> 00:09:45,550
+على الـ near؟ الـ medial recti هي اللي بتعمل
+
+144
+00:09:45,550 --> 00:09:49,150
+convergence. فبالتالي برخي الـ medial recti، يعني
+
+145
+00:09:49,150 --> 00:09:52,390
+bilateral medial rectus recessions. إرخاء، بالتالي
+
+146
+00:09:52,390 --> 00:09:58,420
+بتحلّ ليه المشكلة. إذًا هذه الـ near esotropia. نيجي لشخص
+
+147
+00:09:58,420 --> 00:10:06,240
+آخر عنده الموضوع عكس اسمه، distance esotropia.
+
+148
+00:10:06,240 --> 00:10:11,540
+طبعًا الـ distance esotropia بتصيب الـ healthy young
+
+149
+00:10:11,540 --> 00:10:15,260
+adults، واللي غالبًا بيكونوا myopic، اللي غالبًا
+
+150
+00:10:15,260 --> 00:10:19,000
+بيكونوا myopic. إيش العلامات بتاعتها؟ أول علامة،
+
+151
+00:10:19,000 --> 00:10:22,760
+intermittent or constant esotropia for distance.
+
+152
+00:10:22,760 --> 00:10:25,240
+يعني انحراف على الـ distance، لما يتطلع على target
+
+153
+00:10:25,240 --> 00:10:31,940
+بعيد، انحراف، بيكون عنده intermittent or
+
+154
+00:10:31,940 --> 00:10:38,880
+constant esotropia. يعني هو بيتطلع على distant
+
+155
+00:10:38,880 --> 00:10:45,690
+target مثلًا، esotropia على الـ distance، orthophoria أو mild
+
+156
+00:10:45,690 --> 00:10:49,610
+eso، يعني
+
+157
+00:10:49,610 --> 00:10:57,070
+ممكن يكون orthophoria أو mild eso. طبعًا طالما في eso
+
+158
+00:10:57,070 --> 00:10:59,130
+على الـ distance، الـ distance لازم يشتغل الـ
+
+159
+00:10:59,130 --> 00:11:03,130
+divergence. ده أتأكد، هل هذا عنده divergence
+
+160
+00:11:03,130 --> 00:11:08,390
+insufficiency ولا لأ؟ طبعًا أجيت أنا فحصت الـ fusion،
+
+161
+00:11:08,390 --> 00:11:11,590
+الـ divergence amplitude، لقيتها في بعض الأحيان
+
+162
+00:11:11,590 --> 00:11:14,670
+reduced. طب ما الـ divergence insufficiency يكون عنده
+
+163
+00:11:14,670 --> 00:11:18,130
+فيه مشكلة في الـ divergence amplitude، ممكن تكون
+
+164
+00:11:18,130 --> 00:11:22,170
+ضعيفة، وممكن تكون معدومة، absent. تمام. هنا ممكن تكون
+
+165
+00:11:22,170 --> 00:11:25,870
+reduced. إذًا الموضوع مختلط، الـ answer عندي ممكن هذا
+
+166
+00:11:25,870 --> 00:11:30,010
+أشك فيه إنه divergence insufficiency، وممكن أشك في
+
+167
+00:11:30,010 --> 00:11:32,710
+إيش؟ طب إيش اللي بده يفرّج لي بين الـ divergence
+
+168
+00:11:32,710 --> 00:11:36,170
+insufficiency، والتشخيص اللي حكيناه عن الـ divergence
+
+169
+00:11:36,170 --> 00:11:40,310
+abnormalities. تمام. إيش اللي بده يفرّج لي بين الـ
+
+170
+00:11:40,310 --> 00:11:43,490
+distance esotropia و بين الـ divergence
+
+171
+00:11:43,490 --> 00:11:48,550
+insufficiency؟ absence of neurological disease. هناك
+
+172
+00:11:48,550 --> 00:11:52,450
+قلنا ممكن يكون neurological disease، ممكن يكون عندي
+
+173
+00:11:52,450 --> 00:11:57,990
+CVA، ممكن يكون عندي head trauma. تمام. هنا من ناحية
+
+174
+00:11:57,990 --> 00:12:01,250
+أمراض عصبية أو شغلة متعلقة بالـ central nervous
+
+175
+00:12:01,250 --> 00:12:05,770
+system سليم 100%. تمام. فبالتالي هذا عندي بيصف إيش؟
+
+176
+00:12:05,770 --> 00:12:10,690
+distance esotropia، distance esotropia. تمام. طيب،
+
+177
+00:12:10,690 --> 00:12:18,370
+distance esotropia، الحل
+
+223
+00:15:39,620 --> 00:15:42,640
+التالي اللي هو secondary أو sensory-isotropy
+
+224
+00:15:42,640 --> 00:15:47,560
+secondary أو sensory-isotropy ولما بنقول sensory
+
+225
+00:15:47,560 --> 00:15:50,800
+لما بنقول sensory معناته في شيء له علاقة في ال
+
+226
+00:15:50,800 --> 00:15:54,440
+vision يعني معناته الـ retinal image في العين اللي
+
+227
+00:15:54,440 --> 00:15:58,800
+فيها مشكلة بتكون blurred retinal image لسبب أو
+
+228
+00:15:58,800 --> 00:16:02,640
+لآخر زي cataract, corneal obesity, optic atrophy,
+
+229
+00:16:02,820 --> 00:16:07,500
+optic hypoblesiamacular scarring أو ما شابه تمام، و
+
+230
+00:16:07,500 --> 00:16:11,400
+ممكن يكون عنده retinoblastoma، و بالتالي ضروري جداً
+
+231
+00:16:11,400 --> 00:16:15,520
+وحكينا احنا في حوالي واحد وهنضل نحكي ونعيد أن الـ
+
+232
+00:16:15,520 --> 00:16:18,760
+fundus examination is mandatory in all strabismus
+
+233
+00:16:18,760 --> 00:16:24,740
+cases، ما فيش strabismus patient يعني بيفوت وبينفحص
+
+234
+00:16:24,740 --> 00:16:27,300
+وما بنفحصلوش الـ fundus examination، ما فحصناش الـ
+
+235
+00:16:27,300 --> 00:16:31,030
+fundus examination، معناته إيش؟ ما عملناش ولا حاجة، و
+
+236
+00:16:31,030 --> 00:16:35,370
+ربما تكون المشكلة يعني أكبر من موضوع اللي حول
+
+237
+00:16:35,370 --> 00:16:40,110
+فبالتالي بي... ينفحص كاملاً، ينفحص الـ fundus، و
+
+238
+00:16:40,110 --> 00:16:44,500
+بنشوف السبب هل ممكن إزالته؟ زي مثلاً الـ cataract أو
+
+239
+00:16:44,500 --> 00:16:48,280
+الـ corneal obesity، إذا مثلاً بيتم يعني زراعة قرنية
+
+240
+00:16:48,280 --> 00:16:52,720
+أو ما شابه، وبالتالي بنشوف بعد هيك الـ amblyopia كيف
+
+241
+00:16:52,720 --> 00:16:57,020
+وضعها تمام، بنعالجها بالقدر الممكن، وممكن لو ظل
+
+242
+00:16:57,020 --> 00:17:01,520
+residual squint يعني أنه... يعني تم جراحة لهذا الـ
+
+243
+00:17:01,520 --> 00:17:05,460
+squint، في حالات كتير اتحسنت بمجرد ما اتحسن الـ
+
+244
+00:17:05,460 --> 00:17:09,200
+vision أو زاوية الحول خفت بشكل ملحوظ جداً
+
+245
+00:17:09,200 --> 00:17:14,090
+وما اضطرناش نجري لها يعني جراحة، الموضوع التالي اللي
+
+246
+00:17:14,090 --> 00:17:17,890
+هو الـ consecutive esotropia، كلمة consecutive يعني
+
+247
+00:17:17,890 --> 00:17:21,250
+كان عنده حاجة مضادة للحاجة اللي موجودة يعني
+
+248
+00:17:21,250 --> 00:17:26,130
+consecutive eso معناته هذا كان exotropia تم إجراء
+
+249
+00:17:26,130 --> 00:17:29,930
+جراحته وصار over correction وبالتالي دخل في موضوع
+
+250
+00:17:29,930 --> 00:17:34,270
+الـ consecutive esotropia، طبعاً غالباً بتحدث
+
+251
+00:17:34,270 --> 00:17:40,330
+following surgery for intermittent exotropia، طبعاً
+
+252
+00:17:40,330 --> 00:17:46,060
+إذا حصلت عند طفل، بنتابعها... بنتابعها لمدة 6 أسابيع
+
+253
+00:17:46,060 --> 00:17:51,700
+إذا ظلت بعد الـ 6 أسابيع، طبعاً لابد أنّه إيش؟ تجرى
+
+254
+00:17:51,700 --> 00:17:55,540
+جراحه لتعديلها، عشان ترجع لوضع الـ ortho بقدر
+
+255
+00:17:55,540 --> 00:18:02,040
+الإمكان، طبعاً مش مسموح أنها تستمر أكتر من 6 أسابيع
+
+256
+00:18:02,040 --> 00:18:05,120
+يعني حتى... يعني نستعيد اللي هو الـ binocular single
+
+257
+00:18:05,120 --> 00:18:08,700
+vision، حتى نستعيد الـ binocular single vision، بعض
+
+258
+00:18:08,700 --> 00:18:14,830
+الأطباء بنصحهم بتغطية alternate occlusion يعني of
+
+259
+00:18:14,830 --> 00:18:19,230
+each eye separately عشان يعني ممكن يتخفف من الـ
+
+260
+00:18:19,230 --> 00:18:25,670
+consecutive esotropia، هذا نوع نادر، النوع التالي
+
+261
+00:18:25,670 --> 00:18:31,350
+نادر جداً، تمام، بنسمّيه Cyclic Cyclic Esotropia يعني
+
+262
+00:18:31,350 --> 00:18:34,870
+بيمر بلحظات أو بيمر يعني هي الـ... الـ... الـ... الـ
+
+263
+00:18:34,870 --> 00:18:38,650
+cycle عبارة عن يومين، ثمانية وأربعين ساعة، يوم
+
+264
+00:18:38,650 --> 00:18:43,550
+بيكون فيه Esotropia، واليوم الثاني بيكون فيه Ortho
+
+265
+00:18:43,550 --> 00:18:47,450
+تمام، اليوم الثالث Eso، اليوم الرابع Ortho وهكذا
+
+266
+00:18:47,450 --> 00:18:51,290
+تمام، طبعاً بيكون عنده يعني very rare condition
+
+267
+00:18:51,290 --> 00:18:54,510
+alternating manifest Esotropia with suppression
+
+268
+00:18:55,580 --> 00:18:59,380
+يعني لما يكون ISO بتكون العين الـ ISO sub rest تمام
+
+269
+00:18:59,380 --> 00:19:02,620
+وعين fixated تمام، اليوم الثاني الاثنتين بيكونوا
+
+270
+00:19:02,620 --> 00:19:06,560
+straight، الاثنتين بيكونوا straight وبالتالي بيكون
+
+271
+00:19:06,560 --> 00:19:09,800
+عندي binocular single vision، اليوم الثالث بنرجع
+
+272
+00:19:09,800 --> 00:19:14,830
+لنفس قضية اليوم الأول بالظبط، بالتبادل، في هذه اللي
+
+273
+00:19:14,830 --> 00:19:19,870
+بيسمّوها الـ cycle، طبعاً هذا الوضع ممكن يستمر لأشهر، و
+
+274
+00:19:19,870 --> 00:19:25,310
+لسنوات، وممكن بعد هيك يتحول لـ constant esotropia
+
+275
+00:19:25,310 --> 00:19:28,930
+يعني خلاص يصير على طول ما فيش يعني تبادل Ortho مع
+
+276
+00:19:28,930 --> 00:19:32,690
+Eso، Ortho مع Eso، تمام؟ بتتحول لـ constant esotropia
+
+277
+00:19:32,690 --> 00:19:38,270
+و بتتطلب surgery، يعني كتير من الدراسات بتقول أنّه لو
+
+278
+00:19:38,270 --> 00:19:42,110
+أنا أجريت جراحة في الـ intermittent phase، التبادل
+
+279
+00:19:42,110 --> 00:19:44,970
+...يعني في المرحلة التبادلية، عادي جداً، وبتكون
+
+280
+00:19:44,970 --> 00:19:48,310
+curative عادةً، curative يعني بتنهي المشكلة يعني
+
+281
+00:19:48,310 --> 00:19:52,630
+ما بنستنى أنا لما تصير... تثبت على constant easily
+
+282
+00:19:52,630 --> 00:19:56,330
+أنا ممكن تأخذ سنوات يعني من عمر الطفل وهو يوم في
+
+283
+00:19:56,330 --> 00:19:58,970
+مشكلة، واليوم الثاني طبيعي، واليوم الثالث في مشكلة
+
+284
+00:20:00,350 --> 00:20:03,990
+مش معروفة السبب، مش معروفة السبب، تمام، في كتير من
+
+285
+00:20:03,990 --> 00:20:08,370
+الحاجات يعني مش معروفة السبب، تمام، بس العلاج معروف
+
+286
+00:20:08,370 --> 00:20:12,730
+ويعني متفق عليه، العلاج معروف و evidence based
+
+287
+00:20:12,730 --> 00:20:18,630
+يعني طيب، في حاجة بيسمّوها basic esotropia، basic
+
+288
+00:20:18,630 --> 00:20:24,350
+esotropia، basic
+
+289
+00:20:24,350 --> 00:20:26,210
+esotropia
+
+290
+00:20:29,950 --> 00:20:34,550
+الـ basic esotropia بتبدأ بعد 6 شهور من العمر
+
+291
+00:20:34,550 --> 00:20:39,310
+ما أقدرش
+
+292
+00:20:39,310 --> 00:20:43,950
+أسمّيها early onset esotropia، تمام؟ no refractive
+
+293
+00:20:43,950 --> 00:20:47,410
+error، لو
+
+294
+00:20:47,410 --> 00:20:49,850
+في refractive error ممكن أسمّيها accommodative
+
+295
+00:20:49,850 --> 00:20:53,750
+تمام؟
+
+296
+00:20:53,750 --> 00:20:58,060
+الـ near تساوي الـ distance، ما أقدرش أسمّيها لا near eso
+
+297
+00:20:58,060 --> 00:21:01,960
+tropia ولا distance eso tropia، الـ ocular motility
+
+298
+00:21:01,960 --> 00:21:08,180
+ما فيش فيها مشكلة، والـ AC/A ratio طبيعي
+
+299
+00:21:08,180 --> 00:21:12,920
+الآن
+
+300
+00:21:12,920 --> 00:21:18,900
+الحل بتاعها جراحي، الحل بتاعها جراحي، بس في نقطة ما
+
+301
+00:21:18,900 --> 00:21:24,970
+نذكرها، يعني بعض الأطباء بالنسبة لهذا النوع من الـ
+
+302
+00:21:24,970 --> 00:21:31,550
+Esotropia بيجروا حاجة بيسمّوها Prism Adaptation
+
+303
+00:21:31,550 --> 00:21:36,150
+Test، بمعنى لو في refractive error معين بده تصليح
+
+304
+00:21:36,150 --> 00:21:45,610
+بيصلّحوه، وبيجيبوا زاوية الحول اللي ضلت، تمام، و
+
+305
+00:21:45,610 --> 00:21:49,530
+هو لابس النضارة، نفرض لابس نضارة مثلاً 2.5، 2.5 مش
+
+306
+00:21:49,530 --> 00:21:53,620
+significant refractive error، تمام، يعني صلّحت لها شوية
+
+307
+00:21:53,620 --> 00:21:58,560
+صغيرة جداً، تمام، وإجت الباقي بيحطّوا Fresnel prism
+
+308
+00:21:58,560 --> 00:22:05,440
+...Fresnel، عفواً، لازم يكون تمام، بيحطّوا Fresnel
+
+309
+00:22:05,440 --> 00:22:11,060
+prism، طبعاً الـ apex باتجاه إيش؟ باتجاه زاوية
+
+310
+00:22:11,060 --> 00:22:13,800
+الحول، تمام، بيحطّوا Fresnel prism
+
+311
+00:22:17,260 --> 00:22:21,200
+عشان يصلّحوا ما تبقى من حول، تمام؟ يعني نفرض
+
+312
+00:22:21,200 --> 00:22:26,860
+النضارة صلّحت 20% من الـ 30 بريزم ديوبتر، والـ 80%
+
+313
+00:22:26,860 --> 00:22:31,380
+بحطّ على الـ frame الـ prism اللي تصلّحها، برجع المريض
+
+314
+00:22:31,380 --> 00:22:37,290
+بعد أسبوعين مثلاً، بلاحظ أن زاوية الحول وهو لابس
+
+315
+00:22:37,290 --> 00:22:40,410
+النضارة ومعها الـ stick on أو الـ Fresnel prism
+
+316
+00:22:40,410 --> 00:22:43,790
+تمام، الـ stick on prism، بلاحظ لسه فيه زاوية يتحول
+
+317
+00:22:43,790 --> 00:22:49,710
+أكثر وهو لابس، تمام، بقى جوه الـ prism كمان، فبتسمّى
+
+318
+00:22:49,710 --> 00:22:53,910
+المريض eats up prisms، تمام، كأنّ عينه بتأكل الـ
+
+319
+00:22:53,910 --> 00:22:57,550
+prismات، تمام، يعني بتاخد تستوعب الـ prismات، تمام
+
+320
+00:22:57,550 --> 00:23:01,250
+لغاية ما نصل ل... لـ maximum الـ prism، اللي بعديه في
+
+321
+00:23:01,250 --> 00:23:06,870
+الزيارة التالية، تمام، ما فيش زيادة، ليش بيعملوها بعض
+
+322
+00:23:06,870 --> 00:23:10,010
+الـ ophthalmologists؟ عشان ما يصيرش under correction
+
+323
+00:23:10,010 --> 00:23:14,110
+أنت تتفاجأ أنّه عملت له جراحة، تمام، وممكن أنت تعملي
+
+324
+00:23:14,110 --> 00:23:16,330
+على القياس الأول اللي هو الـ 30، تتفاجأ أنّه
+
+325
+00:23:16,330 --> 00:23:20,330
+حقيقة مش 30، أكثر، يعني ممكن تضطري تعملي على
+
+326
+00:23:20,330 --> 00:23:25,450
+50، بدل ما نضطر نعمل جراحتين، تمام، بنخليه ياخد
+
+327
+00:23:25,450 --> 00:23:29,070
+prismات قدر ما يستطيع، high لـ plus 2.5 على
+
+328
+00:23:29,070 --> 00:23:33,780
+سبيل المثال، أمام كل عين، الزاوية نزلت من 30
+
+329
+00:23:33,780 --> 00:23:37,220
+لـ 25 أو لـ 20، تمام؟ الـ 20 الباقيين حطّيت له
+
+330
+00:23:37,220 --> 00:23:41,120
+Fresnel prism، رجعته بعد أسبوعين، أجيت له بالنضارة مع
+
+331
+00:23:41,120 --> 00:23:44,460
+الـ prisms، لقيت لسه فيه ضايل 10 فوق اللي هو
+
+332
+00:23:44,460 --> 00:23:48,240
+لابسه، بقى... بقى أشيل الـ 20 prism Fresnel وأبدأ أحطّ
+
+333
+00:23:48,240 --> 00:23:51,620
+أنا الـ 30 كمثال، تمام؟ لغاية ما ياخد الـ maximum
+
+334
+00:23:51,620 --> 00:23:55,360
+يتشبّع بالـ prisms، وبعدين ما يصيرش أي movement في
+
+335
+00:23:55,360 --> 00:24:00,120
+الحركة، بيصير قوة الـ prism تمام، مع النضارة، قد إيش مسلّحة
+
+336
+00:24:00,120 --> 00:24:03,180
+حولها، هذا total قياس الحول اللي لازم يشغل عليه
+
+337
+00:24:03,180 --> 00:24:07,120
+عشان ما يصيرش إيش؟ under correction، اضطر لإجراء
+
+338
+00:24:07,120 --> 00:24:11,020
+عملية ثانية، إذا ملاحظين الـ basic esotropia نفس الـ
+
+339
+00:24:11,020 --> 00:24:16,170
+early onset، اللهمّ الفرق الوحيد بعد 6 شهور من العمر
+
+340
+00:24:16,170 --> 00:24:19,990
+هذيك within the first six months of life، هيك احنا
+
+341
+00:24:19,990 --> 00:24:23,210
+بن... تقريباً بنبدأ نحكي عن حاجة واحدة very
+
+342
+00:24:23,210 --> 00:24:27,510
+interesting، very interesting، حاجة بيسمّوها heavy
+
+343
+00:24:27,510 --> 00:24:33,510
+eye syndrome أو لها اسم ثاني، اسمها heavy eye
+
+344
+00:24:33,510 --> 00:24:38,110
+syndrome، لها
+
+345
+00:24:38,110 --> 00:24:40,870
+اسم ثاني، high myopia esotropia syndrome
+
+346
+00:24:46,300 --> 00:24:50,520
+حتى علاجها very interesting، تمام، الـ... الـ myopic
+
+347
+00:24:50,520 --> 00:24:56,220
+eye بتكون long ولا short؟ long، طيب الـ elongation
+
+348
+00:24:56,220 --> 00:24:58,820
+يعني في حد بيسمّيها progressive myopia، الـ elongation
+
+349
+00:24:58,820 --> 00:25:02,560
+...الـ elongation بتتم لبرا ولا في الـ orbit ولا هي
+
+350
+00:25:02,560 --> 00:25:03,940
+بتتضخم لجوة؟
+
+351
+00:25:06,870 --> 00:25:11,150
+هو بالغالب بيتم لجوة، بالغالب بيتم لجوة، تمام، أو
+
+352
+00:25:11,150 --> 00:25:14,750
+بيتم في جميع الاتجاهات، بضمنها الاتجاه اللي هو للداخل
+
+353
+00:25:14,750 --> 00:25:18,870
+بتاع الـ orbit، معروف أن العضلات تحيط اللي هو بالذات
+
+354
+00:25:18,870 --> 00:25:24,970
+الـ rectus muscles، تحيط بالعين من أربع جهات، تمام
+
+355
+00:25:24,970 --> 00:25:30,510
+الآن، لما يصير عندي elongation للجلوب، تمام، و
+
+356
+00:25:30,510 --> 00:25:34,110
+cupor للجلوب بيصير
+
+357
+00:25:35,510 --> 00:25:39,050
+بيصير موضع الـ muscle pulley بتاع الـ superior
+
+358
+00:25:39,050 --> 00:25:42,130
+rectus والـ lateral rectus مش في موقعه الصحيح
+
+359
+00:25:42,130 --> 00:25:49,790
+نتيجة أنّه الـ globe حجمها بيكبر، تمام، فبيصير انحراف
+
+360
+00:25:49,790 --> 00:25:53,470
+للـ superior rectus، لجسم الـ superior rectus، هي
+
+361
+00:25:53,470 --> 00:25:57,290
+القرنية، المفروض الـ superior rectus تيجي هنا، والـ
+
+362
+00:25:57,290 --> 00:26:00,090
+medial rectus هنا، هي الأنف، والـ inferior rectus
+
+363
+00:26:00,090 --> 00:26:05,840
+هنا، والـ lateral rectus هنا، تمام، الـ globe بتكبر من
+
+364
+00:26:05,840 --> 00:26:12,560
+ورا، جاية من الـ annulus of Zinn من ورا... الـ annulus
+
+365
+00:26:12,560 --> 00:26:15,880
+of Zinn، مش سامح لها تكبر باتجاهه، فهي لازم يصير لها
+
+366
+00:26:15,880 --> 00:26:22,360
+ميلان أو إزاحة، فهي بتحرف الـ superior rectus لجوة
+
+367
+00:26:22,360 --> 00:26:25,500
+نازلة، والـ lateral rectus
+
+368
+00:26:27,950 --> 00:26:31,670
+inferiorly، تمام، ناحية اللي هادا، وبيصير عندها واسع
+
+369
+00:26:31,670 --> 00:26:35,830
+هنا، فبيصير bulging من الخلف، طالما الـ back of the
+
+370
+00:26:35,830 --> 00:26:41,890
+eye راح laterally وفوق، laterally وفوق، فهتكون هي
+
+371
+00:26:41,890 --> 00:26:46,830
+نازلة وشوية hypotropia، تمام، السبب في ذلك mechanical
+
+372
+00:26:46,830 --> 00:26:50,570
+السبب في ذلك mechanical، الـ globe مش لاقية واسع في
+
+373
+00:26:50,570 --> 00:26:55,730
+الـ orbit، فلو هتتّزوج direct لورا، مش قادرة، هتتّزوج ليش؟
+
+374
+00:26:55,730 --> 00:26:59,470
+لأنّه فيه إيش؟ الـ annulus of Zinn، وفيه الـ
+
+375
+00:26:59,470 --> 00:27:03,680
+muscle، كل ما له ورا بيدي... بيدفع... لأنه الـ annulus
+
+376
+00:27:03,680 --> 00:27:07,080
+of Zinn تتفرع منه الـ muscles وبتبعد عن بعضها عشان
+
+377
+00:27:07,080 --> 00:27:11,380
+تحيط بالـ globe، تمام؟ الآن، لورا ضيق، فهي بدها يصير
+
+378
+00:27:11,380 --> 00:27:15,820
+لها herniation أو افتراج لناحية معينة، فبتطلع الـ
+
+379
+00:27:15,820 --> 00:27:20,540
+back of the eye بيطلع وبيبرز من ورا بين الـ
+
+380
+00:27:20,540 --> 00:27:23,980
+superior rectus والـ lateral rectus، طالما الـ back
+
+381
+00:27:23,980 --> 00:27:27,420
+of the eye راح laterally and superiorly، تمام؟
+
+382
+00:27:27,420 --> 00:27:31,440
+معناته الـ anterior هيروح medial eso، وشويه...
+
+383
+00:27:31,920 --> 00:27:35,720
+hypotropia، لما ألاقي high myopia عنده eso
+
+384
+00:27:35,720 --> 00:27:41,160
+tropia و hypotropia، بشك أنا في موضوع الـ إيش؟ الـ
+
+385
+00:27:41,160 --> 00:27:44,460
+heavy eye syndrome أو الـ high myopia eso tropia
+
+386
+00:27:44,460 --> 00:27:49,620
+syndrome، في فحص ضروري جداً، أساسي، بدون أنّه ما أقدرش أحطّ
+
+387
+00:27:49,620 --> 00:27:53,540
+التشخيص هذا، الفحص اللي هو الرنين المغناطيسي، الـ MRI
+
+388
+00:27:53,540 --> 00:27:59,270
+scanning، بياخد مقطع بيسمّوه coronal section، coronal
+
+389
+00:27:59,270 --> 00:28:03,970
+section، يعني مقطع بالشكل هيك، تاجي، مقطع تاجي
+
+390
+00:28:03,970 --> 00:28:09,970
+فبتبين الـ orbit عندي زي هيك، تمام، وبيبين مقطع في
+
+391
+00:28:09,970 --> 00:28:13,550
+الـ... في الـ globe، وبتبين الـ superior rectus مزاحة
+
+392
+00:28:13,550 --> 00:28:19,260
+زي هيك، وهي الـ medial rectus، الـ medial rectus والـ
+
+393
+00:28:19,260 --> 00:28:23,180
+inferior rectus موضعهم سليم، تمام، الـ lateral rectus
+
+394
+00:28:23,180 --> 00:28:26,
\ No newline at end of file
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/s9KoWt-kvq0_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/s9KoWt-kvq0_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..cb79f62dfbcc9dbc46c5c8ce774ddf589ed6781e
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/s9KoWt-kvq0_postprocess.srt
@@ -0,0 +1,1672 @@
+1
+00:00:20,810 --> 00:00:25,650
+بسم الله الرحمن الرحيم المرة اللي فاتت طبعا شرحنا
+
+2
+00:00:25,650 --> 00:00:27,550
+اللي هو ال accommodative esotropia بأنواعها
+
+3
+00:00:27,550 --> 00:00:32,970
+المختلفة قلنا في منها refractive و non refractive
+
+4
+00:00:32,970 --> 00:00:36,390
+و mixed و ال refractive قلنا فيه fully
+
+5
+00:00:36,390 --> 00:00:39,350
+accommodative و partially accommodative حسب
+
+6
+00:00:39,350 --> 00:00:42,910
+الاستجابة للعلاج اللي هو بالنضارة ال non
+
+7
+00:00:42,910 --> 00:00:46,510
+refractive قلنا بيكون عندنا high A C على A ratio و
+
+8
+00:00:46,510 --> 00:00:52,050
+بالتالي بيقسم لنوعين high A C على A ratiodue to
+
+9
+00:00:52,050 --> 00:00:57,790
+increased او excessive convergence نعم و النوع
+
+10
+00:00:57,790 --> 00:01:00,970
+التاني hypo accommodative convergence excess
+
+11
+00:01:00,970 --> 00:01:04,550
+الفارق بينهم فقط في ال near point of accommodation
+
+12
+00:01:04,550 --> 00:01:08,390
+طبعا العلاج الأمثل لل non refractive هو ال bifocal
+
+13
+00:01:08,390 --> 00:01:13,080
+glassesبس لما يكون عندى ال AC على ايه ratio عالى
+
+14
+00:01:13,080 --> 00:01:18,100
+كتير ال surgery ممكن تحل المشكلة و تخلي يعني يرجع
+
+15
+00:01:18,100 --> 00:01:21,620
+او يصير normalization لل AC على ايه ratio ال mix
+
+16
+00:01:21,620 --> 00:01:25,200
+طبعا بدوه علاج mix طبعا عبارة عن علاج refractive و
+
+17
+00:01:25,200 --> 00:01:29,260
+non refractive تمام فبالتالي هذا القضية يعني
+
+18
+00:01:29,260 --> 00:01:33,940
+شرحناها اليوم بنكمل بجيه انواع اللي هو ال .. ال
+
+19
+00:01:33,940 --> 00:01:38,170
+esotropiaويعني هناخد في البداية اللي هو ال
+
+20
+00:01:38,170 --> 00:01:41,250
+microtropia اللي مرت علينا في عدة مناسبات في حوال
+
+21
+00:01:41,250 --> 00:01:44,410
+واحد ال microtropia اللي كان اسمها زمان mono
+
+22
+00:01:44,410 --> 00:01:49,030
+fixation syndrome هي يعني أحد يعني أنواع ال
+
+23
+00:01:49,030 --> 00:01:52,890
+isotropia بس ممكن تكون يعني تتاب على أنواع تانية
+
+24
+00:01:52,890 --> 00:01:58,990
+بمعنى ال microtropia مابنحطش كتشخيص هو عبارة عن
+
+25
+00:01:58,990 --> 00:02:04,090
+توصيف لوضع معين وصل إليه المريض بمعنىالإنسان كان
+
+26
+00:02:04,090 --> 00:02:09,590
+عنده مثلا early onset esotropia early onset
+
+27
+00:02:09,590 --> 00:02:15,390
+esotropia يعني هذا تشخيصه الأساسي و سوى جراحة و
+
+28
+00:02:15,390 --> 00:02:20,130
+بعد الجراحة عدلت العين مثلا من أربعين prism صارت
+
+29
+00:02:20,130 --> 00:02:23,830
+مثلا سبعة أو ستة prism هو مارجع لل biphovial
+
+30
+00:02:23,830 --> 00:02:28,950
+fixation تماما مارجعش لوضع الصفر بس هو اتحول من
+
+31
+00:02:29,340 --> 00:02:33,940
+يعني إيزو تروبيا كبيرة لمايكرو تروبيا لسندروم
+
+32
+00:02:33,940 --> 00:02:38,160
+بنسمي اللي هو ال microtropia syndrome فبالتالي وصف
+
+33
+00:02:38,160 --> 00:02:41,000
+حالته أنه دخل في ال microtropia بس تشخيصه الرئيس
+
+34
+00:02:41,000 --> 00:02:45,320
+هو بالأساس early onset إيزو تروبياأيضا ليش بنقول
+
+35
+00:02:45,320 --> 00:02:49,780
+عن ال microtopia عبارة عن توصيف و ليست تشخيص الناس
+
+36
+00:02:49,780 --> 00:02:52,460
+اللي عندها accommodative esotropia ال fully
+
+37
+00:02:52,460 --> 00:02:55,220
+accommodative esotropia مش بالضروري ال fully
+
+38
+00:02:55,220 --> 00:02:58,840
+accommodative esotropia لما يلبس النضارة يصير صفر
+
+39
+00:02:58,840 --> 00:03:02,930
+القياس عندهمممكن يتحول القياس من مثلا تلاتين بريزم
+
+40
+00:03:02,930 --> 00:03:06,810
+أو خمسة و تلاتين بريزم مثلا ينزل لتمانية او ستة او
+
+41
+00:03:06,810 --> 00:03:09,850
+اربعة هو مارج على الصفر اذا هو اتحول من
+
+42
+00:03:09,850 --> 00:03:12,890
+accommodative esotropia صفة في وضع اسمه
+
+43
+00:03:12,890 --> 00:03:16,670
+microtropia ليس تشخيصه انما التوصيف للحالة اللى
+
+44
+00:03:16,670 --> 00:03:22,350
+وصل اليها المريض فبالتالي ايش الصفات اللى بتصير او
+
+45
+00:03:22,350 --> 00:03:24,690
+العلامات اللى بقدر اعرف ان المريض هذا عنده
+
+46
+00:03:24,690 --> 00:03:29,670
+microtropiavery small angle strabismus أقل عادة من
+
+47
+00:03:29,670 --> 00:03:34,730
+تمانية بريزم ديوبتر ممكن تكون ملاحظة أو مش ملاحظة
+
+48
+00:03:34,730 --> 00:03:36,830
+على ال cover testing هاي أول علامة يعني لما
+
+49
+00:03:36,830 --> 00:03:40,210
+ماعملوا cover test ممكن مايلاحظش هذه الاتروبيا
+
+50
+00:03:40,210 --> 00:03:43,770
+تمام تاني حاجة طالما في عندي small angle squint
+
+51
+00:03:43,770 --> 00:03:48,310
+معناته مافيش bifovial fixation طب إيش فيه أنه بدل
+
+52
+00:03:48,310 --> 00:03:52,360
+ال bifovial fixation العين بتركز بالفوفياوعين
+
+53
+00:03:52,360 --> 00:03:57,920
+هتركز ب extra foveal area فبتصير عندى بال fovea of
+
+54
+00:03:57,920 --> 00:04:00,360
+the squinting eye بيصير فيه عندى central
+
+55
+00:04:00,360 --> 00:04:04,020
+suppression scotoma central suppression scotoma
+
+56
+00:04:04,020 --> 00:04:09,960
+وهذا الوضع بما انه ثابت وبسيط بما انه ثابت وبسيط
+
+57
+00:04:09,960 --> 00:04:12,500
+بالظبط بيصير عندى أنا abnormal retinal
+
+58
+00:04:12,500 --> 00:04:15,970
+correspondence هذه أحسن حالة يصير فيها عندهاأو
+
+59
+00:04:15,970 --> 00:04:18,510
+يتطور عندها اللي هو ال abnormal retinal
+
+60
+00:04:18,510 --> 00:04:21,030
+correspondence و اللي حكينا عنه أنه positive
+
+61
+00:04:21,030 --> 00:04:24,170
+adaptation to strabismus positive adaptation to
+
+62
+00:04:24,170 --> 00:04:28,770
+strabismus بعض المرضى أو كتير من المرضى بيكون
+
+63
+00:04:28,770 --> 00:04:32,450
+عندهم associations يعني حاجات مرافقة لقضية ال
+
+64
+00:04:32,450 --> 00:04:35,070
+microtropia اللي هي ال anisometropia و ال
+
+65
+00:04:35,070 --> 00:04:38,870
+anisometropic ampliopia يعني ممكن تكون ال
+
+66
+00:04:38,870 --> 00:04:42,850
+anisometropia بشكل hypermetropic anisometropiaأو
+
+67
+00:04:42,850 --> 00:04:45,570
+hypermetropic astigmatism ممكن تكون مصاحبة ب
+
+68
+00:04:45,570 --> 00:04:49,530
+amblyopia طبعا هل بيشكي من أعراض؟ لأ مابيشكيش من
+
+69
+00:04:49,530 --> 00:04:53,550
+أعراض لا cosmetically ولا أعراض بتخص الدبلوبيا أو
+
+70
+00:04:53,550 --> 00:04:56,510
+blurring of vision أو أستنوبيا أو ما شابه إذا
+
+71
+00:04:56,510 --> 00:05:00,270
+المريض وضعه stable بضل احنا إيش التدخل اللي ممكن
+
+72
+00:05:00,270 --> 00:05:04,450
+نعمله إياه؟ إنه نعالج ال anisometropia ونعالج ال
+
+73
+00:05:04,450 --> 00:05:07,710
+amblyopia إذا وجدت بواسطة اللي هو ال batching يعني
+
+74
+00:05:07,710 --> 00:05:12,450
+حسب ما هو يعني مناسب لوضع هذاالمرضى، اذا ال
+
+75
+00:05:12,450 --> 00:05:16,250
+treatment involves correction of refractive errors
+
+76
+00:05:16,250 --> 00:05:20,410
+and occlusion for amblyopia as indicated طبعا
+
+77
+00:05:20,410 --> 00:05:23,550
+غالبية الناس اللي عندها ال microotropia بيبقى
+
+78
+00:05:23,550 --> 00:05:26,710
+symptom free يعني مابيعانيش من أي أعراض و
+
+79
+00:05:26,710 --> 00:05:29,890
+cosmetically well و acceptable لأن ال microotropia
+
+80
+00:05:29,890 --> 00:05:34,710
+عبارة عن يعني very small angle مش ملاحظة يعني عند
+
+81
+00:05:34,710 --> 00:05:39,920
+الكثيرين مش ملاحظة عند الكثيرين طيبجراحة بيلزموه؟
+
+82
+00:05:39,920 --> 00:05:43,140
+طبعا مابيلزموش جراحة، مابيلزموش جراحة احنا اذا
+
+83
+00:05:43,140 --> 00:05:46,860
+بتذكروا انه حكينا في ال early onset esotropia ايش
+
+84
+00:05:46,860 --> 00:05:49,820
+ال satisfactory result للجراحة بتاعة ال early
+
+85
+00:05:49,820 --> 00:05:52,260
+onset؟ انه يصل لـmicrotropia، اذا وصل
+
+86
+00:05:52,260 --> 00:05:57,410
+لـmicrotropia تعتبر العملية ايش؟ ناجحة جدانيجي
+
+87
+00:05:57,410 --> 00:06:01,690
+الآن لبعض الأنواع بتاعة ال esotropia عشان نكمل
+
+88
+00:06:01,690 --> 00:06:05,390
+موضوع ال esotropia و اللي بدها بس ملاحظات بسيطة
+
+89
+00:06:05,390 --> 00:06:09,410
+جدا نه نيجي حاجة بيسموها near esotropia إيش بنفهم
+
+90
+00:06:09,410 --> 00:06:13,150
+ال near esotropia يعني esotropia على ال near
+
+91
+00:06:13,150 --> 00:06:17,610
+معناته ال distance ممكن يكون mild eso أو يكون
+
+92
+00:06:17,610 --> 00:06:20,970
+ortho تمام؟ طب إحنا قلنا إذا في فرق بين ال
+
+93
+00:06:20,970 --> 00:06:25,550
+distance و ال nearبيكون عندى high AC على A ratio
+
+94
+00:06:25,550 --> 00:06:29,450
+طب هدول ليش انا فصلتهم في تشريح سلحان ماقولتش هدول
+
+95
+00:06:29,450 --> 00:06:33,160
+من ضمن ال non refractive accommodative esotropiaفي
+
+96
+00:06:33,160 --> 00:06:36,680
+علامات .. في علامات خلتني أفصلهم يا ترى إيش هذه
+
+97
+00:06:36,680 --> 00:06:40,120
+العلامات إحنا قولنا أي إنسان .. أي إنسان عنده
+
+98
+00:06:40,120 --> 00:06:44,220
+إيزوتروبيا و ال .. و الإيزو على .. على النير أكتر
+
+99
+00:06:44,220 --> 00:06:47,400
+بكتير من ال distance معناته لازم أشك إنه عنده AC
+
+100
+00:06:47,400 --> 00:06:50,940
+على A ريشيو عالي و طالما AC على A ريشيو عالي
+
+101
+00:06:50,940 --> 00:06:54,060
+معناته في عنده accommodative إيزوتروبيا non
+
+102
+00:06:54,060 --> 00:06:56,880
+refractive إذا نضافلها لـhypermetropia معناته
+
+103
+00:06:56,880 --> 00:07:01,980
+بتصير mixed refractive مع high AC على A ريشيو إحنا
+
+104
+00:07:01,980 --> 00:07:10,050
+هنا إنسانإيجي علنا بالوضع التالي نفرض سين إنسان
+
+105
+00:07:10,050 --> 00:07:17,170
+سين عمره مثلا خمس سنوات إيجي بإيزوتروبيا نفرض على
+
+106
+00:07:17,170 --> 00:07:20,590
+ال distance اتنين prism يعني not significant يعني
+
+107
+00:07:20,590 --> 00:07:24,690
+وعلى ال near مثلا عشرين prism أول حاجة بشك فيها
+
+108
+00:07:24,690 --> 00:07:29,770
+أنه عندي high EC على A ratioقلنا بدنا نجيس ال ac
+
+109
+00:07:29,770 --> 00:07:32,490
+على a ratio زي ما درسنا في العملية بوسيلة من
+
+110
+00:07:32,490 --> 00:07:36,470
+الوسائل بال gradient method او اللي هو ال graphic
+
+111
+00:07:36,470 --> 00:07:40,450
+method طلع ال ac على a ratio عنده اتنين و نص لواحد
+
+112
+00:07:40,450 --> 00:07:44,150
+هل هذا high ac على a ratio بالعكس هذا له يعتبر
+
+113
+00:07:44,150 --> 00:07:49,310
+تمام واحد تاني جثناه طلع تلاتة لواحد normal ac على
+
+114
+00:07:49,310 --> 00:07:55,650
+a ratio تمام اذا هذا مش قضية انه high ac على a
+
+115
+00:07:55,650 --> 00:07:59,850
+ratioطيب قلت يمكن hypo-accomodative يمكن ال
+
+116
+00:07:59,850 --> 00:08:02,610
+convergence عنده normal بس hypo-accomodative ال
+
+117
+00:08:02,610 --> 00:08:05,970
+near point of accommodation جستله إياها لجتها
+
+118
+00:08:05,970 --> 00:08:11,030
+normal، لذا هذا المريض مانفعش أحطه تحت
+
+119
+00:08:11,030 --> 00:08:15,910
+accommodative esotropia تحت band non refractive،
+
+120
+00:08:15,910 --> 00:08:18,890
+يعني تحت ال high AC على A ratio، ليش مانفعش أحطه؟
+
+121
+00:08:19,700 --> 00:08:22,800
+لأنه لا في عنده high AC على A ريشيو ولا عنده high
+
+122
+00:08:22,800 --> 00:08:28,540
+بو اكموداتيف convergence excess تمام؟ اذا normal
+
+123
+00:08:28,540 --> 00:08:32,660
+near point of accommodation مع ال isotropia على ال
+
+124
+00:08:32,660 --> 00:08:37,900
+near بس normal على ال .. او low AC على A ريشيو و
+
+125
+00:08:37,900 --> 00:08:40,600
+orthophoria او small isophoria على ال distance
+
+126
+00:08:40,600 --> 00:08:44,260
+تمام؟ مع binocular single vision اذا هذا بيظل
+
+127
+00:08:44,260 --> 00:08:49,670
+تشخيصه فقط near isotropiaنير إيزو تروبيا يفهم منها
+
+128
+00:08:49,670 --> 00:08:53,730
+إنها إيزو تروبيا عن نير بدون أي refractive error
+
+129
+00:08:53,730 --> 00:08:57,830
+بدون أي high AC على A ratio لو في refractive error
+
+130
+00:08:57,830 --> 00:09:00,170
+هيبرمي تروبيا كان، قلت أنا هذا عامل accommodation
+
+131
+00:09:00,170 --> 00:09:02,310
+على النير لو حد بعمل accommodation على النير،
+
+132
+00:09:02,310 --> 00:09:05,790
+تمام؟ طب هذا مش .. مافيش refractive error الموضوع
+
+133
+00:09:05,790 --> 00:09:10,310
+مش refractive إيزو تروبياطيب يمكن high ac على a
+
+134
+00:09:10,310 --> 00:09:13,070
+ratio احنا اتعلمنا ان اذا كان فيه فرق بين ال near
+
+135
+00:09:13,070 --> 00:09:16,210
+وال distance و ال near اكتر في ال a زي معناته high
+
+136
+00:09:16,210 --> 00:09:19,630
+ac على a ratio قررت اقيص له ال ac على a ratio
+
+137
+00:09:19,630 --> 00:09:23,010
+لجهته normal و بعض الأحيان ممكن تلاقيه low اذا مش
+
+138
+00:09:23,010 --> 00:09:25,690
+high ac على a ratio طيب يمكن زيادة في ال
+
+139
+00:09:25,690 --> 00:09:31,690
+convergence نتيجة انهnear point of accommodation
+
+140
+00:09:31,690 --> 00:09:35,210
+ضعيفة لقيتها normal near point of accommodation
+
+141
+00:09:35,210 --> 00:09:39,730
+إذا هذا تشخيص لحاله اسمه near-isotropy حاله جراحي
+
+142
+00:09:39,730 --> 00:09:43,250
+حاله جراحي مين اللي بيشتغل مين العضلات اللي بتشتغل
+
+143
+00:09:43,250 --> 00:09:45,550
+على ال near ال media recti هي اللي بتعمل
+
+144
+00:09:45,550 --> 00:09:49,150
+convergence فبالتالي بقى رخي ال media recti يعني
+
+145
+00:09:49,150 --> 00:09:52,390
+bilateral media rectus recessions ارخاء بالتالي
+
+146
+00:09:52,390 --> 00:09:58,420
+بتحلل ليه المشكلة إذا هذه ال near-isotropyنيجي شخص
+
+147
+00:09:58,420 --> 00:10:06,240
+آخر عنده الموضوع عكس اسمه distance إيش إيزوتروبيا
+
+148
+00:10:06,240 --> 00:10:11,540
+طبعا ال distance إيزوتروبيا بتصيب ال healthy young
+
+149
+00:10:11,540 --> 00:10:15,260
+adultsواللي غالبا بيكونوا myopic اللي غالبا
+
+150
+00:10:15,260 --> 00:10:19,000
+بيكونوا myopic ايش العلامات بتاعتها اول علامة
+
+151
+00:10:19,000 --> 00:10:22,760
+intermittent or constant esotropia for distance
+
+152
+00:10:22,760 --> 00:10:25,240
+يعني امرار على ال distance لما يتطلع على target
+
+153
+00:10:25,240 --> 00:10:31,940
+بعيد امرار بيكون عنده intermittent or
+
+154
+00:10:31,940 --> 00:10:38,880
+constant esotropia يعني هو بتطلع على distant
+
+155
+00:10:38,880 --> 00:10:45,690
+target مثلاإيزو تروبيا على النهار اورثو او مالد
+
+156
+00:10:45,690 --> 00:10:49,610
+ايزو يعني
+
+157
+00:10:49,610 --> 00:10:57,070
+ممكن يكون اورثو او مالد ايزو طبعا طالما في ايزو
+
+158
+00:10:57,070 --> 00:10:59,130
+على ال distance ال distance لازم يشتغل ال
+
+159
+00:10:59,130 --> 00:11:03,130
+divergence ده اتأكد هل هذا عنده divergence
+
+160
+00:11:03,130 --> 00:11:08,390
+insufficient و لا لأطبعا اجيت انا فحست ال fusion
+
+161
+00:11:08,390 --> 00:11:11,590
+ال divergence amplitude لجيتها في بعض الأحيان
+
+162
+00:11:11,590 --> 00:11:14,670
+reduced طب ما ال divergence insufficient يكون عنده
+
+163
+00:11:14,670 --> 00:11:18,130
+فى مشكلة فى ال divergence amplitude ممكن تكون
+
+164
+00:11:18,130 --> 00:11:22,170
+ضعيفة وممكن تكون معدومة absent تمام هنا ممكن تكون
+
+165
+00:11:22,170 --> 00:11:25,870
+reduced اذا الموضوع مختلط ال answer عندى ممكن هذا
+
+166
+00:11:25,870 --> 00:11:30,010
+اشك فيه انه divergence insufficientو ممكن اشك في
+
+167
+00:11:30,010 --> 00:11:32,710
+ايش طب ايش اللي بده يفرجلي بين ال divergence
+
+168
+00:11:32,710 --> 00:11:36,170
+insufficiency التشخيص اللي حكيناه عن ال divergence
+
+169
+00:11:36,170 --> 00:11:40,310
+abnormalities تمام ايش اللي بده يفرجلي بين ال
+
+170
+00:11:40,310 --> 00:11:43,490
+distance esotropia و بين ال divergence
+
+171
+00:11:43,490 --> 00:11:48,550
+insufficiency absence of neurological disease هناك
+
+172
+00:11:48,550 --> 00:11:52,450
+قلنا ممكن يكون neurological disease ممكن يكون عندى
+
+173
+00:11:52,450 --> 00:11:57,990
+cva ممكن يكون عندى head trauma تمام هنامن ناحية
+
+174
+00:11:57,990 --> 00:12:01,250
+أمراض عصبية أو شغلة متعلقة بال central nervous
+
+175
+00:12:01,250 --> 00:12:05,770
+system سليم 100% تمام فبالتالي هذا عندي بيصف ايش
+
+176
+00:12:05,770 --> 00:12:10,690
+distance esotropia distance esotropia تمام طيب
+
+177
+00:12:10,690 --> 00:12:18,370
+distance esotropia الحل برزمات based out برزم تمام
+
+178
+00:12:18,370 --> 00:12:23,770
+لغاية ما يشفى لحاله او اذا ماشفيش لحاله تمام ممكن
+
+179
+00:12:23,770 --> 00:12:29,180
+surgery ممكن surgeryإيش ال surgery الأفضل إله في
+
+180
+00:12:29,180 --> 00:12:37,400
+هذه الناحية؟ خلّينا نفكر مع بعض لأ مافيش حاجة بنشد
+
+181
+00:12:37,400 --> 00:12:40,900
+أو بنرسم، ما الأفضل؟ احنا المشكلة عندنا على ال
+
+182
+00:12:40,900 --> 00:12:45,420
+بعيد و لا على الجريد distance easo يعني في ال easo
+
+183
+00:12:45,420 --> 00:12:48,380
+اللي المفروض يكون في ortho و يصير divergence لوضع
+
+184
+00:12:48,380 --> 00:12:52,320
+ال ortho تمام؟ هو مش قادر يعمل دايبه، بدي أشد ال
+
+185
+00:12:52,320 --> 00:12:55,980
+lateral recti الأفضل أشد ال lateral recti واضح؟
+
+186
+00:13:01,900 --> 00:13:04,540
+طبعا لما يكون عندى distance إيزو تروبيا لازم
+
+187
+00:13:04,540 --> 00:13:08,480
+أميزها مع عن ال six nerve palsy لأنه ممكن على ال
+
+188
+00:13:08,480 --> 00:13:12,640
+distance يعمللي إيزو تروبيا طبعا في فحوصات كتيرة
+
+189
+00:13:12,640 --> 00:13:17,680
+بتشمل هذه القضية عساس أنه أميز ال six nerve palsy
+
+190
+00:13:17,680 --> 00:13:21,180
+من ال distance إيزو تروبيا ال distance إيزو تروبيا
+
+191
+00:13:21,180 --> 00:13:25,600
+تمام ال virgin عنده طبيعيمافيش مشكلة في ال virgins
+
+192
+00:13:25,600 --> 00:13:30,360
+طبعا ال divergence amplitude صحيح ممكن تكون يعني
+
+193
+00:13:30,360 --> 00:13:34,540
+قليلة بس ال virgins و الدكشن عنده طبيعية مافيش أي
+
+194
+00:13:34,540 --> 00:13:37,620
+خلل فيها و احنا أخدنا في العمل انه لابد من اختبار
+
+195
+00:13:37,620 --> 00:13:41,420
+التلت أنواع من الحركات حتى أتأكد في ال six nerve
+
+196
+00:13:41,420 --> 00:13:44,780
+pulse مافيش induction مافيش abduction طبعا بدرجات
+
+197
+00:13:44,780 --> 00:13:48,140
+متفاوتة حسب قد شدة ال pulse هل هي paresis ولا
+
+198
+00:13:48,140 --> 00:13:54,280
+pulseطبعا طيب إذا هذا النوع التاني النوع التالت من
+
+199
+00:13:54,280 --> 00:13:57,640
+ال esotropias اللي هي ال acute أو ال late onset
+
+200
+00:13:57,640 --> 00:14:02,020
+esotropia إيش بنفهم من كلمة acute إنها sudden
+
+201
+00:14:02,020 --> 00:14:10,780
+onset حادة طبعا بتيجي في عمر خمسة لست سنوات ملاش
+
+202
+00:14:10,780 --> 00:14:16,980
+سبب واضح بيصير عند الطفل sudden onset of diplopia
+
+203
+00:14:16,980 --> 00:14:22,240
+and esotropiaفي عنده normal ocular motility وفيش
+
+204
+00:14:22,240 --> 00:14:25,580
+significant refractive error طيب فيش significant
+
+205
+00:14:25,580 --> 00:14:28,260
+refractive error معناته السبب مش accommodation
+
+206
+00:14:28,260 --> 00:14:32,160
+طبعا normal ocular motility معناته فيش عندى sex
+
+207
+00:14:32,160 --> 00:14:37,420
+nerve palsy او ما شبه طبعا ومع ذلك لازم استفني
+
+208
+00:14:37,420 --> 00:14:40,520
+موضوع ال sex nerve palsy باختبارات معينة اللي
+
+209
+00:14:40,520 --> 00:14:43,340
+اتأكد ان ال sex nerve او ال lateral rectus شغالة
+
+210
+00:14:43,340 --> 00:14:48,560
+بشكل يعني سليم ايش علاج هذه ال late او ال acute
+
+211
+00:14:48,560 --> 00:14:48,920
+onset
+
+212
+00:14:51,790 --> 00:14:55,630
+لازم استرجع ال binocular single vision هي طالما
+
+213
+00:14:55,630 --> 00:15:00,010
+صارت acute يعني قبل هيك كان الطفل بيستمتع بال
+
+214
+00:15:00,010 --> 00:15:02,510
+binocular single vision لانه كان عينيه اورثو
+
+215
+00:15:04,990 --> 00:15:09,650
+والدليل على أنه يعني ارثو بمجرد ما صار معاه sudden
+
+216
+00:15:09,650 --> 00:15:13,810
+onset of esotropia السريع بدأ يشكي من إيش diplopia
+
+217
+00:15:13,810 --> 00:15:18,550
+أنا مابديش انا أخليه يعمل suppression بدأ أسترجعله
+
+218
+00:15:18,550 --> 00:15:21,550
+ال binocular single vision as soon as possible
+
+219
+00:15:21,550 --> 00:15:24,910
+تمام عشان أمنع ال suppression كيف أسترجع ال
+
+220
+00:15:24,910 --> 00:15:28,250
+binocular single vision إما بال prisms أو ال
+
+221
+00:15:28,250 --> 00:15:32,360
+botulinum toxinبأحقنه في ال media rectus أو بال
+
+222
+00:15:32,360 --> 00:15:39,620
+surgery عساس أحل المشكلة جذريا مرت علينا الاسم
+
+223
+00:15:39,620 --> 00:15:42,640
+التالي اللي هو secondary او sensory-isotropy
+
+224
+00:15:42,640 --> 00:15:47,560
+secondary او sensory-isotropy و لما بنقول sensory
+
+225
+00:15:47,560 --> 00:15:50,800
+لما بنقول sensory معناته في شئ له علاقة في ال
+
+226
+00:15:50,800 --> 00:15:54,440
+visionيعني معناته ال retinal image في العين اللي
+
+227
+00:15:54,440 --> 00:15:58,800
+فيها مشكلة بتكون blurred retinal image لسبب أو
+
+228
+00:15:58,800 --> 00:16:02,640
+لآخر زي cataract, corneal obesity, optic atrophy,
+
+229
+00:16:02,820 --> 00:16:07,500
+optic hypoblesiamacular scarring او ما شابه تمام و
+
+230
+00:16:07,500 --> 00:16:11,400
+ممكن يكون عنده retinoplastoma و بالتالي ضروري جدا
+
+231
+00:16:11,400 --> 00:16:15,520
+و حكينا احنا في حوال واحد و هنضل نحكي و نعيد ان ال
+
+232
+00:16:15,520 --> 00:16:18,760
+fundus examination is mandatory in all strabism
+
+233
+00:16:18,760 --> 00:16:24,740
+cases مافيش strabismus patient يعني بيفوت و بينفحص
+
+234
+00:16:24,740 --> 00:16:27,300
+و مابنفحصلوش ال fundus examination مافحصلاش ال
+
+235
+00:16:27,300 --> 00:16:31,030
+fundus examinationمعناته إيش؟ ماعملناش ولا حاجة و
+
+236
+00:16:31,030 --> 00:16:35,370
+ربما يكون المشكلة يعني أكبر من موضوع اللي حول
+
+237
+00:16:35,370 --> 00:16:40,110
+فبالتالي بي .. ينفحص كاملا، ينفحص ال fandust و
+
+238
+00:16:40,110 --> 00:16:44,500
+بنشوف السبب هل ممكن إزالته؟زي مثلا ال cataract أو
+
+239
+00:16:44,500 --> 00:16:48,280
+ال corneal obesity إذا مثلا بيتم يعني زراعة قرانية
+
+240
+00:16:48,280 --> 00:16:52,720
+أو ما شابه وبالتالي بنشوف بعد هيك ال amblyopia كيف
+
+241
+00:16:52,720 --> 00:16:57,020
+وضعها تمام بنعالجها بالقدر الممكن وممكن لو دال
+
+242
+00:16:57,020 --> 00:17:01,520
+residual squint يعني أنه .. يعني تم جراحة لهذا ال
+
+243
+00:17:01,520 --> 00:17:05,460
+squint في حالات كتير اتحسنت بمجرد ما اتحسن ال
+
+244
+00:17:05,460 --> 00:17:09,200
+vision أو زاوية الحوال خفت بشكل ملحوظ جدا
+
+245
+00:17:09,200 --> 00:17:14,090
+وماضطرناش نجري إلها يعني جراحةالموضوع التالي اللي
+
+246
+00:17:14,090 --> 00:17:17,890
+هو ال consecutive esotropia كلمة consecutive يعني
+
+247
+00:17:17,890 --> 00:17:21,250
+كان عنده حاجة مضادة للحاجة اللي موجودة يعني
+
+248
+00:17:21,250 --> 00:17:26,130
+consecutive eso معناته هذا كان exotropia تم إجراء
+
+249
+00:17:26,130 --> 00:17:29,930
+جراحه وصار over correction وبالتالي دخل في موضوع
+
+250
+00:17:29,930 --> 00:17:34,270
+ال consecutive esotropia طبعا غالبا بتحدث
+
+251
+00:17:34,270 --> 00:17:40,330
+following surgery for intermittent exotropia طبعا
+
+252
+00:17:40,330 --> 00:17:46,060
+إذا حصلت عند طفلبنتابعها .. بنتابعها لمدة 6 أسابيع
+
+253
+00:17:46,060 --> 00:17:51,700
+إذا ضالت بعد ال 6 أسابيع طبعا لابد من أنه إيش تجري
+
+254
+00:17:51,700 --> 00:17:55,540
+جراحها لتعديلها عساس أنه ترجع لوضع ال ortho بقدر
+
+255
+00:17:55,540 --> 00:18:02,040
+الإمكان طبعا مش مسموح أنها تستمر أكتر من 6 أسابيع
+
+256
+00:18:02,040 --> 00:18:05,120
+يعني حتى يعني نستعيد اللي هو ال binocular single
+
+257
+00:18:05,120 --> 00:18:08,700
+vision حتى نستعيد ال binocular single vision بعض
+
+258
+00:18:08,700 --> 00:18:14,830
+الأطباء بنصحهمبتغطية alternate occlusion يعني of
+
+259
+00:18:14,830 --> 00:18:19,230
+each eye separately عساس انه يعني ممكن يتخفف من ال
+
+260
+00:18:19,230 --> 00:18:25,670
+consecutive esotropia هذا نوع نادر النوع التالي
+
+261
+00:18:25,670 --> 00:18:31,350
+نادر جدا تمامبسموه Cyclic Cyclic Esotropia يعني
+
+262
+00:18:31,350 --> 00:18:34,870
+بيمر اللحظات او بيمر يعني هي ال .. ال .. ال .. ال
+
+263
+00:18:34,870 --> 00:18:38,650
+cycle عبارة عن يومين تمانية و أربعين ساعات يوم
+
+264
+00:18:38,650 --> 00:18:43,550
+بيكون فيه Esotropia و اليوم التاني بيكون فيه Ortho
+
+265
+00:18:43,550 --> 00:18:47,450
+تمام اليوم التالت Eso اليوم الرابع Ortho و هكذا
+
+266
+00:18:47,450 --> 00:18:51,290
+تمام طبعا بيكون عنده يعني very rare condition
+
+267
+00:18:51,290 --> 00:18:54,510
+alternating manifest Esotropia with suppression
+
+268
+00:18:55,580 --> 00:18:59,380
+يعني لما يكون ISO بتكون العين ال ISO sub rest تمام
+
+269
+00:18:59,380 --> 00:19:02,620
+وعين fixated تمام اليوم التاني التنتين بيكونوا
+
+270
+00:19:02,620 --> 00:19:06,560
+straight التنتين بيكونوا straight وبالتالي بيكون
+
+271
+00:19:06,560 --> 00:19:09,800
+عندى binocular single vision اليوم التالت بنرجع
+
+272
+00:19:09,800 --> 00:19:14,830
+لنفس قضية اليوم الأول بالظبط بالتبادلفي هذه اللي
+
+273
+00:19:14,830 --> 00:19:19,870
+بيسموها ال cycle طبعا هذا الوضع ممكن يستمر لأشهر و
+
+274
+00:19:19,870 --> 00:19:25,310
+لسنوات و ممكن بعد هيك يتحول ل constant esotropia
+
+275
+00:19:25,310 --> 00:19:28,930
+يعني خلاص يصير على طول مافيش يعني تبادل Ortho مع
+
+276
+00:19:28,930 --> 00:19:32,690
+Eso Ortho مع Eso تمام؟ بتتحول ل constant esotropia
+
+277
+00:19:32,690 --> 00:19:38,270
+و بتتطلب surgeryيعني كتير من الدراسات بتقول انه لو
+
+278
+00:19:38,270 --> 00:19:42,110
+انا أجريت جراحة في ال intermittent phase التبادل
+
+279
+00:19:42,110 --> 00:19:44,970
+.. يعني في المرحلة التبادلية عادي جدا و بتكون
+
+280
+00:19:44,970 --> 00:19:48,310
+curative عادة، curative يعني بتنهي المشكلة يعني
+
+281
+00:19:48,310 --> 00:19:52,630
+مابستناش انا لما تصير .. تثبت على constant easily
+
+282
+00:19:52,630 --> 00:19:56,330
+انا ممكن تاخد سنوات يعني من عمر الطفل و هو يوم في
+
+283
+00:19:56,330 --> 00:19:58,970
+مشكلة و اليوم التاني طبيعي و اليوم التالد في مشكلة
+
+284
+00:20:00,350 --> 00:20:03,990
+مش معروفة السبب، مش معروفة السبب تمام، في كتير من
+
+285
+00:20:03,990 --> 00:20:08,370
+الحاجات يعني مش معروفة السبب تمام بس العلاج معروف
+
+286
+00:20:08,370 --> 00:20:12,730
+ويعني متفق عليه، العلاج معروف و evidence based
+
+287
+00:20:12,730 --> 00:20:18,630
+يعني طيب في حاجة بيسموها basic esotropia basic
+
+288
+00:20:18,630 --> 00:20:24,350
+esotropia basic
+
+289
+00:20:24,350 --> 00:20:26,210
+esotropia
+
+290
+00:20:29,950 --> 00:20:34,550
+ال basic esotropia بتبدأ بعد 6 شهور من العمر
+
+291
+00:20:34,550 --> 00:20:39,310
+ماقدرش
+
+292
+00:20:39,310 --> 00:20:43,950
+أسميها early onset esotropia تمام؟ no refractive
+
+293
+00:20:43,950 --> 00:20:47,410
+error لو
+
+294
+00:20:47,410 --> 00:20:49,850
+في refractive error ممكن أسميها accommodative
+
+295
+00:20:49,850 --> 00:20:53,750
+تمام؟
+
+296
+00:20:53,750 --> 00:20:58,060
+ال near تساوي ال distanceبقدرش أسميها لا نيار إيزو
+
+297
+00:20:58,060 --> 00:21:01,960
+تروبيا ولا distance إيزو تروبيا ال ocular motility
+
+298
+00:21:01,960 --> 00:21:08,180
+مافيش فيها مشكلة و ال AC على A ratio طبيعي
+
+299
+00:21:08,180 --> 00:21:12,920
+الآن
+
+300
+00:21:12,920 --> 00:21:18,900
+الحل بتاعها جراحي الحل بتاعها جراحي بس في نقطة ما
+
+301
+00:21:18,900 --> 00:21:24,970
+نذكرها يعني بعض الأطباءبالنسبة لهذا النوع من الـ
+
+302
+00:21:24,970 --> 00:21:31,550
+Esotropia بيجروا حاجة بيسموها Prism Adaptation
+
+303
+00:21:31,550 --> 00:21:36,150
+Test بمعنى لو في refractive error معين بده تصليح
+
+304
+00:21:36,150 --> 00:21:45,610
+بيصلحوه و بيجيسوا زاوية الحوال اللي ضلت تمام و
+
+305
+00:21:45,610 --> 00:21:49,530
+هو لابس النضارة نفرض لابس نضارة مثلا 2.5 2.5 مش
+
+306
+00:21:49,530 --> 00:21:53,620
+significant refractive error تماميعني صلحتلها شوية
+
+307
+00:21:53,620 --> 00:21:58,560
+صغيرة جدا تمام و إجت الباقي بيحطوا Fresnel ل Prism
+
+308
+00:21:58,560 --> 00:22:05,440
+.. Fresnel عفوا نيكا لازم يكون تمام بيحطوا Fresnel
+
+309
+00:22:05,440 --> 00:22:11,060
+ل Prism طبعا ال Apex باتجاه إيش؟ بتجاه زاوية
+
+310
+00:22:11,060 --> 00:22:13,800
+الحوال تمام بيحطوا Fresnel ل Prism
+
+311
+00:22:17,260 --> 00:22:21,200
+عشان يصلحوا ما تبقى من حوالي تمام؟ يعني نفرض
+
+312
+00:22:21,200 --> 00:22:26,860
+النضارة صلحت 20% من من ال 30 بريزم ديوبتر وال 80%
+
+313
+00:22:26,860 --> 00:22:31,380
+بحط ال frame ال بريزم اللي تصلح ليها برجع المريض
+
+314
+00:22:31,380 --> 00:22:37,290
+بعد أسبوعين مثلا بلاحظ أن زاوية الحوالو هو لابس
+
+315
+00:22:37,290 --> 00:22:40,410
+النضارة و معها ال stick on او ال phrenal prism
+
+316
+00:22:40,410 --> 00:22:43,790
+تمام ال stick on ال prism بلاحظ لسه فيه زوج يتحول
+
+317
+00:22:43,790 --> 00:22:49,710
+اكتر و هو لابس تمام بقى جوه ال prism كمان فبتسمى
+
+318
+00:22:49,710 --> 00:22:53,910
+المريض eats up prisms تمام كأنه عينه بتاكل ال
+
+319
+00:22:53,910 --> 00:22:57,550
+prismات تمام يعني بتاخد تستوعب ال prismات تمام
+
+320
+00:22:57,550 --> 00:23:01,250
+لغاية ما نصل ل .. ل maximum ال prism اللي بعديه في
+
+321
+00:23:01,250 --> 00:23:06,870
+الزيارة التالية تماممافيش زيادة ليش بيعملوها بعض
+
+322
+00:23:06,870 --> 00:23:10,010
+الـ ophthalmologists عشان مايصيرش under correction
+
+323
+00:23:10,010 --> 00:23:14,110
+انت تتفاجأ انه عملتيله جراحة تمام و ممكن انت تعملي
+
+324
+00:23:14,110 --> 00:23:16,330
+على القياسي الأول اللي هو التلاتين تتفاجأ انه
+
+325
+00:23:16,330 --> 00:23:20,330
+حقيقة مش تلاتين اكتر يعني ممكن تضطري تعملي على
+
+326
+00:23:20,330 --> 00:23:25,450
+خمسين بدل ما نضطر يعمل جراحتين تمام بنخليه ياخد
+
+327
+00:23:25,450 --> 00:23:29,070
+برزمات جدر ما يستطيع high ل plus اتنين و نص على
+
+328
+00:23:29,070 --> 00:23:33,780
+سبيل المثالأمام كل عين الزاوية نزلت من تلاتين
+
+329
+00:23:33,780 --> 00:23:37,220
+لخمسة وعشرين أو لعشرين تمام؟ العشرين الباقين حطتله
+
+330
+00:23:37,220 --> 00:23:41,120
+Fresnel بريزم رجعته بعد أسبوعين أجيزله بالنضارة مع
+
+331
+00:23:41,120 --> 00:23:44,460
+لي بريزمات لجيت لسه فيه ضايل عشرة فوق اللي هو
+
+332
+00:23:44,460 --> 00:23:48,240
+لابسه بقى .. بقى أشيل العشرين بريزم فرنل و بدأ أحط
+
+333
+00:23:48,240 --> 00:23:51,620
+أنا التلاتين كمثال تمام؟لغاية ما ياخد ال maximum
+
+334
+00:23:51,620 --> 00:23:55,360
+يتشبع بال لبريزمات و بعدين مايصيرش أي movement في
+
+335
+00:23:55,360 --> 00:24:00,120
+الحركة بيصير قوة لبريزم تمام مع النضارة جديش مسلحة
+
+336
+00:24:00,120 --> 00:24:03,180
+حوالي هذا total قياس الحوالي اللي لازم يشغل عليه
+
+337
+00:24:03,180 --> 00:24:07,120
+عشان مايصيرش ايش under correction اضطر لإجراء
+
+338
+00:24:07,120 --> 00:24:11,020
+عملية تانية اذا ملاحظين ال basic isotropy نفس ال
+
+339
+00:24:11,020 --> 00:24:16,170
+early onset اللهم الفرج الوحيدبعد ست شهور من العمر
+
+340
+00:24:16,170 --> 00:24:19,990
+هذيك within the first six months of life هيك احنا
+
+341
+00:24:19,990 --> 00:24:23,210
+بن .. تقريبا بصدر نحكي عن حاجة واحدة very
+
+342
+00:24:23,210 --> 00:24:27,510
+interesting very interesting حاجة بيسموها heavy
+
+343
+00:24:27,510 --> 00:24:33,510
+eye syndrome أو إلها اسم تاني اسمها heavy eye
+
+344
+00:24:33,510 --> 00:24:38,110
+syndrome إلها
+
+345
+00:24:38,110 --> 00:24:40,870
+اسم تاني high myopia esotropia syndrome
+
+346
+00:24:46,300 --> 00:24:50,520
+حتى علاجها very interesting تمام ال .. ال myopic
+
+347
+00:24:50,520 --> 00:24:56,220
+eye بتكون long ولا short؟ long طيب ال elongation
+
+348
+00:24:56,220 --> 00:24:58,820
+يعني في حد يسميها progressive myopia ال elongation
+
+349
+00:24:58,820 --> 00:25:02,560
+.. ال elongation بتام لبرا ولا في ال orbit ولا هي
+
+350
+00:25:02,560 --> 00:25:03,940
+بتتضخم لجوة؟
+
+351
+00:25:06,870 --> 00:25:11,150
+هو بالغالب بيتم لجوه بالغالب بيتم لجوه تمام او
+
+352
+00:25:11,150 --> 00:25:14,750
+بيتم بجميع الاتجاه بضمنها الاتجاه اللي هو للداخل
+
+353
+00:25:14,750 --> 00:25:18,870
+بتاع ال orbit معروف ان العضلات تحيط اللي هو بالذات
+
+354
+00:25:18,870 --> 00:25:24,970
+ال rectus muscles تحيط في العين من اربع جهات تمام
+
+355
+00:25:24,970 --> 00:25:30,510
+الان لما يصير عند انا elongation للجلوب تمام و
+
+356
+00:25:30,510 --> 00:25:34,110
+cupor للجلوب بيصير
+
+357
+00:25:35,510 --> 00:25:39,050
+بيصير موضع ال muscle pulley بتاع ال superior
+
+358
+00:25:39,050 --> 00:25:42,130
+rectus و ال lateral rectus مش في موقعه الصحيح
+
+359
+00:25:42,130 --> 00:25:49,790
+نتيجة انه ال globe حجمها بيكبر تمام فبيصير انحراف
+
+360
+00:25:49,790 --> 00:25:53,470
+لل superior rectus لجسم ال superior rectus هي
+
+361
+00:25:53,470 --> 00:25:57,290
+القرانية المفروض ال superior rectus تيجي هنا و ال
+
+362
+00:25:57,290 --> 00:26:00,090
+medial rectus هنا هي الانف و ال inferior rectus
+
+363
+00:26:00,090 --> 00:26:05,840
+هنا و ال lateral rectus هنا تمامال globe بتكبر من
+
+364
+00:26:05,840 --> 00:26:12,560
+ورا جاعدة ف ال annulus of zen من ورا .. ال annulus
+
+365
+00:26:12,560 --> 00:26:15,880
+of zen مش سامح لها تكبر باتجاهه فهي لازم يصير لها
+
+366
+00:26:15,880 --> 00:26:22,360
+ميلان أو إزاحة فهي بتحرف ال superior rectus لجوه
+
+367
+00:26:22,360 --> 00:26:25,500
+نازلي و ال lateral rectus
+
+368
+00:26:27,950 --> 00:26:31,670
+inferiorly تمام ناحية اللي هادا و بيصير عندها واسع
+
+369
+00:26:31,670 --> 00:26:35,830
+هنا فبصير bulging من الخلف طالما ال back of the
+
+370
+00:26:35,830 --> 00:26:41,890
+eye راح laterallyو لفوق laterally و لفوق فهتكون هي
+
+371
+00:26:41,890 --> 00:26:46,830
+نيزلي و شوية hypo تمام السبب في ذلك mechanical
+
+372
+00:26:46,830 --> 00:26:50,570
+السبب في ذلك mechanical ال globe مش لاجيه واسع في
+
+373
+00:26:50,570 --> 00:26:55,730
+ال orbit فلو هتزوج direct لورا مش قادر هتزوج ليش
+
+374
+00:26:55,730 --> 00:26:59,470
+لأنه فيه انه ايش ال annulus of zen و فيه الكون ال
+
+375
+00:26:59,470 --> 00:27:03,680
+muscle كون كل ما له ورا بيديجمزجوت؟ لأن ال annulus
+
+376
+00:27:03,680 --> 00:27:07,080
+of zin تتفرع منه ال muscles و بتبعد عن بعضها عشان
+
+377
+00:27:07,080 --> 00:27:11,380
+تحيط بال globe تمام؟ الآن لورا ضيق فهي بدها يصير
+
+378
+00:27:11,380 --> 00:27:15,820
+لها herniation او افتاج لناحية معينة فبتطلع ال
+
+379
+00:27:15,820 --> 00:27:20,540
+back of the eye بيطلع و بيبرز من ورا بين ال
+
+380
+00:27:20,540 --> 00:27:23,980
+superior rectus و ال lateral rectus طالما ال back
+
+381
+00:27:23,980 --> 00:27:27,420
+of the eye راح laterally and superiorly تمام؟
+
+382
+00:27:27,420 --> 00:27:31,440
+معناته ال anterior هيروح media لي iso and شوية ..
+
+383
+00:27:31,920 --> 00:27:35,720
+هيبو هيبو تروبيا لما بلاقي high myopia عنده ايزو
+
+384
+00:27:35,720 --> 00:27:41,160
+تروبيا وهيبو تروبيا بشك انا في موضوع ال ايش ال
+
+385
+00:27:41,160 --> 00:27:44,460
+heavy eye syndrome او ال high myopia ايزو تروبيا
+
+386
+00:27:44,460 --> 00:27:49,620
+syndrome في فحص ضروري جدا اساسي بدون ان بقدرش احط
+
+387
+00:27:49,620 --> 00:27:53,540
+التشخيص هذا الفحص اللي هو الرنين المغناطيسي ال MRI
+
+388
+00:27:53,540 --> 00:27:59,270
+scanningبياخد مقطع بيسموه coronal section coronal
+
+389
+00:27:59,270 --> 00:28:03,970
+section يعني مقطع بالشكل هيطمان تاجي مقطع تاجي
+
+390
+00:28:03,970 --> 00:28:09,970
+فبتبين ال orbit عندي زي هيك تمام و بيبين مقطع في
+
+391
+00:28:09,970 --> 00:28:13,550
+ال .. في ال glory و بتبين ال superior rectus مزاحة
+
+392
+00:28:13,550 --> 00:28:19,260
+زي هيك وهي ال media rectusال media rectus و ال
+
+393
+00:28:19,260 --> 00:28:23,180
+inferior rectus موضعهم سليم تمام ال lateral rectus
+
+394
+00:28:23,180 --> 00:28:26,880
+بتكون نازلة شوية لتحت كمقطع تمام و بيبين هنا
+
+395
+00:28:26,880 --> 00:28:31,900
+المسافة أكبر من هذه المسافة بكتير تمام فبتبين أن
+
+396
+00:28:31,900 --> 00:28:35,300
+هذه بتثبتلي في الوضع الطبيعي لازم الوضع يكون
+
+397
+00:28:35,300 --> 00:28:41,600
+الأربع rectus muscles المقطع بتاعهم يعني متساوي مش
+
+398
+00:28:41,600 --> 00:28:44,520
+متساوي البعد عن الlimbus بس هذا مقطع في الجلب نفسه
+
+399
+00:28:44,520 --> 00:28:49,210
+تماميعني متساوي بالشكل اللي انا هذا .. هذه بثبتلي
+
+400
+00:28:49,210 --> 00:28:53,090
+ال high myopia esotropia syndrome طريقة العلاج تاع
+
+401
+00:28:53,090 --> 00:28:56,830
+ال esotropia هنا مش بطريقة انه اروح فورا اعمل
+
+402
+00:28:56,830 --> 00:29:01,360
+media rectus recession لأال superior rectus مع ال
+
+403
+00:29:01,360 --> 00:29:05,020
+lateral rectus بقى خيطهم مع بعض ب non absorbable
+
+404
+00:29:05,020 --> 00:29:09,300
+suture بغرزة غير قابلة للذوبان تمام فبيسكروا
+
+405
+00:29:09,300 --> 00:29:13,140
+الفتحة اللي بينهم وبيديجوا فبتضطر العين من ورا
+
+406
+00:29:13,140 --> 00:29:18,340
+تعدل هيك تمام تعدل ترجع لمكانها الطبيعي فبعد ال
+
+407
+00:29:18,340 --> 00:29:21,120
+anterior part of the eye طبعا هذه العملية اللي
+
+408
+00:29:21,120 --> 00:29:24,020
+بنخيط فيها ال superior rectus مع ال lateral rectus
+
+409
+00:29:24,020 --> 00:29:28,160
+ب suture non absorbable بسموها Yokoyama procedure
+
+410
+00:29:29,830 --> 00:29:36,330
+Yokoyama procedure طبعا ياباني اللي فكر فيها تمام؟
+
+411
+00:29:36,330 --> 00:29:41,430
+Yokoyama procedure تمام؟ يعني هذه ..يعني rare تمام
+
+412
+00:29:41,430 --> 00:29:44,950
+نتوقعها طبعا لازم يكون عندي axial myopia high
+
+413
+00:29:44,950 --> 00:29:48,810
+myopia تمام بابدأ أتوقع عندي high myopia عندي
+
+414
+00:29:48,810 --> 00:29:52,410
+esotropia مع شوية hypotropia تمام بابدأ أتوقع
+
+415
+00:29:52,410 --> 00:29:57,190
+ولابد من أن أطلب أنا MRI scanning وطريقة العلاج
+
+416
+00:29:57,190 --> 00:30:01,030
+معروفة يعني زي الطريقة اللي احنا بنحكي عنها اللي
+
+417
+00:30:01,030 --> 00:30:05,810
+هي Yokoyama procedure Yokoyama procedure يعطيكوا
+
+418
+00:30:05,810 --> 00:30:07,570
+ألف عافية إذا حد بدي يسأل سؤال
+
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/xsNhq0zQGtk.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/xsNhq0zQGtk.srt
new file mode 100644
index 0000000000000000000000000000000000000000..8aa0eff290881860241a285e06c39d035666d027
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/xsNhq0zQGtk.srt
@@ -0,0 +1,1444 @@
+1
+00:00:20,820 --> 00:00:24,160
+بسم الله الرحمن الرحيم اليوم هنحكي إن شاء الله عن
+
+2
+00:00:24,160 --> 00:00:28,200
+ال paralytic squint لما بن .. بنحكي paralytic
+
+3
+00:00:28,200 --> 00:00:33,300
+squint نقصد فيه يعني شلل في أحد الأعصاب المغذية
+
+4
+00:00:33,300 --> 00:00:38,700
+لعضلات العين ال extraocular muscles أو يعني شلل في
+
+5
+00:00:38,700 --> 00:00:43,160
+أكثر من عصب معروف أنَّ ال motor function بتاعة
+
+6
+00:00:43,160 --> 00:00:46,740
+العين المسؤولة عنها three cranial nerves اللي هم ال
+
+7
+00:00:46,740 --> 00:00:52,210
+oculomotor nerve و ال abducent nerve و اللى هو ال
+
+8
+00:00:52,210 --> 00:00:55,450
+trochlear nerve ال fourth nerve طبعا ال trochlear
+
+9
+00:00:55,450 --> 00:00:59,570
+nerve بيغذّي superior oblique muscle و ال abducent
+
+10
+00:00:59,570 --> 00:01:04,490
+nerve بيغذّي ال sixth اللى هو sixth nerve nucleus
+
+11
+00:01:04,490 --> 00:01:08,030
+ال lateral rectus muscle تمام و بيغذّي العضلات
+
+12
+00:01:08,030 --> 00:01:11,530
+بيغذّيهم اللي هو ال oculomotor أو ال third cranial
+
+13
+00:01:11,530 --> 00:01:16,620
+nerve بالإضافة لتغذيته للـ levator palpebral
+
+14
+00:01:16,620 --> 00:01:20,640
+superioris و أيضا الـ ciliary muscle و الـ
+
+15
+00:01:20,640 --> 00:01:24,580
+sphincter pupillae muscle بمعنى آخر لما بنحكي عن
+
+16
+00:01:24,580 --> 00:01:30,240
+شلل بأحد هذه الأعصاب لازم نتذكر ال functions اللي
+
+17
+00:01:30,240 --> 00:01:35,520
+يقوم فيها هذا العصب عبر العضلات التي يغذّيها لما
+
+18
+00:01:35,520 --> 00:01:40,450
+بنقول third cranial nerve يعني بيغذّي ال superior
+
+19
+00:01:40,450 --> 00:01:43,110
+rectus اللي لها علاقة في ال elevation بيغذّي ال
+
+20
+00:01:43,110 --> 00:01:45,110
+inferior rectus اللي لها علاقة في ال depression
+
+21
+00:01:45,110 --> 00:01:47,710
+بيغذّي ال medial rectus اللي لها علاقة في ال
+
+22
+00:01:47,710 --> 00:01:50,990
+adduction تمام و بيغذّي ال inferior oblique اللي
+
+23
+00:01:50,990 --> 00:01:55,250
+لها ال functions المعروفة تمام بالإضافة أنه
+
+24
+00:01:55,250 --> 00:01:58,190
+المسؤول عن موضوع مهم جدا عن ال accommodation لأنه
+
+25
+00:01:58,190 --> 00:02:01,230
+بيغذّي ال ciliary muscle و ال sphincter pupillae
+
+26
+00:02:01,230 --> 00:02:05,610
+muscle أيضا هو المسؤول عن فتح العين بسبب أنه
+
+27
+00:02:05,610 --> 00:02:08,930
+بيغذّي levator palpebrae superioris المسؤول عن
+
+28
+00:02:08,930 --> 00:02:24,490
+رافع الجفن الأعلى طيب third
+
+29
+00:02:24,490 --> 00:02:28,950
+nerve palsy  استنتاج اللي هو ال signs بتاعة ال
+
+30
+00:02:28,950 --> 00:02:33,510
+third nerve palsy مش صعب بالمرة لو قلنا إنسان عنده
+
+31
+00:02:33,510 --> 00:02:38,730
+right third nerve palsy إيش نتوقّع؟  هي left eye
+
+32
+00:02:38,730 --> 00:02:46,810
+إيش نتوقّع مبدئيًا أنه يكون عنده؟ ptosis بس أنا مش
+
+33
+00:02:46,810 --> 00:02:50,290
+هرسم ptosis عشان أرسم .. أن نُشاهد إيش العين بس هو
+
+34
+00:02:50,290 --> 00:02:55,790
+أول علامة بده تكون عنده ptosis ثاني
+
+35
+00:02:55,790 --> 00:03:03,110
+علامة العين بده تكون إيه؟ إيش؟ out and down. ليش؟
+
+36
+00:03:03,110 --> 00:03:08,270
+عشان ال lateral rectus has normal function تمام؟ و
+
+37
+00:03:08,270 --> 00:03:12,450
+slightly down عشان ال superior oblique اللي من ال
+
+38
+00:03:12,450 --> 00:03:15,650
+functions بتاعتها أنها بتعمل depression من ضمن ال
+
+39
+00:03:15,650 --> 00:03:17,970
+secondary functions بتاعتها أنها بتعمل depression
+
+40
+00:03:17,970 --> 00:03:21,630
+هذه الصورة التي تأتي علينا طبعا إذا عندي complete
+
+41
+00:03:21,630 --> 00:03:25,890
+palsy مش هيكون عندي diplopia if complete
+
+42
+00:03:29,640 --> 00:03:32,820
+no diplopia ليش؟ لأنه هيكون كأني أنا عامل
+
+43
+00:03:32,820 --> 00:03:36,400
+occlusion ل one eye إذا كان partial third nerve
+
+44
+00:03:36,400 --> 00:03:41,640
+palsy ممكن المريض يشكو من diplopia طيب نجي احنا
+
+45
+00:03:41,640 --> 00:03:46,260
+هذه اللي هي العلامات بتاعة ال third nerve
+
+46
+00:03:46,260 --> 00:03:50,660
+palsy أثناء اختبار ال extraocular movements no
+
+47
+00:03:50,660 --> 00:03:56,440
+adduction أو restricted adduction ليش؟ ال medial
+
+48
+00:03:56,440 --> 00:03:59,180
+rectus يعني اللي بتتغذى من ال third cranial nerve
+
+49
+00:03:59,180 --> 00:04:04,220
+يعني ال function بتاعتها هتكون فيها مشكلة no
+
+50
+00:04:04,220 --> 00:04:09,520
+elevation و
+
+51
+00:04:09,520 --> 00:04:13,020
+كمان restricted depression
+
+52
+00:04:18,050 --> 00:04:21,730
+لأن ال inferior rectus بالإضافة لل ptosis اللي
+
+53
+00:04:21,730 --> 00:04:26,510
+حكينا عنه بالإضافة لل ptosis اللي حكينا عنه طيب
+
+54
+00:04:26,510 --> 00:04:30,490
+نجي نرسم هذه الأشياء يعني هذا المريض اللي عنده
+
+55
+00:04:30,490 --> 00:04:35,330
+third nerve palsy لما يتطلع على right third nerve
+
+56
+00:04:35,330 --> 00:04:38,210
+palsy يعني يتطلع على الشمال no adduction no
+
+57
+00:04:38,210 --> 00:04:40,830
+adduction لما بتطلع على فوق
+
+58
+00:04:43,900 --> 00:04:47,320
+no elevation يعني بالعافية بيقدر يرفع عينه خاصة
+
+59
+00:04:47,320 --> 00:04:51,100
+إذا ال palsy شديدة تمام؟ أيضا في ال depression
+
+60
+00:04:51,100 --> 00:04:57,100
+يكون عندنا restricted depression restricted
+
+61
+00:04:57,100 --> 00:05:03,720
+depression يضاف إلى العلامات هذه العلامة التالية
+
+62
+00:05:03,720 --> 00:05:11,200
+ممكن يكون عنده midriasis و defective accommodation
+
+63
+00:05:13,180 --> 00:05:21,940
+ليش؟ هذه العلامات
+
+64
+00:05:23,710 --> 00:05:27,210
+إذا كانت عندي complete palsy في ال third cranial
+
+65
+00:05:27,210 --> 00:05:30,910
+nerve بتكون شديدة يعني complete ptosis مغطي العين
+
+66
+00:05:30,910 --> 00:05:34,530
+كلها تمام عشان هيك ما بيصيرش في عندي diplopia ال
+
+67
+00:05:34,530 --> 00:05:36,930
+restriction في ال adduction و في ال elevation و في
+
+68
+00:05:36,930 --> 00:05:40,730
+ال depression بيكون شديد و أيضا إذا كان ال pupil
+
+69
+00:05:40,730 --> 00:05:43,650
+involved بيكون عندي midriasis و defective
+
+70
+00:05:43,650 --> 00:05:46,890
+accommodation هذه بتكون ال full picture بتاع third
+
+71
+00:05:46,890 --> 00:05:51,790
+nerve palsy  في الحقيقة في شيء معيّن أو مهم جدا
+
+72
+00:05:51,790 --> 00:05:55,680
+لازم نعرفه بالنسبة لتشريح اللي هو third nerve
+
+73
+00:05:55,680 --> 00:06:06,940
+palsy يعني هذه العلامات هذه العلامات لأ
+
+74
+00:06:06,940 --> 00:06:10,360
+بأقصد من يعني هيطرأ فكرة أنَّ ال third cranial nerve
+
+75
+00:06:10,360 --> 00:06:13,680
+بينشأ في ال brain .. في ال brain stem في ال mid
+
+76
+00:06:13,680 --> 00:06:18,160
+brain .. في ال midbrain أنَّ أليافه موجودة في ال
+
+77
+00:06:18,160 --> 00:06:19,100
+midbrain
+
+78
+00:06:21,910 --> 00:06:26,690
+وبيمرّ بيدخل في ال cavernous sinus اللي هو قبل ال
+
+79
+00:06:26,690 --> 00:06:32,430
+orbit خلف ال orbit في
+
+80
+00:06:32,430 --> 00:06:35,970
+ال lateral wall بتاعة ال cavernous sinus و بعدين
+
+81
+00:06:35,970 --> 00:06:38,950
+عند ال orbit superior orbital fissure بيدخل منها
+
+82
+00:06:38,950 --> 00:06:44,510
+قبل ما يدخل منها ينقسم إلى قسمين third cranial nerve
+
+83
+00:06:44,510 --> 00:06:46,950
+قبل ما يدخل في superior orbital fissure ينقسم
+
+84
+00:06:46,950 --> 00:06:49,310
+إلى قسمين اللي هو superior division
+
+85
+00:06:54,250 --> 00:06:57,810
+القسم الأعلى و ال inferior division القسم الأسفل
+
+86
+00:06:57,810 --> 00:07:01,090
+ال superior division بيغذّي عضلتين ال levator
+
+87
+00:07:01,090 --> 00:07:04,570
+palpebrae superioris و ال superior rectus ال
+
+88
+00:07:04,570 --> 00:07:09,410
+inferior division بيغذّي ثلاث عضلات medial rectus و
+
+89
+00:07:09,410 --> 00:07:12,490
+ال inferior rectus و ال inferior oblique و أيضا
+
+90
+00:07:12,490 --> 00:07:16,110
+يحمل innervation مع العصب اللي رايح لل inferior
+
+91
+00:07:16,110 --> 00:07:18,370
+oblique يحمل innervation اللي هو ال
+
+92
+00:07:18,370 --> 00:07:22,340
+parasympathetic innervation اللي رايح لبنات ال
+
+93
+00:07:22,340 --> 00:07:27,800
+ال sphincter pupillae muscle و ال ciliary muscle
+
+94
+00:07:27,800 --> 00:07:32,580
+يعني في بعض الحالات النادرة ممكن يكون ال superior
+
+95
+00:07:32,580 --> 00:07:35,440
+division هو اللي متأثر فبتلاقي عندنا ptosis و
+
+96
+00:07:35,440 --> 00:07:38,720
+superior rectus palsy تمام؟ و بعض
+
+97
+00:07:38,720 --> 00:07:41,340
+الحالات يكون ال inferior division هو اللي فيه
+
+98
+00:07:41,340 --> 00:07:45,840
+المشكلة تمام؟ بس كثير من الحالات بتكون عندي  a
+
+99
+00:07:47,230 --> 00:07:50,670
+اللي هو ال palsy تشمل ال nerve كله بالعلامات اللي
+
+100
+00:07:50,670 --> 00:07:55,470
+احنا ذكرناها قبل قليل الآن في تصنيف لـ third
+
+101
+00:07:55,470 --> 00:08:00,210
+nerve palsy مش مكتوبة في الكتب بشكل واضح بس مهمة غاية
+
+102
+00:08:00,210 --> 00:08:07,930
+في الأهمية في عندنا medical third nerve palsy و
+
+103
+00:08:07,930 --> 00:08:12,290
+في عندنا surgical third
+
+104
+00:08:12,290 --> 00:08:17,820
+nerve palsy هذا التصنيف مهم جدا من ناحية الإجراء
+
+105
+00:08:17,820 --> 00:08:22,320
+العلاجي ال third nerve في طريقه باتجاه ال orbit
+
+106
+00:08:22,320 --> 00:08:27,820
+وهو داخل الدماغ لسه  داخل الجمجمة تمام بيمرّ
+
+107
+00:08:27,820 --> 00:08:32,980
+بالقرب من أو أسفل اللي هو artery بيسمّوه posterior
+
+108
+00:08:32,980 --> 00:08:36,140
+communicating
+
+109
+00:08:36,140 --> 00:08:39,620
+artery
+
+110
+00:08:44,220 --> 00:08:47,620
+هذا posterior communicating artery في بعض الأوقات
+
+111
+00:08:47,620 --> 00:08:52,660
+يكون فيه توسّع في جداره، aneurysm عامل، تمام؟
+
+112
+00:08:52,660 --> 00:08:57,820
+فيضغط على ال third nerve هذا ال aneurysm أو التوسّع
+
+113
+00:08:57,820 --> 00:09:00,800
+اللي زي الحويصلة عامل زي ال case كده طبعا ال artery
+
+114
+00:09:00,800 --> 00:09:04,620
+الضغط في الدم في الشرايين عالي كثير مقارنة مع
+
+115
+00:09:04,620 --> 00:09:07,740
+الأوردة وبالتالي هذا جدار ال aneurysm اللي هو
+
+116
+00:09:07,740 --> 00:09:14,600
+الرقيق ممكن ينفجر في أي لحظة ويعمل ويعمل يعني نزيفًا
+
+117
+00:09:14,600 --> 00:09:18,000
+داخل الدماغ شديدًا ممكن يؤدي للوفاة بسرعة تمام
+
+118
+00:09:18,000 --> 00:09:21,500
+فبالتالي هو بيضغط على ال nerve بيعمل لي third
+
+119
+00:09:21,500 --> 00:09:26,170
+nerve palsy طب أنا كطبيب ممكن أقابِل المريض اللي
+
+120
+00:09:26,170 --> 00:09:30,870
+عنده third nerve palsy أول شيء هنكمل ليش احنا بنحكي
+
+121
+00:09:30,870 --> 00:09:36,330
+عن القضية هذه مهمة جدا؟ ال parasympathetic fiber
+
+122
+00:09:36,330 --> 00:09:39,470
+بتمشي بشكل سطحي في ال nerve يعني متجمعة في
+
+123
+00:09:39,470 --> 00:09:43,970
+مجموعة واحدة هذه ال fibers الألياف هي ال parasympathetic
+
+124
+00:09:43,970 --> 00:09:46,970
+fiber اللي طالعة من ال edinger-westphal nucleus و أسفل
+
+125
+00:09:46,970 --> 00:09:51,090
+النواة والباقي اللي هي ال motor fibers فهذه لأنها
+
+126
+00:09:51,090 --> 00:09:54,990
+حزمة رقيقة أي ضغط من الخارج بيأثر عليها عشان هيك
+
+127
+00:09:54,990 --> 00:09:58,570
+لما بلاقي third nerve palsy مع dilatation في ال
+
+128
+00:09:58,570 --> 00:10:03,630
+pupil هذه علامة خطيرة جدا لابد من تحويله لجراحة
+
+129
+00:10:03,630 --> 00:10:08,070
+الأعصاب لتقييم الوضع بواسطة التصوير الطبقي أو ال
+
+130
+00:10:08,070 --> 00:10:10,910
+رنين المغناطيسي يعني أنا ما بشغل نفسي بموضوع ال
+
+131
+00:10:10,910 --> 00:10:16,590
+squint الناتج عن ال third nerve palsy الأمور تترتب
+
+132
+00:10:16,590 --> 00:10:19,490
+بأولوية life saving و بعدين vision saving
+
+133
+00:10:19,490 --> 00:10:25,870
+تمام life saving و بعدين vision saving بمعنى لما
+
+134
+00:10:25,870 --> 00:10:31,480
+أنا بقى لاحظ أنَّ في عندي علامات third nerve palsy
+
+135
+00:10:31,480 --> 00:10:36,000
+اللي هي ptosis تمام؟ ptosis و عندي defective
+
+136
+00:10:36,000 --> 00:10:38,520
+elevation و عندي defective adduction و عندي
+
+137
+00:10:38,520 --> 00:10:42,880
+defective depression تمام؟ أه و العين جاية out and
+
+138
+00:10:42,880 --> 00:10:47,770
+down ساعتها و ال pupil dilated معناته هذا surgical
+
+139
+00:10:47,770 --> 00:10:51,530
+third nerve palsy إيش surgical يعني ممكن يحتاج
+
+140
+00:10:51,530 --> 00:10:54,970
+لتدخل جراحي من قبل جراحة الأعصاب يعني هذا مَـبـ ..
+
+141
+00:10:54,970 --> 00:11:00,030
+يعني طب طوارئ هذا .. و نسميه طب طوارئ
+
+142
+00:11:00,030 --> 00:11:07,280
+يعني بمعنى أنَّه لا وقت لـ يعني التفصيل في الفحص مع
+
+143
+00:11:07,280 --> 00:11:11,500
+المريض تمام فبالتالي هذا تحويل ضروري على جراحة
+
+144
+00:11:11,500 --> 00:11:17,020
+الأعصاب للتصوير الطبقي طيب السبب كيف عرفنا أن هذا
+
+145
+00:11:17,020 --> 00:11:20,600
+علامة مهمة من ال pupil dilated طب و كيف صار dilated
+
+146
+00:11:20,600 --> 00:11:24,660
+ال pupil بنعيد لأنه ال parasympathetic fiber اللي
+
+147
+00:11:24,660 --> 00:11:27,280
+طالعة من ال edinger-westphal nucleus اللي هي ال sub
+
+148
+00:11:27,280 --> 00:11:29,800
+nucleus ال parasympathetic sub nucleus بتاعة ال
+
+149
+00:11:29,800 --> 00:11:34,400
+third nerve بتمشي في مجموعة رقيقة تعتبر و مجموعة
+
+150
+00:11:34,400 --> 00:11:38,440
+يعني كميتها أو أو يعني حجمها صغير و بتمشي على سطح
+
+151
+00:11:38,440 --> 00:11:41,560
+ال nerve يعني يعني قريب من سطح ال nerve فهذه
+
+152
+00:11:41,560 --> 00:11:45,820
+كمجموعة صغيرة أول ما بتتعرض بتتعرض للضغط من هذا ال
+
+153
+00:11:45,820 --> 00:11:49,680
+aneurysm أو ممكن مش aneurysm يكون ورم أو شيء من من
+
+154
+00:11:49,680 --> 00:11:53,120
+هذا القبيل تمام فبالتالي لما بشوف ال pupil dilated
+
+155
+00:11:53,120 --> 00:11:57,140
+بدي أنا أخذ يعني حذر شديد جدا و بعد ما يطمّنني
+
+156
+00:11:57,140 --> 00:12:01,540
+جراحة الأعصاب أنَّ الأمور سليمة و ما فيش أي مشكلة تمام
+
+157
+00:12:01,540 --> 00:12:04,740
+بأتعامل معاها ك third nerve palsy و بنشوف إيش اللي
+
+158
+00:12:04,740 --> 00:12:09,220
+بنتعامل معه يعني في .. في نهاية الموضوع طيب ال
+
+159
+00:12:09,220 --> 00:12:11,820
+medical third nerve palsy بس قبل ما ندخل في ال
+
+160
+00:12:11,820 --> 00:12:14,700
+medical ده أقول ممكن العلامة الوحيدة اللي تجيني في
+
+161
+00:12:14,700 --> 00:12:17,300
+ال third nerve palsy أنَّه sudden dilatation of the
+
+162
+00:12:17,300 --> 00:12:21,040
+pupil بدون أي سبب معروف لسة باقي ال functions اللي
+
+163
+00:12:21,040 --> 00:12:23,850
+هي ال adduction و ال elevation و الناس لسة كلها
+
+164
+00:12:23,850 --> 00:12:27,170
+تقريبا طبيعية أو مش ملاحَظ عليها أنها مختلفة تمام
+
+165
+00:12:27,170 --> 00:12:31,010
+فممكن تجيني العلامة الوحيدة أنَّه إيش dilatation of
+
+166
+00:12:31,010 --> 00:12:33,910
+the pupil فأخذ بالي أنَّ dilatation of the pupil هي
+
+167
+00:12:33,910 --> 00:12:37,230
+العلامة الفارقة بين ال medical third nerve palsy
+
+168
+00:12:37,230 --> 00:12:42,150
+و ال surgical third nerve palsy نجي احنا بنقول ال
+
+169
+00:12:42,150 --> 00:12:45,530
+medical third nerve palsy اللي هو غالبا بيصير عند
+
+170
+00:12:45,530 --> 00:12:50,710
+مرضى اللي عندهم diabetes أو hypertension طبعا old
+
+171
+00:12:50,710 --> 00:12:56,030
+age بالغالب تمام نتيجة أنَّ هذا عصب هذا عصب و مادّة
+
+172
+00:12:56,030 --> 00:12:59,750
+العصب تحتاج تغذية بشعيرات دموية يعني العصب بالنهاية
+
+173
+00:12:59,750 --> 00:13:02,990
+هو نسيج هو يعطي تغذية عصبية بس هو يحتاج تغذية
+
+174
+00:13:02,990 --> 00:13:05,910
+بالأكسجين و المواد الغذائية اللي بتحملها له
+
+175
+00:13:05,910 --> 00:13:09,150
+الشعيرات الدموية مرض السكري و ال hypertension
+
+176
+00:13:09,150 --> 00:13:12,590
+بيصير عندهم خراب في الشعيرات الدموية و بيصير جوع
+
+177
+00:13:12,590 --> 00:13:17,540
+أكسجيني في العصب ككل مين اللي بتتأثر أكثر؟ ال motor
+
+178
+00:13:17,540 --> 00:13:22,320
+area ليش؟ لأنها الأكثر كمًا أو الأكثر كعدد fibers
+
+179
+00:13:22,320 --> 00:13:26,520
+و اللي محتاجة تغذية .. كتغذية دموية Oxygen و مواد
+
+180
+00:13:26,520 --> 00:13:29,520
+غذائية أكثر من ال .. من ال .. الكمية القليلة بتاعة
+
+181
+00:13:29,520 --> 00:13:33,420
+ال parasympathetic fibers فبالتالي عندي هذا ال
+
+182
+00:13:33,420 --> 00:13:37,410
+medical third nerve palsy بيكون عندي defective
+
+183
+00:13:37,410 --> 00:13:39,530
+adduction, defective elevation, defective
+
+184
+00:13:39,530 --> 00:13:43,010
+depression تمام و عندي ptosis بس عندي ال pupil
+
+185
+00:13:43,010 --> 00:13:47,1
+
+223
+00:16:18,000 --> 00:16:21,140
+prism استعمل لما يكون عندي mild angle of
+
+224
+00:16:21,140 --> 00:16:24,520
+strabismus أو إذا مش قادر استعمل frenal prism
+
+225
+00:16:24,520 --> 00:16:31,230
+باستعمل ocular occlusion عشان أتجنب الدبلوبيا طبعاً
+
+226
+00:16:31,230 --> 00:16:33,810
+إمتى ما بستعملش الـ occlusion إذا كان الـ toses
+
+227
+00:16:33,810 --> 00:16:38,490
+complete لأنه هيغنيني عن موضوع الـ occlusion طبعاً
+
+228
+00:16:38,490 --> 00:16:42,630
+أمر آخر، إذا طال الـ third nerve palsy بتصير الـ
+
+229
+00:16:42,630 --> 00:16:45,990
+lateral rectus اللي هي تقريباً العضلة الوحيدة هي و
+
+230
+00:16:45,990 --> 00:16:50,270
+السُّفْلِيّة والـ superior  بتصير مش over acting بس، بتصير
+
+231
+00:16:50,270 --> 00:16:55,430
+contracted ومتقلصة بشدة، فممكن يعني يصعب قضية الـ
+
+232
+00:16:55,430 --> 00:16:59,250
+recovery فبالتالي ممكن يُحقَن بوتولينيوم توكسين في
+
+233
+00:16:59,250 --> 00:17:02,710
+الـ lateral rectus عشان يرخيها، في انتظار شفاء الـ
+
+234
+00:17:02,710 --> 00:17:06,050
+هو الـ third nerve palsy تمام، to prevent its
+
+235
+00:17:06,050 --> 00:17:09,530
+contracture before the deviation improves or
+
+236
+00:17:09,530 --> 00:17:13,470
+stabilizes هذه المعالجة غير الجراحية نُعيدها
+
+237
+00:17:13,470 --> 00:17:17,790
+على السريع: فرنالي برزم أو أُكلوٍجين عشان أتجنب
+
+238
+00:17:17,790 --> 00:17:20,510
+الدبلوبيا، الفرنالي برزم لما تكون الزاوية حواليها
+
+239
+00:17:20,510 --> 00:17:24,170
+صغيرة، عندي الأُكلوٍجين إذا كان عندي partial  بس
+
+240
+00:17:24,170 --> 00:17:27,510
+عندي angle، significant angle و partial palsy
+
+241
+00:17:27,510 --> 00:17:30,670
+فبالتالي هيشك من دبلوبيا ومش هينفع الفرنالي
+
+242
+00:17:30,670 --> 00:17:34,570
+فبالتالي نستخدم لهؤلاء، هذا ممكن أستخدم أيضاً كـ يعني
+
+243
+00:17:34,570 --> 00:17:38,100
+temporary measure أني أحقن الـ lateral rectus بـ
+
+244
+00:17:38,100 --> 00:17:41,120
+Botox عشان أرخيها عشان ما يصيرش فيها contracture
+
+245
+00:17:41,120 --> 00:17:45,020
+يعني..يعني كإني أنا بعمل فيها artificial palsy
+
+246
+00:17:45,020 --> 00:17:48,860
+تمام؟ عشان تتوازن هي والـ medial rectus طبعاً الـ
+
+247
+00:17:48,860 --> 00:17:51,620
+surgical treatment إمتى بنلجأ للـ surgical
+
+248
+00:17:51,620 --> 00:17:56,300
+treatment؟ لابد أن تكون after all spontaneous
+
+249
+00:17:56,300 --> 00:18:00,460
+improvement has ceased تمام، غالباً هذا بيكون not
+
+250
+00:18:00,460 --> 00:18:04,000
+earlier than six months from the date of onset
+
+251
+00:18:04,000 --> 00:18:07,480
+يعني اليوم بدأت الـ third nerve palsy مع المريض تمام
+
+252
+00:18:07,480 --> 00:18:11,520
+مثلاً medical third nerve palsy بانتظر أنا مسافة ست
+
+253
+00:18:11,520 --> 00:18:15,280
+شهور، ليش بانتظر مسافة ست شهور؟ عشان أتأكد أن الـ
+
+254
+00:18:15,280 --> 00:18:18,300
+spontaneous improvement اللي بده يحصل حصل، إذا كان
+
+255
+00:18:18,300 --> 00:18:21,880
+بده يحصل تمام، يعني بكون أعطيت الفرصة الكافية لـ
+
+256
+00:18:21,900 --> 00:18:25,060
+المريض أنه يتحسن لحاله، وكتير من حالات الـ third
+
+257
+00:18:25,060 --> 00:18:29,060
+nerve palsy بتتحسن لحالها، بتتحسن لحالها
+
+258
+00:18:33,630 --> 00:18:37,290
+لأن الجوع الأكسجيني.. الجوع الأكسجيني يعني ممكن
+
+259
+00:18:37,290 --> 00:18:42,010
+يتحسن، التغذية الدموية طبعاً في عوامل كتيرة يعني، و
+
+260
+00:18:42,010 --> 00:18:46,670
+هذه..هذه ربما تكون من جانب كويسة ومن جانب آخر
+
+261
+00:18:46,670 --> 00:18:50,230
+سيئة طبعاً، العوامل الكتيرة زي الـ vascular
+
+262
+00:18:50,230 --> 00:18:54,390
+endothelial growth factor تمام، اللي هو هذا الـ..الـ
+
+263
+00:18:54,390 --> 00:18:55,830
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ..
+
+264
+00:18:55,830 --> 00:18:55,970
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+265
+00:18:55,970 --> 00:18:56,150
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+266
+00:18:56,150 --> 00:18:56,450
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+267
+00:18:56,450 --> 00:18:57,330
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+268
+00:18:57,330 --> 00:18:58,010
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+269
+00:18:58,010 --> 00:18:58,250
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+270
+00:18:58,250 --> 00:19:00,770
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+271
+00:19:00,770 --> 00:19:06,450
+الـ..الـ..الـ..الـ..الـ..الـ..
+
+272
+00:19:06,450 --> 00:19:06,590
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+273
+00:19:06,590 --> 00:19:09,350
+الـ..الـ..الـ..الـ..الـ..الـ..الـ..الـ
+
+274
+00:19:09,350 --> 00:19:12,350
+..
+
+275
+00:19:19,380 --> 00:19:22,440
+حاجة بنسميها advanced diabetic eye disease اللي
+
+276
+00:19:22,440 --> 00:19:27,040
+بتشمل اللي هي vitreous hemorrhage وبتشمل اللي هي
+
+277
+00:19:27,040 --> 00:19:30,780
+tractional retinal detachment يعني هي سلاح ذو حدين
+
+278
+00:19:30,780 --> 00:19:38,220
+سلاح ذو حدين طبعاً، احنا قبل ما يعني نبلش في العصب
+
+279
+00:19:38,220 --> 00:19:41,660
+اللي بعده أنا خاطر بس أعرِض فيديو من الـ net تمام
+
+280
+00:19:41,660 --> 00:19:46,560
+بعد إذنك، فتح
+
+281
+00:19:46,560 --> 00:19:46,820
+الـ net
+
+282
+00:19:50,260 --> 00:19:53,440
+بدنا نعرض فيديو لسيدة عندها third nerve palsy طبعاً
+
+283
+00:19:53,440 --> 00:19:58,220
+من الموقع المصري للحوار، ونعرض نفس السيدة بعد ما
+
+284
+00:19:58,220 --> 00:20:04,580
+تم الشفاء، وبدنا نركز على شغلات اللي هي قضية كيف
+
+285
+00:20:04,580 --> 00:20:08,740
+الـ adduction اتحسن، كيف الـ elevation اتحسن، وهذه
+
+286
+00:20:08,740 --> 00:20:15,060
+القضية نأخذ بالنا منها إن شاء الله تعالى، closes
+
+287
+00:21:05,930 --> 00:21:14,950
+فعند المصريين لابد من الـ A في
+
+288
+00:21:14,950 --> 00:21:21,890
+نفس الصورة بس بعد الـ recovery، دور عليها شوية
+
+289
+00:21:21,890 --> 00:21:27,270
+spontaneous
+
+290
+00:21:27,270 --> 00:21:28,090
+recovery
+
+291
+00:21:35,410 --> 00:21:35,710
+العربي
+
+292
+00:22:07,620 --> 00:22:10,740
+طبعاً الـ fourth nerve palsy المرة هذه مش هناخده
+
+293
+00:22:10,740 --> 00:22:14,440
+لأنه بده شرح طويل،  لأنه نأخذ sixth nerve
+
+294
+00:22:14,440 --> 00:22:18,280
+palsy المرة الجاية إن شاء الله تعالى عشان..عشان
+
+295
+00:22:18,280 --> 00:22:19,020
+نأخذ اللي هو
+
+296
+00:22:39,250 --> 00:22:42,850
+طيب، الآن بالنسبة للـ sixth cranial nerve اللي هو الـ
+
+297
+00:22:42,850 --> 00:22:49,670
+abducent nerve ينشأ من الـ pons طبعاً عشان احنا ما
+
+298
+00:22:49,670 --> 00:22:55,850
+..مانقعدش ن..يعني ن..نعتمد قضية الحفظ أو كده،
+
+299
+00:22:55,850 --> 00:23:01,970
+عندنا الـ midbrain والـ pons والمُدُّلْجاتَة
+
+300
+00:23:01,970 --> 00:23:03,510
+اللي هو النخاع المستطيل
+
+301
+00:23:06,940 --> 00:23:11,300
+هنا الثالث والرابع، هنا الخامس والسادس والسابع والثامن،
+
+302
+00:23:11,300 --> 00:23:16,840
+هنا التاسع والعاشر والحادي عشر والثاني عشر، والأول مين هو؟
+
+303
+00:23:16,840 --> 00:23:23,740
+optic nerve، الثاني عشر، عصب الشم، الـ olfactory nerve
+
+304
+00:23:23,740 --> 00:23:26,720
+الـ olfactory nerve، هذا لحاله، الـ olfactory nerve
+
+305
+00:23:26,720 --> 00:23:32,400
+بيروح على يعني مباشرة على الدماغ، والـ optic nerve
+
+306
+00:23:32,400 --> 00:23:36,280
+الـ pathway، أنتم عارفينه من وين بينشأ؟ من وين
+
+307
+00:23:36,280 --> 00:23:42,300
+بينشأ optic nerve؟ من الدماغ، من الدماغ، يعني
+
+308
+00:23:42,300 --> 00:23:46,640
+هو رايح لجوه، آه رايح لجوه، تمام، بينشأ من الدماغ
+
+309
+00:23:46,640 --> 00:23:49,180
+وفيه الـ optic nerve والـ chiasm والـ tract والـ
+
+310
+00:23:49,180 --> 00:23:51,520
+lateral geniculate body والـ radiation وإلى آخره
+
+311
+00:23:51,520 --> 00:23:54,780
+تمام؟ عشان ما نخربش الـ midbrain، بنشأ منه الثالث و
+
+312
+00:23:54,780 --> 00:23:58,160
+الرابع، الخامس والسادس والسابع والثامن بنشأوا من
+
+313
+00:23:58,160 --> 00:24:02,560
+الـ pons، التاسع والعاشر والحادي عشر والثاني عشر من المُدُّلْجاتَة
+
+314
+00:24:02,560 --> 00:24:05,240
+والمُستطيل تمام؟ طبعاً احنا السادس اللي هو الـ
+
+315
+00:24:05,240 --> 00:24:08,160
+abducent nerve بنشأ من الـ pons وبيروح بيغذي إيش
+
+316
+00:24:08,160 --> 00:24:12,040
+الـ lateral rectus muscle تمام؟ اللي على نفس
+
+317
+00:24:12,040 --> 00:24:15,660
+الناحية بتاعته، على نفس الناحية بتاعته، الـ lateral
+
+318
+00:24:15,660 --> 00:24:18,900
+rectus muscle مسئولة عن الـ abduction..مسئولة عن
+
+319
+00:24:18,900 --> 00:24:22,120
+الـ abduction، يا ترى لو قلنا احنا left sixth nerve
+
+320
+00:24:22,120 --> 00:24:28,160
+palsy، إيش بالضبط؟ حيجي عندي مثلاً fixating بالـ
+
+321
+00:24:28,160 --> 00:24:31,700
+right eye وعندي exotropia في الـ primary position
+
+322
+00:24:31,700 --> 00:24:39,710
+بيشكوا من؟ هل يشكون من شيء غير الـ exotropia؟ Diplopia..
+
+323
+00:24:39,710 --> 00:24:42,710
+Diplopia..حيشكوا من Diplopia..هذه الـ Diplopia عَلى
+
+324
+00:24:42,710 --> 00:24:45,610
+الـ distance أكثر ولا على الـ near أكثر؟ على الـ distance
+
+325
+00:24:45,610 --> 00:24:49,030
+..ممكن على الـ near ما يكونش عنده Diplopia؟ آه ممكن على
+
+326
+00:24:49,030 --> 00:24:52,630
+الـ close near مايكونش، لأنه في الـ close near الـ
+
+327
+00:24:52,630 --> 00:24:54,670
+convergence هو اللي بده يشتغل، والـ medial
+
+328
+00:24:54,670 --> 00:24:59,270
+rectus من الناحيتين سليمتان، وعشان هيك الدرس اللي
+
+329
+00:24:59,270 --> 00:25:04,540
+فات في العمل عند مجموعة من المجموعات يحكوا إنه ممكن
+
+330
+00:25:04,540 --> 00:25:08,000
+هذا البعد للـ four dot test يكون خمسة على
+
+331
+00:25:08,000 --> 00:25:11,480
+الـ distance وأربعة على الـ near، لأنه على الـ near في
+
+332
+00:25:11,480 --> 00:25:14,620
+fusion، في fusion، في binocular single vision
+
+333
+00:25:14,620 --> 00:25:18,860
+هاد الـ diplopia horizontal ولا vertical ولا
+
+334
+00:25:18,860 --> 00:25:22,460
+torsional؟ horizontal..pure horizontal diplopia
+
+335
+00:25:22,460 --> 00:25:26,120
+تمام؟ طيب، increasing on left gaze or on right
+
+336
+00:25:26,120 --> 00:25:26,900
+gaze؟
+
+337
+00:25:29,450 --> 00:25:33,410
+على الـ left gaze بتزيد، على الـ left gaze بتزيد، ليش؟
+
+338
+00:25:33,410 --> 00:25:36,210
+لأن العين اليمنى حتروح على الـ left كويس، بينما
+
+339
+00:25:36,210 --> 00:25:38,590
+العين اليسرى، لأنه في palsy في الـ lateral rectus مش
+
+340
+00:25:38,590 --> 00:25:43,510
+حتقدر، فالـ deviation حيزيد في منطقة عمل العضلة
+
+341
+00:25:43,510 --> 00:25:46,930
+المصابة، على الـ right ممكن تروح الـ diplopia تماماً
+
+342
+00:25:46,930 --> 00:25:50,050
+لأن الـ right إيش بالضبط؟ right lateral rectus وهي
+
+343
+00:25:50,050 --> 00:25:53,230
+طبيعية، و left medial rectus وهي أيضاً طبيعية
+
+344
+00:25:53,230 --> 00:25:57,520
+فبالتالي هذه الـ diplopia increasing on left gaze
+
+345
+00:25:57,520 --> 00:26:01,080
+إذا عنده left sixth nerve palsy و decreasing أو
+
+346
+00:26:01,080 --> 00:26:04,920
+يعني disappearing on right gaze، هل سيكون عندي
+
+347
+00:26:04,920 --> 00:26:08,360
+abnormal head posture يُعوِّض عن الدبلوبيا؟ face
+
+348
+00:26:08,360 --> 00:26:11,820
+turned to what side? to which side? to the left
+
+349
+00:26:11,820 --> 00:26:17,560
+يعني the head turns where the eye cannot، العين مش
+
+350
+00:26:17,560 --> 00:26:20,620
+قادرة تروح على الـ left فبالتالي الـ head بيروح على
+
+351
+00:26:20,620 --> 00:26:24,900
+الـ left عشان العينين تلقائياً يروحوا على اليمين
+
+352
+00:26:24,900 --> 00:26:28,540
+فبالتالي بيروحوا على الـ field اللي هم يعني بيقدروا
+
+353
+00:26:28,540 --> 00:26:31,420
+يروحوا عليه، هذه القضية الـ face turned to the left
+
+354
+00:26:31,420 --> 00:26:37,880
+مش بس بتتخلص لي من الدبلوبيا، وأيضاً بتنقل الـ field
+
+355
+00:26:37,880 --> 00:26:41,620
+of binocular single vision من الـ right side to the
+
+356
+00:26:41,620 --> 00:26:45,000
+straight head position، بيسموها Centralization of
+
+357
+00:26:45,000 --> 00:26:49,960
+the field of binocular single vision، الـ third
+
+358
+00:26:49,960 --> 00:26:55,720
+cranial nerve، حقيقة
+
+359
+00:26:55,720 --> 00:27:01,400
+من الأشياء، عفواً sixth cranial nerve، في حاجة ممكن
+
+360
+00:27:01,400 --> 00:27:07,180
+نسمعها أو نراها في الملفات الطبية، يعني بعض الأمراض
+
+361
+00:27:07,180 --> 00:27:11,700
+يكون فيها الـ sixth cranial nerve، بيسموه false
+
+362
+00:27:11,700 --> 00:27:18,680
+localizing sign، إيش
+
+363
+00:27:18,680 --> 00:27:23,180
+يعني false localizing sign؟ يعني لما إنسان
+
+364
+00:27:23,180 --> 00:27:26,720
+بتقول له عنده sixth cranial nerve، ممكن يتخيل إنه
+
+365
+00:27:26,720 --> 00:27:30,720
+المشكلة تكون في منشأ الـ nerve تمام؟ في منشأ الـ
+
+366
+00:27:30,720 --> 00:27:35,650
+nerve، طبعاً في حكي على منشأ الـ nerve هنحكيه بعد شوية
+
+367
+00:27:35,650 --> 00:27:41,550
+بس في أحيان بيكون الـ sixth cranial nerve يعني هو
+
+368
+00:27:41,550 --> 00:27:46,490
+مالوش في المشكلة، بس صار involved كشيء ثانوي، بالذات
+
+369
+00:27:46,490 --> 00:27:49,130
+الناس اللي عندهم الـ third cranial..الـ sixth
+
+370
+00:27:49,130 --> 00:27:57,170
+cranial nerve بيمر من فوق الأذن الداخلية، هذه الأذن
+
+371
+00:27:57,170 --> 00:28:01,820
+الداخلية أو الـ internal acoustic meatus تمام، موجودة
+
+372
+00:28:01,820 --> 00:28:05,240
+في عظمة بيسموها الـ petrous bone، عظمة صلبة جداً تمام
+
+373
+00:28:05,240 --> 00:28:09,180
+بيمر في وجهها تماماً، في داخل الجمجمة، وممكن لما
+
+374
+00:28:09,180 --> 00:28:13,120
+يصير increased intracranial pressure، زيادة ضغط
+
+375
+00:28:13,120 --> 00:28:17,100
+السائل الدماغي، ينضغط هو على العظم، يعني السائل شدة
+
+376
+00:28:17,100 --> 00:28:24,490
+ضغطه، ينضغط الـ sixth cranial nerve، ينضغط على عظمة
+
+377
+00:28:24,490 --> 00:28:28,970
+الـ petrous bone وبالتالي يؤدي لـ sixth nerve palsy بس مش
+
+378
+00:28:28,970 --> 00:28:33,050
+هو يعني هذا false localizing sign، يعني بقدرش من الـ
+
+379
+00:28:33,050 --> 00:28:37,570
+sixth cranial nerve أعرف موقع المشكلة وين، موقع
+
+380
+00:28:37,570 --> 00:28:42,150
+المشكلة وين، وبالذات لما يكون عندي bilateral sixth
+
+381
+00:28:42,150 --> 00:28:46,120
+nerve palsy، لأن لما يصير عندي زيادة في ضغط السائل
+
+382
+00:28:46,120 --> 00:28:50,240
+الدماغي، هيضغط على العصبين، يضغطهم على الـ petrous bone
+
+383
+00:28:50,240 --> 00:28:55,180
+من الناحيتين، وبالتالي بتسمى sixth cranial nerve ولابد
+
+384
+00:28:55,180 --> 00:29:00,720
+من أنه احنا نستشير الأعصاب في هذه القضية، في قضية
+
+385
+00:29:00,720 --> 00:29:05,200
+أعرف أن في عندي sixth nerve palsy مصدرها الـ pons
+
+386
+00:29:05,200 --> 00:29:10,280
+ولا مصدرها الـ trunk بتاع الـ nerve كيف؟ لازم أعرف
+
+387
+00:29:10,280 --> 00:29:13,520
+anatomy كويس، حقيقة احنا قلنا اللي بنشأ من الـ
+
+388
+00:29:13,520 --> 00:29:17,720
+pons أربعة أعصاب، هاي الـ nucleus بتاعة الـ sixth
+
+389
+00:29:17,720 --> 00:29:21,980
+cranial nerve وهي الـ nucleus بتاعة الـ seventh
+
+390
+00:29:21,980 --> 00:29:25,580
+cranial nerve اللي هو مين؟ الـ facial nerve، الـ
+
+391
+00:29:25,580 --> 00:29:29,000
+fibers اللي طالعة من الـ facial nerve بتلف وبتعمل
+
+392
+00:29:29,000 --> 00:29:33,160
+loop حوالين الـ، حوالين الـ sixth cranial nerve
+
+393
+00:29:33,160 --> 00:29:38,850
+فبالتالي إذا..إذا تضرر الـ sixth cranial nerve nucleus
+
+394
+00:29:38,850 --> 00:29:44,550
+فمن باب أولى إنه يكون الـ facial nerve انضرب معه، و
+
+395
+00:29:44,550 --> 00:29:48,110
+صار عندي facial palsy، ما يقدرش يسكر عينه تمام، و
+
+396
+00:29:48,110 --> 00:29:53,810
+عشان هيك في مقولة علمية بتقول isolated
+
+397
+
+445
+00:33:18,720 --> 00:33:38,500
+الأذن المخفية، واضح مرة أخرى، لاحظتُنَ يسألن
+
+446
+00:33:38,500 --> 00:33:41,100
+سؤال يا بنات، يعطيكم ألف عافية
diff --git a/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/xsNhq0zQGtk_postprocess.srt b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/xsNhq0zQGtk_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..41d69f44b4e29371852e6e604e54ce1890891775
--- /dev/null
+++ b/PL9fwy3NUQKwZfniGp3urYlTO3wGv9-Ea-/xsNhq0zQGtk_postprocess.srt
@@ -0,0 +1,1784 @@
+1
+00:00:20,820 --> 00:00:24,160
+بسم الله الرحمن الرحيم اليوم هنحكي ان شاء الله عن
+
+2
+00:00:24,160 --> 00:00:28,200
+ال paralytic squint لما بن .. بنحكي paralytic
+
+3
+00:00:28,200 --> 00:00:33,300
+squint بنقصد فيه يعني شلل في أحد الأعصاب المغضية
+
+4
+00:00:33,300 --> 00:00:38,700
+لعضلات العين ال extraocular muscles أو يعني شلل في
+
+5
+00:00:38,700 --> 00:00:43,160
+أكتر من عصب معروف أنه ال motor function بتاعة
+
+6
+00:00:43,160 --> 00:00:46,740
+العين المسئول عنها three cranial nerves اللي هم ال
+
+7
+00:00:46,740 --> 00:00:52,210
+oculomotor nerveو ال abducent nerve و اللى هو ال
+
+8
+00:00:52,210 --> 00:00:55,450
+trochlear nerve ال fourth nerve طبعا ال trochlear
+
+9
+00:00:55,450 --> 00:00:59,570
+nerve بيغذى superior oblique muscle و ال abducent
+
+10
+00:00:59,570 --> 00:01:04,490
+nerve بيغذى ال sixth اللى هو sixth nerve nucleus
+
+11
+00:01:04,490 --> 00:01:08,030
+ال lateral rectus muscle تمام و بجيه العضلات
+
+12
+00:01:08,030 --> 00:01:11,530
+بيغذيهم اللى هو ال oculomotor او ال third cranial
+
+13
+00:01:11,530 --> 00:01:16,620
+nerve بالاضافة لتغذيته لالـ levator palpebral
+
+14
+00:01:16,620 --> 00:01:20,640
+superioris و أيضا الـ ciliary muscle و الـ
+
+15
+00:01:20,640 --> 00:01:24,580
+sphincter pupillary muscle بمعنى أخر لما بنحكي عن
+
+16
+00:01:24,580 --> 00:01:30,240
+بلسي بأحد هذه الأعصاب لازم نتذكر ال functions اللي
+
+17
+00:01:30,240 --> 00:01:35,520
+بيقوم فيها هذا العصب عبر العضلات اللي بيغربيها لما
+
+18
+00:01:35,520 --> 00:01:40,450
+بنقول third cranial nerveيعني بيغذي ال superior
+
+19
+00:01:40,450 --> 00:01:43,110
+rectus اللي لها علاقة في ال elevation بيغذي ال
+
+20
+00:01:43,110 --> 00:01:45,110
+inferior rectus اللي لها علاقة في ال depression
+
+21
+00:01:45,110 --> 00:01:47,710
+بيغذي ال medial rectus اللي لها علاقة في ال
+
+22
+00:01:47,710 --> 00:01:50,990
+adduction تمام و بيغذي ال inferior oblique اللي
+
+23
+00:01:50,990 --> 00:01:55,250
+لها ال functions المعروفة تمام بالإضافة أن هو
+
+24
+00:01:55,250 --> 00:01:58,190
+المسئول عن الموضوع الميزز عن ال accommodation لأنه
+
+25
+00:01:58,190 --> 00:02:01,230
+بيغذي ال ciliary muscle و ال sphincter pupillary
+
+26
+00:02:01,230 --> 00:02:05,610
+muscle أيضا هو المسئول عن فتح العينبسبب ان هو
+
+27
+00:02:05,610 --> 00:02:08,930
+بيغذي elevator palpebral superioris المسئول عن
+
+28
+00:02:08,930 --> 00:02:24,490
+رافع الجفن الأعلى طيب third
+
+29
+00:02:24,490 --> 00:02:28,950
+nerve pulse استمتاج اللي هو ال signs بتاعة ال
+
+30
+00:02:28,950 --> 00:02:33,510
+third nerve pulse مش صعب بالمرةلو قلنا إنسان عنده
+
+31
+00:02:33,510 --> 00:02:38,730
+right-fired nerve pulsate إيش بنتوقع؟ هي left eye
+
+32
+00:02:38,730 --> 00:02:46,810
+إيش بنتوقع مبدأيا أنه يكون عنده؟ توزيس بس أنا مش
+
+33
+00:02:46,810 --> 00:02:50,290
+هرسم توزيس عشان أرسم .. أن نشوف إيش العين بس هو
+
+34
+00:02:50,290 --> 00:02:55,790
+أول علامة بده تكون عنده توزيس تاني
+
+35
+00:02:55,790 --> 00:03:03,110
+علامة العين بده تكون إيه إيش؟out and down out ليش؟
+
+36
+00:03:03,110 --> 00:03:08,270
+عشان ال lateral rectus has normal function تمام؟ و
+
+37
+00:03:08,270 --> 00:03:12,450
+slightly down عشان ال superior oblique اللي من ال
+
+38
+00:03:12,450 --> 00:03:15,650
+functions بتاعتها انها بتعملي depression من ضمن ال
+
+39
+00:03:15,650 --> 00:03:17,970
+secondary functions بتاعتها انها بتعملي depression
+
+40
+00:03:17,970 --> 00:03:21,630
+هذه المنظر اللي بيجيني عليه طبعا إذا عندي complete
+
+41
+00:03:21,630 --> 00:03:25,890
+causes مش هيكون عندي diplopia if complete
+
+42
+00:03:29,640 --> 00:03:32,820
+no diplopia ليش؟ لأنه هيكون كأني أنا عامل
+
+43
+00:03:32,820 --> 00:03:36,400
+occlusion ل one eye إذا كان partial third nerve
+
+44
+00:03:36,400 --> 00:03:41,640
+palsy ممكن المريض يشك من diplopia طيب نيجي احنا
+
+45
+00:03:41,640 --> 00:03:46,260
+هذه اللي هو العلمات اللي احنا بتاعة ال third nerve
+
+46
+00:03:46,260 --> 00:03:50,660
+palsy أثناء اختبار ال extraocular movements no
+
+47
+00:03:50,660 --> 00:03:56,440
+adduction أو restricted adduction ليش؟ال media
+
+48
+00:03:56,440 --> 00:03:59,180
+rectus يعني اللي بتتغذى من ال third cranial nerve
+
+49
+00:03:59,180 --> 00:04:04,220
+يعني ال function بتاعتها هتكون فيها مشكلة no
+
+50
+00:04:04,220 --> 00:04:09,520
+elevation واش
+
+51
+00:04:09,520 --> 00:04:13,020
+كمان restricted depression
+
+52
+00:04:18,050 --> 00:04:21,730
+لأن ال inferior rectus بالاضافة لل toses اللي
+
+53
+00:04:21,730 --> 00:04:26,510
+حكينا عنه بالاضافة لل toses اللي حكينا عنه طيب
+
+54
+00:04:26,510 --> 00:04:30,490
+نيجي نرسم هذه الأشياء يعني هذا المريض اللي عنده
+
+55
+00:04:30,490 --> 00:04:35,330
+third nerve pulse لما يتطلع على right third nerve
+
+56
+00:04:35,330 --> 00:04:38,210
+pulse يعني يتطلع على الشمال فيش adduction فيش
+
+57
+00:04:38,210 --> 00:04:40,830
+adduction لما بتطلع على فوق
+
+58
+00:04:43,900 --> 00:04:47,320
+مش elevation يعني بالعافية بيقدر يرفع عينه خاصة
+
+59
+00:04:47,320 --> 00:04:51,100
+إذا ال pulse شديدة تمام؟ أيضا في ال depression
+
+60
+00:04:51,100 --> 00:04:57,100
+يكون عندنا restricted depression restricted
+
+61
+00:04:57,100 --> 00:05:03,720
+depression يضاف إلى العلامات هذه العلامة التالية
+
+62
+00:05:03,720 --> 00:05:11,200
+ممكن يكون عنده mediasis undefective accommodation
+
+63
+00:05:13,180 --> 00:05:21,940
+ليش؟ هذه العلامات
+
+64
+00:05:23,710 --> 00:05:27,210
+إذا كانها عندي complete palsy في ال third cranial
+
+65
+00:05:27,210 --> 00:05:30,910
+nerve بتكون شديدة يعني complete ptosis مغطي العين
+
+66
+00:05:30,910 --> 00:05:34,530
+كلها تمام عشان هيك مابيصيرش فياني diplopia ال
+
+67
+00:05:34,530 --> 00:05:36,930
+restriction في ال adoption و في ال elevation و في
+
+68
+00:05:36,930 --> 00:05:40,730
+ال depression بيكون شديد و ايضا إذا كان ال pupil
+
+69
+00:05:40,730 --> 00:05:43,650
+involved بيكون عندي midriasis و defective
+
+70
+00:05:43,650 --> 00:05:46,890
+accommodation هذه بتكون ال full picture بتاع third
+
+71
+00:05:46,890 --> 00:05:51,790
+nerve palsy حقيقة الأمر في شيء معين أو مهم جدا
+
+72
+00:05:51,790 --> 00:05:55,680
+لازم نعرفه بالنسبة لتقسيمة اللي هو third nerve
+
+73
+00:05:55,680 --> 00:06:06,940
+pulsate يعني هذه العلمات هذه العلمات لأ
+
+74
+00:06:06,940 --> 00:06:10,360
+بقص من يعني هيطق فكرة انه ال third cranial nerve
+
+75
+00:06:10,360 --> 00:06:13,680
+بنشأ في ال brain .. في ال brain stem في ال mid
+
+76
+00:06:13,680 --> 00:06:18,160
+brain .. في ال mid brain ان هو بتاعة موجودة في ال
+
+77
+00:06:18,160 --> 00:06:19,100
+mid brain
+
+78
+00:06:21,910 --> 00:06:26,690
+وبتمشي بتدخل في ال cavernous sinus اللي هو قبل ال
+
+79
+00:06:26,690 --> 00:06:32,430
+orbit خلف ال orbit في
+
+80
+00:06:32,430 --> 00:06:35,970
+ال lateral wall بتاعة ال cavernous sinus و بعدين
+
+81
+00:06:35,970 --> 00:06:38,950
+عند ال orbit superior orbital fissure بيدخل منها
+
+82
+00:06:38,950 --> 00:06:44,510
+قبل ما يدخل منها بنجسم لجسمين third cranial nerve
+
+83
+00:06:44,510 --> 00:06:46,950
+قبل ما يدخل في superior orbital fissure بنجسم
+
+84
+00:06:46,950 --> 00:06:49,310
+لجسمين اللي هو superior division
+
+85
+00:06:54,250 --> 00:06:57,810
+القسم الأعلى و ال inferior division القسم الأسفل
+
+86
+00:06:57,810 --> 00:07:01,090
+ال superior division بيغذي عضلتين ال levator
+
+87
+00:07:01,090 --> 00:07:04,570
+palbibri superioris و ال superior rectus ال
+
+88
+00:07:04,570 --> 00:07:09,410
+inferior division بيغذي تلت عضلات media rectus و
+
+89
+00:07:09,410 --> 00:07:12,490
+ال inferior rectus و ال inferior oblique و أيضا
+
+90
+00:07:12,490 --> 00:07:16,110
+بيحمل innervation مع العصب اللي رايح لل inferior
+
+91
+00:07:16,110 --> 00:07:18,370
+oblique بيحمل innervation اللي هو ال
+
+92
+00:07:18,370 --> 00:07:22,340
+parasympathetic innervation اللي وين رايح يا بناتع
+
+93
+00:07:22,340 --> 00:07:27,800
+ال sphincter bubile muscle وع ال ciliary muscle
+
+94
+00:07:27,800 --> 00:07:32,580
+يعني بعض الحالات النادرة ممكن يكون ال superior
+
+95
+00:07:32,580 --> 00:07:35,440
+division هو اللي متأثر فبتلاقي عندنا toses و
+
+96
+00:07:35,440 --> 00:07:38,720
+superior rectus اللي هو pulsing تمام؟ و بعض
+
+97
+00:07:38,720 --> 00:07:41,340
+الحالات يكون ال inferior division هو اللي فيه
+
+98
+00:07:41,340 --> 00:07:45,840
+المشكلة تمام؟ بس كتير من الحالات بتكون عندى ash
+
+99
+00:07:47,230 --> 00:07:50,670
+اللي هو ال pulse تشمل ال nerve كله بالعلامات اللي
+
+100
+00:07:50,670 --> 00:07:55,470
+احنا ذكرناها قبل قشوية الآن في تجسيمة لل third
+
+101
+00:07:55,470 --> 00:08:00,210
+nerve pulse مش مكتوبة في المال زماننا بس مهمة غاية
+
+102
+00:08:00,210 --> 00:08:07,930
+في الأهمية في عندنا medical third nerve pulse و
+
+103
+00:08:07,930 --> 00:08:12,290
+في عندنا surgical third
+
+104
+00:08:12,290 --> 00:08:17,820
+nerve pulseالتقسيم هذه مهمة جدا من ناحية الإجراء
+
+105
+00:08:17,820 --> 00:08:22,320
+حقيقة ال third nerve هو في طريقه باتجاه ال orbit
+
+106
+00:08:22,320 --> 00:08:27,820
+هو داخل الدماغ لسه فيه داخل الجمجمة تمام بيمر
+
+107
+00:08:27,820 --> 00:08:32,980
+بالقرب من أو أسفل اللي هو artery بيسموه posterior
+
+108
+00:08:32,980 --> 00:08:36,140
+communicating
+
+109
+00:08:36,140 --> 00:08:39,620
+artery
+
+110
+00:08:44,220 --> 00:08:47,620
+هذا posterior communicating artery في بعض الأوقات
+
+111
+00:08:47,620 --> 00:08:52,660
+يكون فيه توسع في جداره، a neurism عامل، تمام؟
+
+112
+00:08:52,660 --> 00:08:57,820
+فبتضغط على ال third nerveهذا ال aneurysm أو التوسع
+
+113
+00:08:57,820 --> 00:09:00,800
+اللي زي حوايصلة عامل زي ال case كده طبعا ال artery
+
+114
+00:09:00,800 --> 00:09:04,620
+الضغط في الدم في الشرايين عالي كتير مقارنة مع
+
+115
+00:09:04,620 --> 00:09:07,740
+الأوردة وبالتالي هذا جدار ال aneurysm اللي هو
+
+116
+00:09:07,740 --> 00:09:14,600
+الرقيق ممكن ينفجر في أي لحظة ويعمل ويعمل يعني نزيف
+
+117
+00:09:14,600 --> 00:09:18,000
+داخل الدماغ شديد ممكن يؤدي للوفاة بسرعة تمام
+
+118
+00:09:18,000 --> 00:09:21,500
+فبالتالي هو بيدغط على ال nerve بيعمل لي third
+
+119
+00:09:21,500 --> 00:09:26,170
+nerve pulsing طب اناكتخصص ممكن أقابل المريض اللي
+
+120
+00:09:26,170 --> 00:09:30,870
+عنده third nerve palsy أول شي هنكمل ليش احنا بنحكي
+
+121
+00:09:30,870 --> 00:09:36,330
+عن القضية هاي مهمة جدا؟البارا sympathetic fiber
+
+122
+00:09:36,330 --> 00:09:39,470
+بتمشي superficial في ال nerve يعني متجمعة في
+
+123
+00:09:39,470 --> 00:09:43,970
+مجموعة واحدة هذه ال fibers الألياء هي البارا
+
+124
+00:09:43,970 --> 00:09:46,970
+sympathetic fiber اللي طالعة من الادنار و اسفال
+
+125
+00:09:46,970 --> 00:09:51,090
+نوكلياس والباقي اللي هي ال motor fibers فهذه لانها
+
+126
+00:09:51,090 --> 00:09:54,990
+حزمة رقيقة أي ضغط من الخارج بيأثر عليها عشان هيك
+
+127
+00:09:54,990 --> 00:09:58,570
+لما بلاجي third nerve pulsing مع dilatation في ال
+
+128
+00:09:58,570 --> 00:10:03,630
+pupilهذا علامة خطيرة جدا لابد من تحويله لجراحة
+
+129
+00:10:03,630 --> 00:10:08,070
+الأعصاب لتقييم الوضع بواسطة تصوير الطبق أو ال
+
+130
+00:10:08,070 --> 00:10:10,910
+running المغناطيسي يعني أنا ما بشغل نفسي بموضوع ال
+
+131
+00:10:10,910 --> 00:10:16,590
+squint الناتج عن ال third nerve pulse الأمور تترتب
+
+132
+00:10:16,590 --> 00:10:19,490
+في الأهمية انه life saving و بعدين vision saving
+
+133
+00:10:19,490 --> 00:10:25,870
+تمام life saving و بعدين vision saving بمعنى لما
+
+134
+00:10:25,870 --> 00:10:31,480
+انابقى لاحظ انه في عندي علامات ثالث نيرف بالسي
+
+135
+00:10:31,480 --> 00:10:36,000
+اللي هي toses تمام؟ toses و عندي defective
+
+136
+00:10:36,000 --> 00:10:38,520
+elevation و عندي defective abduction و عندي
+
+137
+00:10:38,520 --> 00:10:42,880
+defective depression تمام؟ أه و العين جاية out and
+
+138
+00:10:42,880 --> 00:10:47,770
+downساعتها و ال pupil dilated معناته هذا surgical
+
+139
+00:10:47,770 --> 00:10:51,530
+fair nerve pulse ايش surgical يعني ممكن يحتاج
+
+140
+00:10:51,530 --> 00:10:54,970
+لتدخل جراحي من قبل جراحة الأعصاب يعني هذا مب ..
+
+141
+00:10:54,970 --> 00:11:00,030
+يعني طب emergency هذا .. و نقال عنه طب emergency
+
+142
+00:11:00,030 --> 00:11:07,280
+يعني بمعنى انه لا وقت ليعني الطرففي الفحص مع
+
+143
+00:11:07,280 --> 00:11:11,500
+المريض تمام فبالتالي هذا بتحول ضروري على جراحة
+
+144
+00:11:11,500 --> 00:11:17,020
+الأعصاب للتصوير الطبقى طيب السبب كيف عرفت أن هذا
+
+145
+00:11:17,020 --> 00:11:20,600
+air jump من ال pupil dilated طب و كيف صار dilated
+
+146
+00:11:20,600 --> 00:11:24,660
+ال pupil بنعيد لأنهالبرا sympathetic fiber اللي
+
+147
+00:11:24,660 --> 00:11:27,280
+طلعت من الادنروستفال نوكلياس اللي هي ال sub
+
+148
+00:11:27,280 --> 00:11:29,800
+nucleus البرا sympathetic sub nucleus بتاعة ال
+
+149
+00:11:29,800 --> 00:11:34,400
+third nerve بتمشي في مجموعة رفيعة تعتبر و مجموعة
+
+150
+00:11:34,400 --> 00:11:38,440
+يعني كميتها او او يعني حجمها صغير و بتمشي على سطح
+
+151
+00:11:38,440 --> 00:11:41,560
+ال nerve يعني يعني قريب من سطح ال nerve فهذه
+
+152
+00:11:41,560 --> 00:11:45,820
+كمجموعة صغيرةأول ما بتتعرض بتتعرض للضغط من هذه ال
+
+153
+00:11:45,820 --> 00:11:49,680
+aneurysm أو ممكن مش aneurysm يكون ورم أو شيء من من
+
+154
+00:11:49,680 --> 00:11:53,120
+هذا القبيل تمام فبالتالي لما بشوف ال pupil dilated
+
+155
+00:11:53,120 --> 00:11:57,140
+بدي أنا أخد يعني حذر الشديد جدا و بعد ما يطمنني
+
+156
+00:11:57,140 --> 00:12:01,540
+جراحة الأعصاب أن الأمورسليمة و مافيش اي مشكلة تمام
+
+157
+00:12:01,540 --> 00:12:04,740
+بأتعامل معاها ك third nerve palsy و بنشوف إيش اللي
+
+158
+00:12:04,740 --> 00:12:09,220
+بنتعامل معاه يعني في .. في نهاية الموضوع طيب ال
+
+159
+00:12:09,220 --> 00:12:11,820
+medical third nerve palsy بس قبل ما ندخل في ال
+
+160
+00:12:11,820 --> 00:12:14,700
+medical ده أقول ممكن العلامة الوحيدة اللي يجيني في
+
+161
+00:12:14,700 --> 00:12:17,300
+ال third nerve palsy انه sudden dilatation of the
+
+162
+00:12:17,300 --> 00:12:21,040
+pupil بدون أي سبب معروف لسه بجيت ال functions اللي
+
+163
+00:12:21,040 --> 00:12:23,850
+هو ال adoption و ال elevation و الناس لسهكلها
+
+164
+00:12:23,850 --> 00:12:27,170
+تقريبا normal او مش ملاحظ عليها انها مختلفة تمام
+
+165
+00:12:27,170 --> 00:12:31,010
+فممكن تجيلي العلامة الوحيدة انه ايش dilatation of
+
+166
+00:12:31,010 --> 00:12:33,910
+the pupil فاخد بالي ان dilatation of the pupil هي
+
+167
+00:12:33,910 --> 00:12:37,230
+العلامة الفارقة بين ال medical third nerve palsy
+
+168
+00:12:37,230 --> 00:12:42,150
+وال surgical third nerve palsy نيجي احنا بنقول ال
+
+169
+00:12:42,150 --> 00:12:45,530
+medical third nerve palsy اللي هو غالبا بيصير عند
+
+170
+00:12:45,530 --> 00:12:50,710
+مرضى اللي عندهم diabetesاو hypertension طبعا old
+
+171
+00:12:50,710 --> 00:12:56,030
+age بالغالب تمام نتيجة ان هذا عصب هذا عصب و مادة
+
+172
+00:12:56,030 --> 00:12:59,750
+العصب بدها تغذية بشعيرات دموية يعني العصب بالنهاية
+
+173
+00:12:59,750 --> 00:13:02,990
+هو نسيج هو بيعطي تغذية عصبية بس هو بده يتغذى
+
+174
+00:13:02,990 --> 00:13:05,910
+بالأكسجين و المواد الغذائية اللي بيحمله إياها
+
+175
+00:13:05,910 --> 00:13:09,150
+الشعيرات الدموية مرض السكري و ال hypertension
+
+176
+00:13:09,150 --> 00:13:12,590
+بيصير عندهم خراب في الشعيرات الدموية و بيصير جوع
+
+177
+00:13:12,590 --> 00:13:17,540
+أكسجيني في العصب ككل مين اللي بتأثر أكتر؟ال motor
+
+178
+00:13:17,540 --> 00:13:22,320
+area ليش؟ لأنها الأكتر كمًا أو الأكتر كعدد fibers
+
+179
+00:13:22,320 --> 00:13:26,520
+و اللي محتاجة تغذية .. كتغذية دموية Oxygen مواطن
+
+180
+00:13:26,520 --> 00:13:29,520
+غذائي أكتر من ال .. من ال .. الكمية القليلة بتاعة
+
+181
+00:13:29,520 --> 00:13:33,420
+البرا sympathetic fibers فبالتالي عندي هذا ال
+
+182
+00:13:33,420 --> 00:13:37,410
+medical third nerve pulse بيكون عنديdefective
+
+183
+00:13:37,410 --> 00:13:39,530
+adduction, defective elevation, defective
+
+184
+00:13:39,530 --> 00:13:43,010
+depression تمام وعندي ptosis بس عندى ال pupil
+
+185
+00:13:43,010 --> 00:13:47,170
+normal ليش لأن هذه الكمية القليلة من البرا
+
+186
+00:13:47,170 --> 00:13:49,730
+sympathetic fiber بتتحمل الجوع الاكسوجيني لأنه
+
+187
+00:13:49,730 --> 00:13:52,390
+عددها جانيل والطاقة اللى بتلزمها مش كتيرة الطاقة
+
+188
+00:13:52,390 --> 00:13:55,930
+اللى بتلزمها مش كتيرة فبالتالي هذا انا بعرف انه
+
+189
+00:13:55,930 --> 00:14:00,060
+عند كل ال full picture معادة ل pupil normalتمام
+
+190
+00:14:00,060 --> 00:14:03,640
+هذا بيسميه medical third nerve palsy وهذا مابحتاجش
+
+191
+00:14:03,640 --> 00:14:08,120
+يعني لا استعجال في الأمر لأن هذا بالغالب بيصيرله
+
+192
+00:14:08,120 --> 00:14:12,660
+recovery لحاله مابتأثرش يعني غالبا في تلت شهور او
+
+193
+00:14:12,660 --> 00:14:16,400
+ست شهور بيصيرله يعني شفاء يعني لحاله تم وبالتالي
+
+194
+00:14:16,400 --> 00:14:20,300
+انا بس بتابعه لغاية ما يتم الشفاء اذا كان هذا
+
+195
+00:14:20,300 --> 00:14:23,200
+المريض عنده partial involvement ومشكلة من دبلوبيا
+
+196
+00:14:23,200 --> 00:14:27,310
+ممكن انا اعمله eclosion ل one eyeأو أوصف لفرنالي
+
+197
+00:14:27,310 --> 00:14:32,970
+بريزم عساس أنه إيش يعني في انتظار شفاءه وتحسنه لو
+
+198
+00:14:32,970 --> 00:14:37,530
+طول عن ست شهور ممكن يتطلب ممكن يتطلب ال neuro
+
+199
+00:14:37,530 --> 00:14:40,670
+imaging عشان أعرف إيش السبب و ليش يعني طال الشفاء
+
+200
+00:14:40,670 --> 00:14:43,810
+بس بالغالب ال medical third nerve palsy ناتج عن
+
+201
+00:14:43,810 --> 00:14:48,450
+جوع أكسوجيني في مادة العصبوبالتالي ناتج .. بالغالب
+
+202
+00:14:48,450 --> 00:14:50,730
+هو بيصير عند المرضى كبير السن اللي بيعانوا من
+
+203
+00:14:50,730 --> 00:14:55,110
+hypertension أو diabetes وهذا بيشفى بالغالب لحاله،
+
+204
+00:14:55,110 --> 00:14:56,750
+بيشفى بالغالب لحاله
+
+205
+00:15:01,430 --> 00:15:05,610
+المنظر اللي أمامنا لفت ثيرد نيرف بلسي complete لما
+
+206
+00:15:05,610 --> 00:15:16,590
+رفعنا
+
+207
+00:15:16,590 --> 00:15:20,370
+الجفن في المنظر التاني العين جاية out مش كتير down
+
+208
+00:15:20,370 --> 00:15:24,390
+جاية ال abduction في العين الشمالي في المنظر
+
+209
+00:15:24,390 --> 00:15:29,380
+التالت طبيعي لأن ال abducent nerve طبيعي تمامال
+
+210
+00:15:29,380 --> 00:15:33,740
+adoption مافيش adoption عندى ال elevation ايضا
+
+211
+00:15:33,740 --> 00:15:37,500
+restricted elevation وال depression عندى ايضا
+
+212
+00:15:37,500 --> 00:15:41,700
+restricted depression طبعا اذا حاولنا ندقق في ال
+
+213
+00:15:41,700 --> 00:15:44,920
+pupil تقريبا نفس ال size بتاعة ال pupil تعالين
+
+214
+00:15:44,920 --> 00:15:48,520
+اللي normal فهذا بالغالب medical third nerve palsy
+
+215
+00:15:48,520 --> 00:15:51,520
+medical third nerve palsy ماننساش موضوع ال pupil
+
+216
+00:15:51,520 --> 00:15:55,160
+لانه مهم جدا وممكن انا افوت شغلة افحص مريض و بعد
+
+217
+00:15:55,160 --> 00:15:59,700
+ايام اكتشف انهيعني هذا المريض توفي بسبب نزيف داخل
+
+218
+00:15:59,700 --> 00:16:04,580
+الدماغ فما ننساش هذه القضية طبعا
+
+219
+00:16:05,700 --> 00:16:08,280
+أيش ال treatment بتاعة ال third nerve pulse و ايش
+
+220
+00:16:08,280 --> 00:16:11,120
+دوري انا فيها؟ اول حاجة ال non-surgical treatment
+
+221
+00:16:11,120 --> 00:16:15,100
+طبعا اما بستعمل frenal prisms اذا كانت تاعة ال
+
+222
+00:16:15,100 --> 00:16:18,000
+angle بتاعة ال deviation small غالبا ال frenal
+
+223
+00:16:18,000 --> 00:16:21,140
+prism استعمل لما يكون عندى mild angle of
+
+224
+00:16:21,140 --> 00:16:24,520
+strabismus او اذا مش قادر استعمل frenal prism
+
+225
+00:16:24,520 --> 00:16:31,230
+باستعمل ocular occlusion عشان اتفادى الدبلوبياطبعا
+
+226
+00:16:31,230 --> 00:16:33,810
+امتى بستعملش ال occlusion اذا كان ال toses
+
+227
+00:16:33,810 --> 00:16:38,490
+complete لانه هيغنيني عن موضوع ال occlusion طبعا
+
+228
+00:16:38,490 --> 00:16:42,630
+امرار اذا طول ال third nerve pulse بتصير ال
+
+229
+00:16:42,630 --> 00:16:45,990
+lateral rectus اللي هي تقريبا العضلة الوحيدة هي و
+
+230
+00:16:45,990 --> 00:16:50,270
+السوبرى و القبليكبتصير مش over acting بس، بتصير
+
+231
+00:16:50,270 --> 00:16:55,430
+contracted ومتقلصة بشدة، فممكن يعني اتصعب قضية ال
+
+232
+00:16:55,430 --> 00:16:59,250
+recovery فبالتالي ممكن ينحقن بوتولينيوم توكسين في
+
+233
+00:16:59,250 --> 00:17:02,710
+ال lateral rectus عشان يرخيها، فانتظار شفاء اللي
+
+234
+00:17:02,710 --> 00:17:06,050
+هو ال third nerve pulse تمام to prevent its
+
+235
+00:17:06,050 --> 00:17:09,530
+contracturebefore the deviation improves or
+
+236
+00:17:09,530 --> 00:17:13,470
+stabilizes هذه ال non-surgical treatment بنعيدها
+
+237
+00:17:13,470 --> 00:17:17,790
+على السريع فرنالي برزم أو أكلوجين عشان أتفادى
+
+238
+00:17:17,790 --> 00:17:20,510
+الدبلوبيا الفرنالي برزم لما يكون الزاوية الحوالي
+
+239
+00:17:20,510 --> 00:17:24,170
+الصغيرة عندى الأكلوجين إذا كان عندى partial بس
+
+240
+00:17:24,170 --> 00:17:27,510
+عندى angle significant angle و partial doses
+
+241
+00:17:27,510 --> 00:17:30,670
+فبالتالي هيشك من دبلوبيا و مش هينفع الفرنالي
+
+242
+00:17:30,670 --> 00:17:34,570
+فبالتالي بستخدم لهول هذا ممكن أستعمل أيضا كيعني
+
+243
+00:17:34,570 --> 00:17:38,100
+temporary major ان انا أحقنالـ lateral rectus الـ
+
+244
+00:17:38,100 --> 00:17:41,120
+Botox عشان أرخيها عشان مايصيرش فيها contracture
+
+245
+00:17:41,120 --> 00:17:45,020
+يعني .. يعني كإني أنا بعمل فيها artificial palsy
+
+246
+00:17:45,020 --> 00:17:48,860
+تمام؟ عساس تتوازن هي و ال media ال rectus طبعا ال
+
+247
+00:17:48,860 --> 00:17:51,620
+surgical treatment أمتى بنلجأ ل ال surgical
+
+248
+00:17:51,620 --> 00:17:56,300
+treatment؟لابد انها تكون after all spontaneous
+
+249
+00:17:56,300 --> 00:18:00,460
+improvement has ceased تمام غالبا هذا بيكون not
+
+250
+00:18:00,460 --> 00:18:04,000
+earlier than six months from the date of onset
+
+251
+00:18:04,000 --> 00:18:07,480
+يعني اليوم بدت ال third nerve palsy مع المريض تمام
+
+252
+00:18:07,480 --> 00:18:11,520
+مثلا medical third nerve palsy بانتظر انا مسافة ست
+
+253
+00:18:11,520 --> 00:18:15,280
+شهور ليش بانتظر مسافة ست شهور عشان اتأكد ان ال
+
+254
+00:18:15,280 --> 00:18:18,300
+spontaneous improvement اللي بده يحصل حصل اذا كان
+
+255
+00:18:18,300 --> 00:18:21,880
+بده يحصل تمام يعني بكون اعطيت الفرصة الكافية ل ..
+
+256
+00:18:21,900 --> 00:18:25,060
+المريد انه يتحسن لحاله و كتير من حالات ال third
+
+257
+00:18:25,060 --> 00:18:29,060
+nerve pulse بتتحسن لحاله تتحسن لحاله
+
+258
+00:18:33,630 --> 00:18:37,290
+لأن الجوع الأكسجيني .. الجوع الأكسجيني يعني ممكن
+
+259
+00:18:37,290 --> 00:18:42,010
+يتحسن التغذية الدموية طبعا في عوامل كتيرة يعني و
+
+260
+00:18:42,010 --> 00:18:46,670
+هذه .. هذه ربما تكون من جانب كويسة و من جانب آخر
+
+261
+00:18:46,670 --> 00:18:50,230
+سيئة طبعا العوامل الكتيرة زي ال vascular
+
+262
+00:18:50,230 --> 00:18:54,390
+endothelial growth factor تماماللي هو هذا ال .. ال
+
+263
+00:18:54,390 --> 00:18:55,830
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+264
+00:18:55,830 --> 00:18:55,970
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+265
+00:18:55,970 --> 00:18:56,150
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+266
+00:18:56,150 --> 00:18:56,450
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+267
+00:18:56,450 --> 00:18:57,330
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+268
+00:18:57,330 --> 00:18:58,010
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+269
+00:18:58,010 --> 00:18:58,250
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+270
+00:18:58,250 --> 00:19:00,770
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+271
+00:19:00,770 --> 00:19:06,450
+ال .. ال .. ال .. ال .. ال .. ال ..
+
+272
+00:19:06,450 --> 00:19:06,590
+.. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال ..
+
+273
+00:19:06,590 --> 00:19:09,350
+ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال .. ال
+
+274
+00:19:09,350 --> 00:19:12,350
+..
+
+275
+00:19:19,380 --> 00:19:22,440
+حاجة بنسميها advanced diabetic eye disease اللي
+
+276
+00:19:22,440 --> 00:19:27,040
+بتشمل اللي هي vitreous hemorrhage و بتشمل اللي هي
+
+277
+00:19:27,040 --> 00:19:30,780
+tractional retinal detachment يعني هي سلاح ذو حدين
+
+278
+00:19:30,780 --> 00:19:38,220
+سلاح ذو حدين طبعا احنا قبل ما يعني نبلش في العصب
+
+279
+00:19:38,220 --> 00:19:41,660
+اللي بعده انا خاطر بس اعرض فيديو من ال net تمام
+
+280
+00:19:41,660 --> 00:19:46,560
+بعد اذنك فتح
+
+281
+00:19:46,560 --> 00:19:46,820
+ال net
+
+282
+00:19:50,260 --> 00:19:53,440
+بدنا نعرض فيديو لسيدة عندها third nerve palsy طبعا
+
+283
+00:19:53,440 --> 00:19:58,220
+من الموقع المصري للحوار و نعرض نفس السيدة بعد ما
+
+284
+00:19:58,220 --> 00:20:04,580
+تم الشفاء و بدنا نركز على شغلات اللي هي قضية كيف
+
+285
+00:20:04,580 --> 00:20:08,740
+ال adduction اتحسن كيف ال elevation اتحسن و هذه
+
+286
+00:20:08,740 --> 00:20:15,060
+القضية ناخد بالنا منها ان شاء الله تعالى closes
+
+287
+00:21:05,930 --> 00:21:14,950
+فعن المصريين لابد من الـ A في
+
+288
+00:21:14,950 --> 00:21:21,890
+نفس الصورة بس بعد ال recovery دور عليها شوية
+
+289
+00:21:21,890 --> 00:21:27,270
+spontaneous
+
+290
+00:21:27,270 --> 00:21:28,090
+recovery
+
+291
+00:21:35,410 --> 00:21:35,710
+العربي
+
+292
+00:22:07,620 --> 00:22:10,740
+طبعا ال fourth nerve بارسية المرة ها مش هناخده
+
+293
+00:22:10,740 --> 00:22:14,440
+لإنه بده شت طويل من الشريف لإنه ناخد six nerve
+
+294
+00:22:14,440 --> 00:22:18,280
+بارسية المرة الجاية ان شاء الله تعالى عشان .. عشان
+
+295
+00:22:18,280 --> 00:22:19,020
+ناخد اللي هو
+
+296
+00:22:39,250 --> 00:22:42,850
+طيب، الآن بالنسبة لـ sex cranial nerve اللي هو الـ
+
+297
+00:22:42,850 --> 00:22:49,670
+abdocent nerve ينشأ من ال bones طبعا عشان احنا ما
+
+298
+00:22:49,670 --> 00:22:55,850
+.. مانقعدش ن .. يعني ن .. نعتمد قضية الحفظ او كده،
+
+299
+00:22:55,850 --> 00:23:01,970
+عندنا ال midbrain و ال bones و الميضالة أبلونجاتة
+
+300
+00:23:01,970 --> 00:23:03,510
+اللي هو النخاع المستطيعي المظبوط
+
+301
+00:23:06,940 --> 00:23:11,300
+هنا التالت والرابع، هنا خمس و سادس و سابع و تامن،
+
+302
+00:23:11,300 --> 00:23:16,840
+هنا تاسع و عشر و احداشر و اتناشر، والأول مين هو؟
+
+303
+00:23:16,840 --> 00:23:23,740
+optic nerve رقم اتنير، عصب الشم، الolfactory nerve
+
+304
+00:23:23,740 --> 00:23:26,720
+الolfactory nerve، هدلك لحاله، الolfactory nerve
+
+305
+00:23:26,720 --> 00:23:32,400
+بيروح على يعني مباشرة على الدماغ، وال optic nerve
+
+306
+00:23:32,400 --> 00:23:36,280
+الباثويتاع، انتوا عارفينه من وين بينشق؟من وين
+
+307
+00:23:36,280 --> 00:23:42,300
+بينشغل optic nerve؟ من الانتان، من الانتان، يعني
+
+308
+00:23:42,300 --> 00:23:46,640
+هو رايح لجوا، اه رايح لجوا، تمامبينشق من الهنتين
+
+309
+00:23:46,640 --> 00:23:49,180
+وفيه ال optic nerve و ال chiasm و ال tract و ال
+
+310
+00:23:49,180 --> 00:23:51,520
+lateral geniculate body و ال radiation و إلى آخرى
+
+311
+00:23:51,520 --> 00:23:54,780
+تمام؟ عشان ما نخربش ال midbrain بنشق منه التالت و
+
+312
+00:23:54,780 --> 00:23:58,160
+الرابع الخامس و السادس و السابع و التمن بنشقوا من
+
+313
+00:23:58,160 --> 00:24:02,560
+ال bones تاسع و عشر و أحداشر و اتناشر من المضلق و
+
+314
+00:24:02,560 --> 00:24:05,240
+اللونجاتر تمام؟ طبعا احنا السادس اللي هو ال
+
+315
+00:24:05,240 --> 00:24:08,160
+abducent nerve بنشق من ال bones و بيروح بيغذي إيش
+
+316
+00:24:08,160 --> 00:24:12,040
+ال lateral rectus muscle تمام؟ اللي على نفس
+
+317
+00:24:12,040 --> 00:24:15,660
+الناحية بتاعه على نفس الناحية بتاعتهال lateral
+
+318
+00:24:15,660 --> 00:24:18,900
+rectus muscle مسئولة عن ال abduction ..مسئولة عن
+
+319
+00:24:18,900 --> 00:24:22,120
+ال abduction يا ترى لو قلنا احنا left sex nerve
+
+320
+00:24:22,120 --> 00:24:28,160
+palsy ايزو بالظبط حيجي عندي مثلا fixating بال
+
+321
+00:24:28,160 --> 00:24:31,700
+right eye وعندي ايزوتروبيا في ال primary position
+
+322
+00:24:31,700 --> 00:24:39,710
+بيشكوا من؟ هل هيشكوا من شاء بر ال ايزو؟Deplopia ..
+
+323
+00:24:39,710 --> 00:24:42,710
+Deplopia .. حيشكوا من Deplopia .. هد ال Deplopia ع
+
+324
+00:24:42,710 --> 00:24:45,610
+ال distance أكتر ولا ع ال near أكتر؟ ع ال distance
+
+325
+00:24:45,610 --> 00:24:49,030
+.. ممكن ع ال near مايكونش عنده Deplopia؟ أه ممكن ع
+
+326
+00:24:49,030 --> 00:24:52,630
+ال close near مايكونش لأنه في ال close near ال
+
+327
+00:24:52,630 --> 00:24:54,670
+convergence هو اللي بديه يشتغل و ال media
+
+328
+00:24:54,670 --> 00:24:59,270
+الrectile عن ناحيتين سليمات و عشان هيك الدرس اللي
+
+329
+00:24:59,270 --> 00:25:04,540
+فات في العمل عند مجموعة من المجموعاتحكوا انه ممكن
+
+330
+00:25:04,540 --> 00:25:08,000
+هذا البني ادن ال four dot ت stand و يكون خمسة على
+
+331
+00:25:08,000 --> 00:25:11,480
+ال distance و أربع على النيار لأنه على النيار في
+
+332
+00:25:11,480 --> 00:25:14,620
+fusion في fusion هندي في binocular single vision
+
+333
+00:25:14,620 --> 00:25:18,860
+هاد ال diplopia horizontal ولا vertical ولا
+
+334
+00:25:18,860 --> 00:25:22,460
+torsional؟ horizontal .. pure horizontal diplopia
+
+335
+00:25:22,460 --> 00:25:26,120
+تمام؟ طيب increasing on left gaze or on right
+
+336
+00:25:26,120 --> 00:25:26,900
+gaze؟
+
+337
+00:25:29,450 --> 00:25:33,410
+على ال left gaze بتزيد على ال left gaze بتزيد ليش؟
+
+338
+00:25:33,410 --> 00:25:36,210
+لأن العين اليمين هتروح على ال left كويس بينما
+
+339
+00:25:36,210 --> 00:25:38,590
+العين الشمالة لأنه في بلصي في ال lateral rectus مش
+
+340
+00:25:38,590 --> 00:25:43,510
+هتقدر فال deviation هيزيد في منطقة عمل العضلة
+
+341
+00:25:43,510 --> 00:25:46,930
+المصابة على ال right ممكن تروح ال diplopia تماما
+
+342
+00:25:46,930 --> 00:25:50,050
+لأن ال right ايش بالزمنه؟ right lateral rectus وهي
+
+343
+00:25:50,050 --> 00:25:53,230
+طبيعية و left medial rectus وهي أيضا طبيعية
+
+344
+00:25:53,230 --> 00:25:57,520
+فبالتالي هذه ال diplopia increasing onlift gaze
+
+345
+00:25:57,520 --> 00:26:01,080
+إذا عنده lift six nerves palsy و decreasing أو
+
+346
+00:26:01,080 --> 00:26:04,920
+يعني disappearing on right gaze هل هيكون عندي
+
+347
+00:26:04,920 --> 00:26:08,360
+abnormal head posture يعوض عن الدبلوبيا؟ face
+
+348
+00:26:08,360 --> 00:26:11,820
+turned to what side? to which side? to the left
+
+349
+00:26:11,820 --> 00:26:17,560
+يعني the head turns where the eye cannotال I مش
+
+350
+00:26:17,560 --> 00:26:20,620
+قادرة تروح على ال left فبالتالي ال head بيروح على
+
+351
+00:26:20,620 --> 00:26:24,900
+ال left عشان العينتين تلقائيا يروحوا على اليمين
+
+352
+00:26:24,900 --> 00:26:28,540
+فبالتالي بيروحوا على ال field اللي هم يعني بيقدروا
+
+353
+00:26:28,540 --> 00:26:31,420
+يروحوا عليه هذه القضية ال face turned to the left
+
+354
+00:26:31,420 --> 00:26:37,880
+مش بس بتتخلصلي من الدبلوبيا وأيضا بتنقلي ال field
+
+355
+00:26:37,880 --> 00:26:41,620
+of binocular single vision من the right sideto the
+
+356
+00:26:41,620 --> 00:26:45,000
+straight head position بيسموها Centralization of
+
+357
+00:26:45,000 --> 00:26:49,960
+the field of binocular single vision ال third
+
+358
+00:26:49,960 --> 00:26:55,720
+cranial nerve حقيقة
+
+359
+00:26:55,720 --> 00:27:01,400
+من الأشياء عفوا six cranial nerve في حاجة ممكن
+
+360
+00:27:01,400 --> 00:27:07,180
+نسمعها أو نراها في الملفات الطبية يعني بعض الأمراض
+
+361
+00:27:07,180 --> 00:27:11,700
+يكون فيها ال six cranial nerveبسموه false
+
+362
+00:27:11,700 --> 00:27:18,680
+localizing sign إيش
+
+363
+00:27:18,680 --> 00:27:23,180
+يعني false localizing sign؟ يعني لما إنسان
+
+364
+00:27:23,180 --> 00:27:26,720
+بتقوليله عنده six cranial nerve ممكن يتخيل إنه
+
+365
+00:27:26,720 --> 00:27:30,720
+المشكلة تكون في منشأ ال nerve تمام؟ في منشأ ال
+
+366
+00:27:30,720 --> 00:27:35,650
+nerveطبعا في حكي على منشأ ال nerve هنحكيه بعد شوية
+
+367
+00:27:35,650 --> 00:27:41,550
+بس في إمرار بيكون ال six cranial nerve يعني هو
+
+368
+00:27:41,550 --> 00:27:46,490
+مالوش في المشكلة بس صار involved كشيء ثانوي بالذات
+
+369
+00:27:46,490 --> 00:27:49,130
+الناس اللي عندهم ال third cranial .. ال six
+
+370
+00:27:49,130 --> 00:27:57,170
+cranial nerve بيمر من فوق الأذن الداخلية هذه الأذن
+
+371
+00:27:57,170 --> 00:28:01,820
+الداخليةأو ال internal acoustic meatus تمام موجودة
+
+372
+00:28:01,820 --> 00:28:05,240
+في عضمة بيسموها ال بتراسبون عضمة صلبة جدا تمام
+
+373
+00:28:05,240 --> 00:28:09,180
+بيمر في وجهها تماما في داخل الجمجمه و ممكن لما
+
+374
+00:28:09,180 --> 00:28:13,120
+يصير increased intracranial pressure زيادة ضغط
+
+375
+00:28:13,120 --> 00:28:17,100
+السائل الدماغي ينضغط هو على العضم يعني السائل شدت
+
+376
+00:28:17,100 --> 00:28:24,490
+ضغطه ينضغطالـ six cranial nerve ينضغط على عدمة
+
+377
+00:28:24,490 --> 00:28:28,970
+البترسبونه وبالتالي يؤدي ل six nerve palsy بس مش
+
+378
+00:28:28,970 --> 00:28:33,050
+هو يعني هذا false localizing sign يعني بقدرش من ال
+
+379
+00:28:33,050 --> 00:28:37,570
+six cranial nerve أعرف موقع المشكلة وين موقع
+
+380
+00:28:37,570 --> 00:28:42,150
+المشكلة مين وبالذات لما يكون عندي bilateral six
+
+381
+00:28:42,150 --> 00:28:46,120
+nerve palsyلأن لما يصير عندى زيادة في ضغط السائل
+
+382
+00:28:46,120 --> 00:28:50,240
+الدماغي هيضغط على العصابين يضغطهم على اللي بترسبون
+
+383
+00:28:50,240 --> 00:28:55,180
+عن ناحيتين وبالتالي بتسمى six cranial nerve ولابد
+
+384
+00:28:55,180 --> 00:29:00,720
+من أنه احنا نستشير الأعصاب في هذه القضية في قضية
+
+385
+00:29:00,720 --> 00:29:05,200
+أعرف ان في عندى six nerve pulses مصدرها ال bones
+
+386
+00:29:05,200 --> 00:29:10,280
+ولا مصدرها ال trunk بتاع ال nerve كيف؟لازم اعرف
+
+387
+00:29:10,280 --> 00:29:13,520
+Anatomy كويس حقيقة احنا قولنا اللي بنشأه من ال
+
+388
+00:29:13,520 --> 00:29:17,720
+bones اربع أعصاب هاي ال nucleus بتاعة ال sixth
+
+389
+00:29:17,720 --> 00:29:21,980
+cranial nerve وهي ال nucleus بتاعة ال seventh
+
+390
+00:29:21,980 --> 00:29:25,580
+cranial nerve اللي هو مين ال facial nerve ال
+
+391
+00:29:25,580 --> 00:29:29,000
+fibers اللي طالعة من ال facial nerve بتلف و بتعمل
+
+392
+00:29:29,000 --> 00:29:33,160
+لوب حوالين الاش حوالين ال sixth cranial nerve
+
+393
+00:29:33,160 --> 00:29:38,850
+فبالتالي اذا اذا تضررال six cranial nerve nucleus
+
+394
+00:29:38,850 --> 00:29:44,550
+فمن باب اولى انه يكون ال facial nerve انضرب معاه و
+
+395
+00:29:44,550 --> 00:29:48,110
+صار عندي facial palsy مايقدرش يسكر عينه تمام و
+
+396
+00:29:48,110 --> 00:29:53,810
+عشان هيك في مقولة علمية بتقول isolated
+
+397
+00:29:53,810 --> 00:30:01,690
+نكتبها بعد أذنكم isolated six
+
+398
+00:30:01,690 --> 00:30:11,290
+nerve palsy is nevernuclear in origin مين
+
+399
+00:30:11,290 --> 00:30:12,490
+يفسر ليها؟
+
+400
+00:30:15,710 --> 00:30:19,270
+مش يعني isolated sex nerve palsy يعني sex nerve
+
+401
+00:30:19,270 --> 00:30:22,290
+palsy لحاله المريض مافيش عنده إلا sex nerve palsy
+
+402
+00:30:22,290 --> 00:30:25,530
+واحد إيجي ب sex nerve palsy وكل باجيت ال nerves
+
+403
+00:30:25,530 --> 00:30:30,170
+كويسة مستحيل أنه يكون nuclear in origin يعني مش
+
+404
+00:30:30,170 --> 00:30:34,190
+مستحيل يكون مصدره أنه خلل في نواة العصب السادس
+
+405
+00:30:34,190 --> 00:30:37,490
+لأنه لو في خلل يعني إيش يضغط عليها من ببقى ولا
+
+406
+00:30:37,490 --> 00:30:40,750
+يضغط عليها ويضغط على المجاور إليها زي ورم نظيف إلى
+
+407
+00:30:40,750 --> 00:30:45,020
+آخرى فبالتالي إذا لجيتي إنسان عنده isolatedsix
+
+408
+00:30:45,020 --> 00:30:47,940
+nerve palsy معناته المشكلة في ال trunk بتاع ال
+
+409
+00:30:47,940 --> 00:30:50,080
+nerve الألياف بتاع ال nerve اللي رايحة على ال
+
+410
+00:30:50,080 --> 00:30:53,680
+lateral rectus تمام فبالتالي هذه القضية ناخد بالنا
+
+411
+00:30:53,680 --> 00:30:58,920
+منها وهذه بيعطيني رسالة تانية لما أنا بلاجي إنسان
+
+412
+00:30:58,920 --> 00:31:02,580
+عنده six nerve palsy وعنده facial palsy مش قادر
+
+413
+00:31:02,580 --> 00:31:05,980
+يسكر يعني عنده lack of thalamus اتنين مضربين مع
+
+414
+00:31:05,980 --> 00:31:08,960
+بعض أنا المفروض أبدأ أفكر له ممكن المشكلة تكون
+
+415
+00:31:09,730 --> 00:31:13,430
+nuclear ممكن تكون nuclear طبعا مش شغلي احدد
+
+416
+00:31:13,430 --> 00:31:16,730
+nuclear ولا مش nuclear انا بتوقع وبالتالي بكتب في
+
+417
+00:31:16,730 --> 00:31:21,730
+طلب الاستشارة انه في عندي علامات ال .. ال abdocent
+
+418
+00:31:21,730 --> 00:31:24,970
+nerve palsy وعندي علامات ال facial palsy وبالتالي
+
+419
+00:31:24,970 --> 00:31:28,090
+انا بتوقع انه ممكن يكون في عندي nuclear sex nerve
+
+420
+00:31:28,090 --> 00:31:31,590
+palsy وبالتالي هذا بيساعد اذا كان الإنسان مش ماخد
+
+421
+00:31:31,590 --> 00:31:36,490
+باله في التصوير تمام انه بالظبط عاش يتم التركيز في
+
+422
+00:31:36,490 --> 00:31:44,260
+هذه القضيةإيش العلاج بتاع ال six nerve pulse خليني
+
+423
+00:31:44,260 --> 00:31:49,880
+أشوف الصورة هذه أول حاجة عندنا في عندي mild easo
+
+424
+00:31:49,880 --> 00:31:54,810
+left easo في ال primary positionفاش abduction في
+
+425
+00:31:54,810 --> 00:31:58,750
+ال left eye أثناء ال left gaze طبعا a normal
+
+426
+00:31:58,750 --> 00:32:01,850
+abduction يعني هنا هو بتطلع على اليمين فاش عنده
+
+427
+00:32:01,850 --> 00:32:05,290
+مشكلة الدبلوبيا بتروحي هذا ال field عنده اللي هو
+
+428
+00:32:05,290 --> 00:32:10,330
+ال field of binocular single vision طبعا علاجه
+
+429
+00:32:10,330 --> 00:32:15,150
+بالظبط زي third nerve بستنى ست شهور بستنى ست شهور
+
+430
+00:32:15,150 --> 00:32:18,730
+بستعمل lepranolabrasin وممكن استعمل botulinum
+
+431
+00:32:18,730 --> 00:32:22,140
+toxin في ال media rectus المرة هايعساس أمنع ال
+
+432
+00:32:22,140 --> 00:32:25,260
+contracture بتاعتها تمام عشان أمنع ال contracture
+
+433
+00:32:25,260 --> 00:32:28,660
+بتاعتها كتير من مرضى الديابيتس و ال hypertension
+
+434
+00:32:28,660 --> 00:32:33,220
+ال old age بيكونوا بيعانوا من ischemic changes
+
+435
+00:32:33,220 --> 00:32:36,660
+بتقدي ل six nerve pulsing بتقدي ل six nerve
+
+436
+00:32:36,660 --> 00:32:41,960
+pulsing حاول نشوف إذا كان في عندنا هنا في الموقع
+
+437
+00:32:41,960 --> 00:32:46,220
+المصري للحوال لاحظين
+
+438
+00:32:46,220 --> 00:32:50,260
+ال ISO خفيفةabduction طبيعي في ال left هنا مافيش
+
+439
+00:32:50,260 --> 00:32:55,040
+complete abduction هذا partial sex nervous ملاحظين
+
+440
+00:32:55,040 --> 00:32:58,760
+face turned slightly to the left كيف عرفناها
+
+441
+00:32:58,760 --> 00:33:03,620
+slightly to the left مرة تانية كيف عرفناها
+
+442
+00:33:03,620 --> 00:33:09,460
+slightly لحظة لما أذن المريض اليمنى تبين و أذن
+
+443
+00:33:09,460 --> 00:33:15,040
+الشمال ماتبينش في الصورة معناته فيه leftلما الأذن
+
+444
+00:33:15,040 --> 00:33:18,720
+تبين وهذه تختفي معناته الواحد ينمي الاسم باتجاه
+
+445
+00:33:18,720 --> 00:33:38,500
+الأذن المخفية واضح مرة مرة أخيرة لاحظين يسأل
+
+446
+00:33:38,500 --> 00:33:41,100
+سؤال يا بنات يعطيكوا ألف عافية
+
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU.srt b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU.srt
new file mode 100644
index 0000000000000000000000000000000000000000..75a9fb62b93b3273db7b3a26cd71bf8d5cecdf99
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU.srt
@@ -0,0 +1,2223 @@
+1
+00:00:02,130 --> 00:00:06,090
+الوقت الآن هو منتصف الليل عندي،  بِالصديق العزيز
+
+2
+00:00:06,090 --> 00:00:10,490
+الدكتور عمار بلغني أن المحاضرة ستُعرض في العاشرة
+
+3
+00:00:10,490 --> 00:00:14,910
+صباحاً، وعليه هي يمكن أول مرة في حياتي أُحكي
+
+4
+00:00:14,910 --> 00:00:20,650
+صباح الخير في منتصف الليل! صباح الخير للجميع
+
+5
+00:00:20,650 --> 00:00:23,610
+الموضوع الذي سأبدأ الحديث عنه هو علاقة النظرية
+
+6
+00:00:23,610 --> 00:00:27,330
+بالتطبيق في الهندسة الكهربائية وفي مجال
+
+7
+00:00:27,330 --> 00:00:30,670
+الكهرومغناطيسية على وجه الخصوص، في شقين أُحبُّ الحديث
+
+8
+00:00:30,670 --> 00:00:37,780
+عنهما. الشق الأول يتعلق بصعوبات إدراج المهارات
+
+9
+00:00:37,780 --> 00:00:43,580
+التطبيقية في السياق النظري في التعليم الهندسي، والشق
+
+10
+00:00:43,580 --> 00:00:47,160
+الثاني، وهو تقريباً مقلوب الشق الأول،  وهي
+
+11
+00:00:47,160 --> 00:00:51,860
+الصعوبات التي تتعلق بالاستفادة من الجوانب النظرية
+
+12
+00:00:51,860 --> 00:00:55,520
+واستحضار المعارف النظرية عندما يواجه المرء مشاكل
+
+13
+00:00:55,520 --> 00:01:01,460
+تطبيقية حقيقية أثناء ممارسته للمهنة.  مصطلح
+
+14
+00:01:01,460 --> 00:01:06,100
+"كهرومغناطيسية" سيكون بمعناه الواسع جداً، والذي
+
+15
+00:01:06,100 --> 00:01:10,020
+يشمل ضمن الحالات الخاصة من الظاهر الكهرومغناطيسية، ومن
+
+16
+00:01:10,020 --> 00:01:14,020
+ضمنها الهندسة الكهربائية والإلكترونيات، وهدفي من
+
+17
+00:01:14,020 --> 00:01:17,500
+هذا التوسيع هو أن يكون الكلام أكثر دقة، وأكثر
+
+18
+00:01:17,500 --> 00:01:21,840
+فهماً لما أُريد إيصاله، ومفهوماً لأكبر
+
+19
+00:01:21,840 --> 00:01:26,340
+شريحة ممكنة من الحاضرين اليوم. فنبدأ كلامنا إن شاء
+
+20
+00:01:26,340 --> 00:01:29,640
+الله على العلاقة بين النظرية والتطبيق في السياق
+
+21
+00:01:29,640 --> 00:01:33,550
+التعليمي،  ثم ننتقل إلى الشقين اللذين
+
+22
+00:01:33,550 --> 00:01:38,150
+ذكرتهما قبل قليل، وهما المشاكل المتعلقة بـ
+
+23
+00:01:38,150 --> 00:01:41,950
+بإدراج النظرية في سياق تعليمي، والمشاكل التي
+
+24
+00:01:41,950 --> 00:01:47,290
+يواجهها المرء في سياقات تطبيقية وعملية،  ونرى أين
+
+25
+00:01:47,290 --> 00:01:51,810
+أحياناً تحدث المشاكل عند ترجمة، عندما تُترجم
+
+26
+00:01:51,810 --> 00:01:56,390
+المعرفة النظرية إلى ممارسة عملية في محاولة
+
+27
+00:01:56,390 --> 00:02:01,080
+حل إشكالات هندسية. وفي النهاية، نرى بعض الصور و
+
+28
+00:02:01,080 --> 00:02:06,180
+فيديوهات لأمثلة تطبيقية في شيء غريب بتعليم
+
+29
+00:02:06,180 --> 00:02:10,060
+الهندسة في العالم الثالث على وجه الخصوص. أحياناً الأمر
+
+30
+00:02:10,060 --> 00:02:14,300
+يشبه أن تأخذ شخصاً وتعطيه كتيب تعليم السباحة، و
+
+31
+00:02:14,300 --> 00:02:18,760
+تحبسه داخل غرفة لمدة أربع سنوات، وبعد هذه السنوات
+
+32
+00:02:18,760 --> 00:02:23,360
+الأربع، فجأة تُخرجه وتُلقيه في بركة ماء، وتقول عنه
+
+33
+00:02:23,360 --> 00:02:27,220
+"حمار" لأنه غرق. في أمور لا يمكن إدراكها في هذا العالم
+
+34
+00:02:27,220 --> 00:02:32,240
+بدون الممارسة المباشرة. بإمكاني أن أجلس مع رجل أعمى
+
+35
+00:02:32,240 --> 00:02:36,020
+وأمضي أياماً وأسابيعاً وشهوراً، حتى وأنا أحاول أن
+
+36
+00:02:36,020 --> 00:02:39,680
+أشرح له ماذا تعني الألوان، ماذا يعني الأحمر، ماذا يعني الأخضر، ماذا
+
+37
+00:02:39,680 --> 00:02:43,840
+يعني الأصفر، لكنه لن يدرك ماذا أُقصد في نهاية المطاف.
+
+38
+00:02:43,840 --> 00:02:48,860
+وبالمقابل،  قد يجلس الأعمى معي ويحاول أن يشرح لي كيف
+
+39
+00:02:48,860 --> 00:02:52,540
+يرى الأحلام، وماذا يرى في الأحلام، ومرة أخرى لن
+
+40
+00:02:52,540 --> 00:02:57,370
+أستطيع أن أفهم ماذا يقصد تماماً. في صنف من الأشياء، في
+
+41
+00:02:57,370 --> 00:03:00,250
+عائلة من الأشياء في هذا العالم، فعلياً لا يمكن
+
+42
+00:03:00,250 --> 00:03:03,650
+إدراكها أو فهمها إذا لم يمارسها الإنسان بنفسه،
+
+43
+00:03:03,650 --> 00:03:07,610
+ولم يعش تجربتها بنفسه. طبعاً بإمكان المرء أن يحتج
+
+44
+00:03:07,610 --> 00:03:11,110
+على هذا التشبيه، ويقول إن السباحة في نهاية المطاف
+
+45
+00:03:11,110 --> 00:03:14,870
+هي مهارة عضلية، بينما الهندسة في أساسها هي مهارة
+
+46
+00:03:14,870 --> 00:03:18,170
+ذهنية. فهناك فرق كبير بين الأمرين، ولا يجوز تشبيههما
+
+47
+00:03:18,170 --> 00:03:22,450
+ببعض. طبعاً ما يُعزز هذا الاحتجاج هو أنه عندما يفكر المرء
+
+48
+00:03:22,450 --> 00:03:27,170
+في المهارات الذهنية، سيتبادر إلى ذهنه أن
+
+49
+00:03:27,170 --> 00:03:31,910
+النظرية أهم من الممارسة، أو أنها على أقل تقدير لها
+
+50
+00:03:31,910 --> 00:03:36,170
+أولوية وأسبقية على الممارسة.  لكن طبعاً الأمر ليس
+
+51
+00:03:36,170 --> 00:03:40,230
+دائماً كذلك. عندما نفكر مثلاً في المحركات البخارية،
+
+52
+00:03:40,230 --> 00:03:43,090
+تم تطويرها تاريخياً قبل وجود علم يُسمى
+
+53
+00:03:43,090 --> 00:03:46,210
+"الترموديناميكا".  معرفة مايكل فاراداي الرياضية
+
+54
+00:03:46,210 --> 00:03:51,290
+كانت محصورة في الجبر الخطي، ورغم ذلك طور أساسيات
+
+55
+00:03:51,290 --> 00:03:55,310
+المحركات الكهربائية.  كذلك، العديد من المفاصل
+
+56
+00:03:55,310 --> 00:03:59,970
+الهندسية الكبرى في التاريخ، قام بها أشخاص لديهم حس عملي أكثر
+
+57
+00:03:59,970 --> 00:04:05,070
+من أي معرفة نظرية راقية. لكن طبعاً هذه حالة تاريخية
+
+58
+00:04:05,070 --> 00:04:09,310
+خاصة، ولا يمكن تعميمها، خصوصاً في
+
+59
+00:04:09,310 --> 00:04:14,250
+زماننا الحالي.  في الإجماع حالياً، أن الهندسة هي مزيج
+
+60
+00:04:14,250 --> 00:04:20,090
+بين معرفة نظرية وقدرات عملية وتطبيقية. طبعاً هذا
+
+61
+00:04:20,090 --> 00:04:24,470
+الكلام ليس جديداً. منذ أيام، من منظور المهندس، هو
+
+62
+00:04:24,470 --> 00:04:29,000
+أمر جيد، والنظرية تُجَرَّب. فكرة أن الهندسة تجمع النظرية و
+
+63
+00:04:29,000 --> 00:04:32,320
+التطبيق، الكل يعرفها، والكل يتحدث عنها. من هو الطالب
+
+64
+00:04:32,320 --> 00:04:38,120
+الهندسة الذي لم يشكو يوماً من ضعف المقدرة التطبيقية
+
+65
+00:04:38,120 --> 00:04:43,700
+عنده؟ من هو طالب الهندسة الذي لم يُعانِ يوماً من سخرية
+
+66
+00:04:43,700 --> 00:04:47,720
+أهله ومن يُحيطون به في المنزل بسبب عجزه عن تصليح
+
+67
+00:04:47,720 --> 00:04:52,680
+تلفزيون أو معالجة مشكلة بالتلفون أو ما شابه؟ لا
+
+68
+00:04:52,680 --> 00:04:58,250
+يوجد خلاف حول موضوع أهمية النظرية والتطبيق معاً في
+
+69
+00:04:58,250 --> 00:05:02,690
+الدراسة الهندسية، والممارسة الهندسية. لكن المشكلة
+
+70
+00:05:02,690 --> 00:05:07,110
+الحقيقية هي: كيف نجمع الاثنين معاً؟ وأين يقع
+
+71
+00:05:07,110 --> 00:05:11,690
+الإشكال في جمع هذين العالمين؟  في دائرتين عادة، في
+
+72
+00:05:11,690 --> 00:05:17,680
+لدينا دائرة النظرية ودائرة الممارسة،  ومثل  Venn
+
+73
+00:05:17,680 --> 00:05:20,680
+diagrams، هناك منطقة مشتركة بين الاثنين، أعتقد
+
+74
+00:05:20,680 --> 00:05:25,360
+أن الهندسة معنية بها أكثر من غيرها من المجالات الموجودة.
+
+75
+00:05:25,360 --> 00:05:29,620
+في الشقّ البعيد عن الدائرة، الجانب النظري وحده،
+
+76
+00:05:29,620 --> 00:05:34,080
+هُم جماعة "theoretical physicists"، الفيزيائيون
+
+77
+00:05:34,080 --> 00:05:37,220
+النظريون، والذين يوجدون في الدائرة، في دائرة
+
+78
+00:05:37,220 --> 00:05:40,160
+الممارسة البعيدة عن دائرة النظرية هم الفنيون
+
+79
+00:05:40,160 --> 00:05:44,320
+والفُنّانُون الذين يقومون بأعمال لا تعتمد اعتماداً
+
+80
+00:05:44,320 --> 00:05:48,790
+كبيراً على أساس نظري. المجال الهندسي هو الذي
+
+81
+00:05:48,790 --> 00:05:53,710
+يلعب في المنطقة المشتركة بين هذين الساحتين.  لا يحتاج
+
+82
+00:05:53,710 --> 00:05:58,690
+إلى كامل الدائرة نظرياً، ولا يحتاج إلى كامل الدائرة
+
+83
+00:05:58,690 --> 00:06:03,010
+المتعلقة بالممارسة. يحتاج إلى مساحة مشتركة
+
+84
+00:06:03,010 --> 00:06:06,790
+بين العالمين، لديه القدرة على التحرك بينهما، بحيث أنه
+
+85
+00:06:06,790 --> 00:06:12,170
+قادر على تطوير أجهزة هندسية، أو معالجة
+
+86
+00:06:12,170 --> 00:06:16,800
+أشكال في أنظمة هندسية مختلفة. طبعاً، حتى لا يبقى
+
+87
+00:06:16,800 --> 00:06:21,880
+الكلام عاماً وغير دقيق، أُريدُ تقديم بعض الأمثلة الواقعية
+
+88
+00:06:21,880 --> 00:06:25,660
+على ما أقول. إحدى أولى المشاكل التي
+
+89
+00:06:25,660 --> 00:06:29,700
+نصادفها في موضوع المعرفة النظرية هي أننا في
+
+90
+00:06:29,700 --> 00:06:34,160
+دراستنا، كثيراً ما ندرس القواعد، ثم لا نكتشف
+
+91
+00:06:34,160 --> 00:06:38,710
+الاستثناءات إلا عند الممارسة التطبيقية. واحد من الأمثلة
+
+92
+00:06:38,710 --> 00:06:41,670
+التي أُحبُّ دائماً تقديمها في هذا المجال هو مثال المكثف.
+
+93
+00:06:41,670 --> 00:06:45,250
+إذا نظرنا إلى الممانعة أو التفاعل السعوي للمكثف،
+
+94
+00:06:45,250 --> 00:06:48,030
+بالنسبة للتردد، كما تعلمون طبعاً،  the
+
+95
+00:06:48,030 --> 00:06:51,670
+reactance decreases with increasing frequency، وهذا
+
+96
+00:06:51,670 --> 00:06:53,790
+الموضوع يمكننا الاستفادة منه لاستخدام
+
+97
+00:06:53,790 --> 00:06:57,920
+capacitor as a low pass filter، على سبيل المثال. طبعاً
+
+98
+00:06:57,920 --> 00:07:01,620
+هذا أمر ثابت، والكل يتعلمه خلال دراسته
+
+99
+00:07:01,620 --> 00:07:07,880
+الهندسة الكهربائية. لكننا لا نكتشفه في كثير
+
+100
+00:07:07,880 --> 00:07:10,820
+من الأحيان إلا خلال الممارسة العملية، رغم أنه طبعاً
+
+101
+00:07:10,820 --> 00:07:15,020
+يمكن تدريسه خلال دراستنا النظرية،  أن هناك تردد
+
+102
+00:07:15,020 --> 00:07:20,980
+معيناً، بعده، يكفُّ المكثف عن كونه مكثفاً، ويتحول فجأة
+
+103
+00:07:20,980 --> 00:07:28,380
+إلى مُحَث. بمعنى آخر، أن هناك تردد معين يكشف عن مُحَث
+
+104
+00:07:28,380 --> 00:07:32,160
+كامن، an inductor that is embedded inside the
+
+105
+00:07:32,160 --> 00:07:37,900
+capacitor. وهذا له آثار وتداعيات كبيرة بالنسبة لأي
+
+106
+00:07:37,900 --> 00:07:43,960
+تصميم إلكتروني، لأنه يحدد، رقم واحد، التردد
+
+107
+00:07:43,960 --> 00:07:46,480
+الأعلى الذي نتوقع فيه أن يتصرف الـ capacitor
+
+108
+00:07:46,480 --> 00:07:51,620
+على النحو الذي نتوقعه.  وليس ذلك فحسب، بل بإمكاننا حتى
+
+109
+00:07:51,620 --> 00:07:55,540
+الاستفادة منه ليس كقيود، بل بالعكس،  يمكننا الاستفادة منه
+
+110
+00:07:55,540 --> 00:07:59,180
+بتطبيقات عملية.  عندما ننظر إلى الاستجابة من هذا النوع،
+
+111
+00:07:59,180 --> 00:08:04,420
+نلاحظ أنه عند تردد معين، التفاعل السعوي منخفض جداً،
+
+112
+00:08:04,420 --> 00:08:08,610
+بينما في بقية الترددات، التفاعل السعوي أو
+
+113
+00:08:08,610 --> 00:08:11,650
+الممانعة مرتفعة. هنا، يمكننا استخدام
+
+114
+00:08:11,650 --> 00:08:15,230
+capacitor as a band stop filter or as a band pass
+
+115
+00:08:15,230 --> 00:08:19,490
+filter. لأن المكثف، اكتشفنا فجأة أنه ليس مجرد مكثف، بل
+
+116
+00:08:19,490 --> 00:08:23,110
+مكثف ومُحَث في اللحظة نفسها، depending on the
+
+117
+00:08:23,110 --> 00:08:26,870
+frequency I'm dealing with.  طبعاً، نفس هذا الكلام
+
+118
+00:08:26,870 --> 00:08:29,870
+ينطبق على المحاثات، بمعنى أن المحاثات بعد
+
+119
+00:08:29,870 --> 00:08:36,530
+تردد معين، ستبدأ بالتصرف كمكثفات. وفي هذه الحالة،
+
+120
+00:08:36,530 --> 00:08:40,250
+يصبح التساؤل حول الجدوى والتصنيف للأشياء بين القواعد
+
+121
+00:08:40,250 --> 00:08:44,030
+واستثناءاتها. مع الوقت، لا نتوقف عن النظر إلى مكونات
+
+122
+00:08:44,030 --> 00:08:48,670
+من هذا النوع بثنائية القاعدة والاستثناء، نحن ننظر إليها
+
+123
+00:08:48,670 --> 00:08:53,170
+بوصفها أشياء ذات طبيعة مزدوجة، وكل ما يهم هو أن
+
+124
+00:08:53,170 --> 00:08:56,880
+الأمر هو التردد الذي نعمل به.  فإذا فوق
+
+125
+00:08:56,880 --> 00:09:00,560
+تردد معين، أعرف أنه سيتصرف كمحث، وإذا تحت
+
+126
+00:09:00,560 --> 00:09:03,440
+تردد معين، أعرف أنه سيتصرف كمكثف، أو
+
+127
+00:09:03,440 --> 00:09:07,740
+إذا كنت أعمل على نطاق ترددي واسع، أعرف أنه قد يتصرف
+
+128
+00:09:07,740 --> 00:09:12,800
+كالعنصريْن معاً.  مثال، دعوني أُعطي مثالاً آخر على
+
+129
+00:09:12,800 --> 00:09:15,800
+هذا الموضوع. مثلاً في الـ printed circuit
+
+130
+00:09:15,800 --> 00:09:22,300
+boards، يكون لدينا نحاس ومسارات مختلفة، كل واحد
+
+131
+00:09:22,300 --> 00:09:26,010
+فيها يحمل جهداً مختلفاً، وأنا حريص أن يكون هناك
+
+132
+00:09:26,010 --> 00:09:30,010
+مسافات معينة بين كل مسار وآخر، لأنه يحمل
+
+133
+00:09:30,010 --> 00:09:33,430
+جهداً مختلفاً.  مفهوم ربما كثير منكم سمع عنه،
+
+134
+00:09:33,430 --> 00:09:36,450
+وهو جهد الانهيار، أن هناك جهداً معيناً،
+
+135
+00:09:36,450 --> 00:09:39,910
+بعده، المواد العادية تتكسر وتتحول إلى مواد
+
+136
+00:09:39,910 --> 00:09:44,810
+موصلة.  لذا، أكون حريصاً أن تكون المسافة بين المسار والآخر
+
+137
+00:09:44,810 --> 00:09:49,270
+كافية لمنع حدوث قوس كهربائي بينهما.  ما يكون أحياناً
+
+138
+00:09:49,270 --> 00:09:53,750
+هناك قيم نظرية، مثلاً، نقول في الهواء three kilo
+
+139
+00:09:53,750 --> 00:09:57,730
+volts per one millimeter.  إذا وضعنا three kilo volts
+
+140
+00:09:57,730 --> 00:10:00,750
+عبر ملليمتر واحد من فراغ حر،  يحدث
+
+141
+00:10:00,750 --> 00:10:04,510
+قوس كهربائي بين هاتين النقطتين.  في الدائرة التي كنا
+
+142
+00:10:04,510 --> 00:10:08,690
+نعمل عليها، لسبب ما، كنا مضطرين لجعل المسارات
+
+143
+00:10:08,690 --> 00:10:12,370
+أقرب ما يمكن لبعضها، إلى أدنى مسافات
+
+144
+00:10:12,370 --> 00:10:18,150
+المُسمَح بها، والتي تعمل عندما تكون المسارات متوازية
+
+145
+00:10:18,150 --> 00:10:21,550
+للبعض. والآن، ماذا حدث لدينا؟ أن بعض المسارات
+
+146
+00:10:21,550 --> 00:10:26,690
+كانت متوازية، ولكنها تقوم بانحرافات وللفات
+
+147
+00:10:26,690 --> 00:10:31,410
+عند الزوايا الحادة.  بطبيعة الحال، هناك
+
+148
+00:10:31,410 --> 00:10:34,290
+حالة استثنائية، الزوايا الحادة، كما تعلمون، تتجمع
+
+149
+00:10:34,290 --> 00:10:37,230
+عليه الشحنات أكثر، فالـ electric field intensity
+
+150
+00:10:37,230 --> 00:10:39,470
+عندها يكون أعلى، وبالتالي جهد الانهيار
+
+151
+00:10:39,470 --> 00:10:43,910
+يحدث أبكر من بقية الدائرة، وهذا ما
+
+152
+00:10:43,910 --> 00:10:47,310
+حدث عندنا.  في الزوايا الحادة، حدث قوس كهربائي، و
+
+153
+00:10:47,310 --> 00:10:50,750
+خسرنا المسار الموجود هناك.  فَهذا مثال آخر كيف
+
+154
+00:10:50,750 --> 00:10:54,150
+أن الاستثناءات أحياناً تلعب دوراً كبيراً جداً، قد يتجاوز
+
+155
+00:10:54,150 --> 00:10:57,720
+حتى أهمية القاعدة. لأنه، متى تحدث الحوادث
+
+156
+00:10:57,720 --> 00:11:01,680
+الكبرى، والكوارث الهندسية الكبرى؟  تحدث عندما يظهر
+
+157
+00:11:01,680 --> 00:11:05,260
+استثناء لم يكن مدروساً، عندما يصمم شخص جهازه بناءً على
+
+158
+00:11:05,260 --> 00:11:10,240
+قاعدة مُفترضة. فدائماً الاستثناء له أهمية كبرى، و
+
+159
+00:11:10,240 --> 00:11:13,300
+والمؤسف أنه في كثير من الأحيان، نحن لا نكتشف
+
+160
+00:11:13,300 --> 00:11:18,780
+الاستثناءات إلا خلال الممارسة العملية.  المثال
+
+161
+00:11:18,780 --> 00:11:23,640
+الأخير الذي أُريدُ أن أُعطيكم إياه على هذا الموضوع هو
+
+162
+00:11:23,640 --> 00:11:27,400
+مثال مهم جداً بالنسبة لي. تعرفون، عندما ندرس مثلاً
+
+163
+00:11:27,400 --> 00:11:30,720
+دوائر، على سبيل المثال،  ممكن ندرس كيف نضع
+
+164
+00:11:30,720 --> 00:11:34,140
+مكثفات، مجموعة مكثفات على التوازي، and we
+
+165
+00:11:34,140 --> 00:11:37,660
+find the equivalent value of the capacitance.  طبعاً،
+
+166
+00:11:37,660 --> 00:11:42,020
+في علم نظرية الدوائر، ترتيب المكثفات ليس
+
+167
+00:11:42,020 --> 00:11:45,020
+أمر مهم،  قد يكون المكثف الأخضر الذي تراه
+
+168
+00:11:45,020 --> 00:11:47,980
+على اليسار، والأحمر على اليمين، والأسود
+
+169
+00:11:47,980 --> 00:11:52,340
+في الوسط، ليس بالضرورة.  في نهاية المطاف، هذه المكثفات
+
+170
+00:11:52,340 --> 00:11:56,860
+موجودة على التوازي، so it doesn't really matter in
+
+171
+00:11:56,860 --> 00:12:01,820
+what order
+
+223
+00:15:22,710 --> 00:15:25,210
+الظاهرة هي أن في عندي كبسطرة أتحط  parallel و
+
+224
+00:15:25,210 --> 00:15:28,230
+الترتيب قاعد يلعب دور في ال performance of the
+
+225
+00:15:28,230 --> 00:15:32,490
+circuit بطريقة الكبسي و بترك مباشرة  و الله في
+
+226
+00:15:32,490 --> 00:15:35,050
+internal inductance inside the capacitors و
+
+227
+00:15:35,050 --> 00:15:38,290
+بلزمني أحط ال capacitor with the lowest inductance
+
+228
+00:15:38,290 --> 00:15:43,170
+as close as possible to the terminals إلى آخره
+
+229
+00:15:43,170 --> 00:15:46,690
+في نمط آخر من المشاكل اللي نواجهها في .. في موضوع
+
+230
+00:15:46,690 --> 00:15:51,170
+المادة النظرية على خلاف ال rules and exceptions،
+
+231
+00:15:51,170 --> 00:15:54,670
+القواعد والاستثناءات، وهو موضوع rules of thumb
+
+232
+00:15:54,670 --> 00:15:59,110
+اللي هي قواعد بسيطة اللي لا تعتمد على تعقيدات
+
+233
+00:15:59,110 --> 00:16:04,640
+رياضية. أحياناً في الكتب والمراجع النظرية نجد
+
+234
+00:16:04,640 --> 00:16:08,120
+تفصيلات رياضية كبيرة، وبعدين يكون في قاعدة بسيطة
+
+235
+00:16:08,120 --> 00:16:12,380
+عملية ممكن تفيدنا جداً تكون غائبة تماماً. بتعطيكم
+
+236
+00:16:12,380 --> 00:16:16,700
+مثلاً من ظاهرة معروفة اسمها ال skin effect. لبعضكم
+
+237
+00:16:16,700 --> 00:16:21,100
+قد يكون سمع فيها، وللبعضكم لا يعرفها. بس في ظاهرة
+
+238
+00:16:21,100 --> 00:16:25,740
+بسيطة جداً، ومهمة جداً، وأحياناً خطيرة جداً، وخلاصتها
+
+239
+00:16:25,740 --> 00:16:28,680
+أن إذا عندنا مادة موصل يمر فيها تيار على تردد معين
+
+240
+00:16:29,430 --> 00:16:32,670
+فإن هذا التيار لن يتوزع بانتظام داخل هذا الموصل
+
+241
+00:16:32,670 --> 00:16:37,890
+وإنما سيتوزع التيار بحيث أنه يكون محتشد ومركز على
+
+242
+00:16:37,890 --> 00:16:42,490
+السطح الخارجي أكثر مما هو مركز في وسط المادة
+
+243
+00:16:42,490 --> 00:16:46,690
+الموصلة. وبالتالي معظم ال current موجود في السطح
+
+244
+00:16:46,690 --> 00:16:50,470
+الخارجي، وفي وسط المادة بيكون تركيزه أقل ما يمكن
+
+245
+00:16:50,470 --> 00:16:54,750
+وكل ما ارتفعنا في التردد أكثر وأكثر يزيد هذا
+
+246
+00:16:54,750 --> 00:16:59,730
+الاحتشاد، ويخفف التيار في وسط الموصل حتى نحسب..
+
+247
+00:16:59,730 --> 00:17:03,870
+نطلع رقم معبر عن هذه الظاهرة. ففي عندنا مصطلح نسميه
+
+248
+00:17:03,870 --> 00:17:07,790
+ال skin depth. ال skin depth بيعبر لنا عن السماكة
+
+249
+00:17:07,790 --> 00:17:13,230
+التي سيتواجد فيها جزء كبير من... من هذا التيار، و
+
+250
+00:17:13,230 --> 00:17:15,830
+هي تعتمد على التردد، والموصلية، وال permeability
+
+251
+00:17:15,830 --> 00:17:20,980
+الآخرين. لأن معظم المراجع التي تتحدث عن ال skin
+
+252
+00:17:20,980 --> 00:17:25,260
+effect و skin depth ستذكر هذا التعبير اللي هو
+
+253
+00:17:25,260 --> 00:17:27,760
+تعبير ال skin depth والمعادلة الرياضية التي
+
+254
+00:17:27,760 --> 00:17:32,440
+تمثله. بس الشيء الذي يفوت كثير من الكتب أن تذكره
+
+255
+00:17:32,440 --> 00:17:39,920
+هو قاعدة رقمية بسيطة نستخدمها في تصميم أي جسم موصل
+
+256
+00:17:39,920 --> 00:17:44,240
+سيكون عرضة لل skin effect. وخلاصة هذه القاعدة
+
+257
+00:17:44,240 --> 00:17:49,110
+البسيطة أننا نصمم المادة الموصلية بحيث أنها تكون
+
+258
+00:17:49,110 --> 00:17:54,890
+خمسة أضعاف ال skin depth. فكرة خمسة أضعاف ليست
+
+259
+00:17:54,890 --> 00:17:59,470
+اعتباطية. فكرتها أنه عندما يكون سماكة المادة
+
+260
+00:17:59,470 --> 00:18:03,410
+الموصلية خمسة أضعاف ال skin depth سنضمن أن تسعة
+
+261
+00:18:03,410 --> 00:18:07,630
+و تسعين بالمئة من التيار سيكون موجود ضمن المساحة
+
+262
+00:18:07,630 --> 00:18:13,980
+الطبيعية التي يسمح بها ال skin depth، وفي ذات الوقت
+
+263
+00:18:13,980 --> 00:18:17,840
+لن نكون قد أنفقنا كمية مبالغ فيها من المادة
+
+264
+00:18:17,840 --> 00:18:23,370
+الموصلة، والتيار سيكون موجود تقريباً بصورة منتظمة
+
+265
+00:18:23,370 --> 00:18:27,610
+داخل المساحة التي اختارناها. لو كبرنا.. لو كبرنا
+
+266
+00:18:27,610 --> 00:18:31,090
+الموصل وعملناه أكثر من five skin depths، عملنا
+
+267
+00:18:31,090 --> 00:18:34,850
+let's say ten skin depths، هيك هيصير التيار موجود في
+
+268
+00:18:34,850 --> 00:18:38,550
+منطقة معينة في الموصل، وجزء كبير من الموصل سيبقى
+
+269
+00:18:38,550 --> 00:18:43,410
+بدون تيار، وبالتالي وكأننا كبرنا الموصل، وأنفقنا
+
+270
+00:18:43,410 --> 00:18:49,180
+مالاً أكثر على هذا الموصل بدون فائدة.  الحل
+
+271
+00:18:49,180 --> 00:18:52,740
+العملي، ال practical، على صعيد اقتصادي وعلى صعيد
+
+272
+00:18:52,740 --> 00:18:56,400
+كهربائي، تخفيف ال losses، هو five skin depths. This is
+
+273
+00:18:56,400 --> 00:18:58,960
+a rule of thumb. بيشتغلوا بال microwaves، بيستخدموا
+
+274
+00:18:58,960 --> 00:19:04,360
+هذا الرقم كثيراً، بس قليلاً ما نشوفه مكتوب أو مذكور في
+
+275
+00:19:04,360 --> 00:19:10,500
+مراجع نظرية، وقليلاً ما واحد خلال دراسته بتمر عليه
+
+276
+00:19:10,500 --> 00:19:13,300
+القواعد من أنه الآن دي القواعد، ال rules of thumb
+
+277
+00:19:13,300 --> 00:19:18,780
+كثيرة جداً، و... ونكاد نجدها في كل مناحي دراستنا في
+
+278
+00:19:18,780 --> 00:19:24,060
+الكهرباء. النقصية، بس مرة أخرى، تواجدها وذكرها في
+
+279
+00:19:24,060 --> 00:19:27,860
+المراجع عموماً محدود جداً، وهذا يعمل لنا مشاكل عندما
+
+280
+00:19:27,860 --> 00:19:31,220
+ننتقل من المعرفة النظرية إلى المعرفة العملية، وهي من
+
+281
+00:19:31,220 --> 00:19:34,640
+المفارقاتها، لأن أحياناً المعرفة النظرية بتعطيك
+
+282
+00:19:34,640 --> 00:19:39,280
+تفاصيل شديدة. لما تدخل في الجانب العملي قد تحتاج
+
+283
+00:19:39,280 --> 00:19:42,380
+إلى شيء أبسط منها بكثير. وهذا اللي بيكون غائب، فهذا
+
+284
+00:19:42,380 --> 00:19:45,400
+اللي أحياناً بيعمل مشكلة أيضاً في الانتقال من النظر
+
+285
+00:19:45,400 --> 00:19:52,100
+إلى العملية. في ظاهرة أيضاً أشوفها بتشكل إشكالية في
+
+286
+00:19:52,100 --> 00:19:56,090
+الانتقال من الجانب النظري إلى الجانب العملي، وهي لا
+
+287
+00:19:56,090 --> 00:20:00,930
+تتعلق بمشكلة بال... بال... بالمادة النظرية نفسها
+
+288
+00:20:00,930 --> 00:20:05,050
+وإنما بمهارتنا في التعاطي معها، اللي بسميها كأنها
+
+289
+00:20:05,050 --> 00:20:08,550
+knowledge islands، جزر من المعرفة معزولة عن بعضها
+
+290
+00:20:08,550 --> 00:20:13,050
+أعطيكم مثال، هلأ في دوائر ال microwaves، في نمط من
+
+291
+00:20:13,050 --> 00:20:16,110
+ال transmission lines بنسميه microstrip. مرة أخرى
+
+292
+00:20:16,110 --> 00:20:18,770
+يمكن بعض يكون يعرف عليه، بس اللي ما يعرفه فكرة
+
+293
+00:20:18,770 --> 00:20:25,090
+بسيطة جداً. هذا عبارة عن ثلاث طبقات، طبقتين معمولة من
+
+294
+00:20:25,090 --> 00:20:28,030
+ال... من المادة موصلة، وطبقة وسط بيناتهم هي مادة
+
+295
+00:20:28,030 --> 00:20:31,950
+عازلة. الطبقة اللي تحت بالأسفل، اللي هي مادة موصلة
+
+296
+00:20:31,950 --> 00:20:36,350
+بتمثل ال ground plane وهي بتكون عريضة، والطبقة
+
+297
+00:20:36,350 --> 00:20:38,990
+اللي في الأعلى بتكون رفيعة. This is my microstrip
+
+298
+00:20:38,990 --> 00:20:44,170
+وهذا اللي هيحمل ال signal، ال microwave signal of
+
+299
+00:20:44,170 --> 00:20:46,850
+...of interest، وال substrate اللي شايفينه بالنص
+
+300
+00:20:46,850 --> 00:20:51,030
+هذا بيمثل المادة العازلة. وتالياً بيصير في عندي
+
+301
+00:20:51,030 --> 00:20:54,250
+مجالات كهربائية ومغناطيسية، معظمها موجودة داخل هذا
+
+302
+00:20:54,250 --> 00:20:57,730
+ال substrate بين ال ground plane و ال microstrip
+
+303
+00:20:57,730 --> 00:21:01,730
+في الأعلى. ال substrate هذا بيكون له سماكة معينة، دي
+
+304
+00:21:01,730 --> 00:21:06,990
+ولما ألعب أنا في عرض ال... ال conducting material
+
+305
+00:21:06,990 --> 00:21:11,450
+فوق ال substrate، بيمكني أؤثر على القيم المختلفة
+
+306
+00:21:11,450 --> 00:21:16,900
+المتعلقة بال circuit اللي ببنيها. طبعاً ممكن أستخدم
+
+307
+00:21:16,900 --> 00:21:20,380
+transmission lines من هالنوع حتى to realize many
+
+308
+00:21:20,380 --> 00:21:23,220
+different things, filters, couplers, delay lines.
+
+309
+00:21:23,220 --> 00:21:26,180
+اللي بدكم ياها... الصورة اللي تحت بتعطيني مثال على
+
+310
+00:21:26,180 --> 00:21:29,360
+دائرة which is built out of microstrip. طبعاً في
+
+311
+00:21:29,360 --> 00:21:33,380
+عندي conducting plane ذكره بالأسفل، مش مبين، أو في
+
+312
+00:21:33,380 --> 00:21:37,480
+عندي ال microstrip اللي أنا شايفه. لأن إذا أنا طرحت
+
+313
+00:21:37,480 --> 00:21:42,730
+على نفسي السؤال التالي: كيف يؤثر سماكة ال substrate
+
+314
+00:21:42,730 --> 00:21:46,390
+المادة العازلة على ال losses اللي بتصير بال
+
+315
+00:21:46,390 --> 00:21:49,970
+conducting materials؟ لو واحد قد لا يكون عنده
+
+316
+00:21:49,970 --> 00:21:54,750
+معلومة مباشرة حول هذه العلاقة، لكن هو يملك المعرفة
+
+317
+00:21:54,750 --> 00:21:59,230
+النظرية اللازمة للوصول للنتيجة. بورجيكم كيف يعني
+
+318
+00:21:59,230 --> 00:22:04,050
+معادلات بسيطة، معظمنا سيكون رأىها سابقاً، موجودة في
+
+319
+00:22:04,050 --> 00:22:08,910
+ذهنه، بس ربطها سوياً هو الذي يؤهل الإنسان أن... أن
+
+320
+00:22:08,910 --> 00:22:12,820
+يصل إلى استنتاجات عملية. مثل، لما أبدأ أحسب ال
+
+321
+00:22:12,820 --> 00:22:17,040
+capacitance for a parallel plate capacitor، المعادلة
+
+322
+00:22:17,040 --> 00:22:20,680
+هي C تساوي أبسيلون S على D، where D is the distance
+
+323
+00:22:20,680 --> 00:22:26,040
+between the two plates. أي... أي معادلة شائعة في
+
+324
+00:22:26,040 --> 00:22:30,920
+Electromagnetic. في عندنا expression لمصطلح
+
+325
+00:22:30,920 --> 00:22:33,360
+بتسميه ال characteristic impedance، اللي هو جذر ال
+
+326
+00:22:33,360 --> 00:22:37,350
+inductance على ال capacitance. في عندنا تعريف آخر لل
+
+327
+00:22:37,350 --> 00:22:40,490
+characteristic impedance، اللي هو ببساطة شديدة، ال
+
+328
+00:22:40,490 --> 00:22:43,390
+ratio between the voltage and the current. وفي
+
+329
+00:22:43,390 --> 00:22:47,450
+عندنا ختاما، an expression يتعلق بال ohmic losses،
+
+330
+00:22:47,450 --> 00:22:50,530
+ال power consumed in a conducting material، اللي هو
+
+331
+00:22:50,530 --> 00:22:54,750
+عبارة عن I تربيع R. إذا قعدت أطرح السؤال مرة أخرى،
+
+332
+00:22:54,750 --> 00:22:59,370
+كيف يؤثر سماكة ال substrate، كيف تؤثر سماكة ال
+
+333
+00:22:59,370 --> 00:23:02,710
+substrate على ال ohmic losses بال microstrip
+
+334
+00:23:02,710 --> 00:23:05,570
+circuit؟ بمعنى، إذا سمكنا ال substrate، إذا زدنا
+
+335
+00:23:05,570 --> 00:23:10,330
+سماكة المادة العازلة، هل بيزيد ال... بتزيد ال
+
+336
+00:23:10,330 --> 00:23:14,840
+ohmic losses أم بتقل أم لا تتغير؟ مرة أخرى، ما في داعي
+
+337
+00:23:14,840 --> 00:23:17,860
+أكون عارف في المعلومة هذه سابقاً، بس إذا عندي أنا
+
+338
+00:23:17,860 --> 00:23:21,500
+مجموعة معادلات بسيطة جداً كهذه، بإمكاني أنا أتنقل
+
+339
+00:23:21,500 --> 00:23:26,200
+بينها وأصل للجواب مباشرة. إذا أنا زدت سماكة ال
+
+340
+00:23:26,200 --> 00:23:29,320
+substrate، شو اللي بيكون عامله؟ بتطلع المعادلة اللي
+
+341
+00:23:29,320 --> 00:23:33,200
+تحت، عاليمين. ال D زادت، معناها ال capacitance بين
+
+342
+00:23:33,200 --> 00:23:38,380
+الطرف الأعلى والأسفل سيقل. طب إذا ال C قلت، بيمكن
+
+343
+00:23:38,380 --> 00:23:42,180
+أنتقل للمعادلة اللي فوق، ع الشمال. إذا ال C قلت،
+
+344
+00:23:42,180 --> 00:23:44,740
+معناها ال Z node، ال characteristic impedance
+
+345
+00:23:44,740 --> 00:23:49,100
+ستزيد. طيب، إذا ال characteristic impedance زادت،
+
+346
+00:23:49,730 --> 00:23:53,690
+معناها إذا ال voltage ثابت، ايه؟ the current will
+
+347
+00:23:53,690 --> 00:23:58,130
+go down. طيب إذا ال current went down، معناها the
+
+348
+00:23:58,130 --> 00:24:01,790
+power losses in the conducting part of this
+
+349
+00:24:01,790 --> 00:24:04,850
+microstrip circuit will also go down. وبالتالي
+
+350
+00:24:04,850 --> 00:24:08,190
+شوفنا أنه التحرك بين المعادلات الأربع هذه، اللي
+
+351
+00:24:08,190 --> 00:24:11,250
+بالكاد يعني صح أن تسمى معادلات، لأنها expressions
+
+352
+00:24:11,250 --> 00:24:15,590
+بسيطة للغاية، وصلني لنتيجة عملية ومفيدة جداً على
+
+353
+00:24:15,590 --> 00:24:18,630
+مستوى تطبيقي، أنه أنا لما أبدأ أختار substrates
+
+354
+00:24:18,630 --> 00:24:23,070
+مختلفة، بلاحظ أنه if my substrate was thicker I
+
+355
+00:24:23,070 --> 00:24:29,180
+would get less. وهذا يعبر عنه من خلال another rule
+
+356
+00:24:29,180 --> 00:24:31,720
+of thumb in fact، which is that ohmic losses are
+
+357
+00:24:31,720 --> 00:24:34,640
+reduced by half when the substrate thickness is
+
+358
+00:24:34,640 --> 00:24:38,920
+doubled. ليس من السهل أن واحد يكون حافظ المعادلات
+
+359
+00:24:38,920 --> 00:24:43,620
+الأربع هذه، ومن السهل أن يدرك معناها الفيزيائي، بس
+
+360
+00:24:43,620 --> 00:24:47,560
+ليس من السهل دائماً على الناس بدون تدريب أن يكون
+
+361
+00:24:47,560 --> 00:24:51,380
+عندهم قدرة على التحرك بينها برشاقة وبخفة بحيث
+
+362
+00:24:51,380 --> 00:24:55,400
+أنهم يستنتجوا أموراً عملية وتطبيقية لما يواجهوا
+
+363
+00:24:55,400 --> 00:24:59,460
+إشكالات جديدة لم تمر عليهم سابقاً. هذا أمر يعني يتم
+
+364
+00:24:59,460 --> 00:25:03,600
+تحصيله عموماً بالتدريب، وبزيادة ثقة الإنسان
+
+365
+00:25:03,600 --> 00:25:07,420
+بالمعادلات اللي بيكون حافظها، وتدرب عليها سابقاً.
+
+366
+00:25:07,420 --> 00:25:11,020
+في
+
+367
+00:25:11,020 --> 00:25:17,260
+إشكال آخر، وهو إشكال حساس جداً، وتنتج عنه مشاكل
+
+368
+00:25:17,260 --> 00:25:22,400
+عديدة، وهو أنه في فرق بين المعرفة النظرية و
+
+369
+00:25:22,400 --> 00:25:25,900
+العملية، أحياناً فروقات بسيطة جداً، صغيرة جداً، بس هذه
+
+370
+00:25:25,900 --> 00:25:30,020
+الفروقات بالرغم من بساطتها وصغرها، مؤهلة دائماً أن
+
+371
+00:25:30,020 --> 00:25:34,780
+تكبر كثيراً فجأة، وتسبب اختلالات كبيرة في توقعاتنا
+
+372
+00:25:34,780 --> 00:25:39,010
+وفي النتائج التي نحصل عليها. خليني أعطيكم مثلاً على
+
+373
+00:25:39,010 --> 00:25:44,550
+سبيل المثال، أنا عندي دايو rated at 7 amperes، بس
+
+374
+00:25:44,550 --> 00:25:47,790
+في عندي current مقداره 10 amperes بده يمر من خلال
+
+375
+00:25:47,790 --> 00:25:50,550
+هذا الدايود. طبيعته، الحل، إذا مررت 10 amperes في
+
+376
+00:25:50,550 --> 00:25:55,190
+دايود معير على 7 amperes، I will lose my diode. ف
+
+377
+00:25:55,190 --> 00:25:57,310
+how can I solve this؟ فاللي أنا ممكن theoretically
+
+378
+00:25:57,310 --> 00:26:02,070
+أقول، الحل المناسب، إذا ما عندي دايو بتحمل 10 amperes
+
+379
+00:26:02,070 --> 00:26:05,670
+أو أكثر، أن أجيب دايو آخر مطابق للدايود الأول
+
+380
+00:26:05,670 --> 00:26:09,580
+وأحطه in parallel. بالصورة هذه، لما تيجي ال 10 امبير،
+
+381
+00:26:09,580 --> 00:26:13,560
+it will get split in half between the two diodes، 5
+
+382
+00:26:13,560 --> 00:26:17,280
+امبير up و 5 امبير down. بالصورة هذه، كل دايو
+
+383
+00:26:17,280 --> 00:26:21,400
+حامل تيار أقل بمقدار 2 امبير من حده الأقصى،
+
+384
+00:26:21,400 --> 00:26:24,900
+وبالتالي الدايودين هذول بيضلوا بال safe side،
+
+385
+00:26:24,900 --> 00:26:28,240
+وأمورهم بتكون على ما يرام. theoretically، this is
+
+386
+00:26:28,240 --> 00:26:32,080
+perfect. بجيب، أعملها عملياً، شو بسوي؟ بجيب الدايود
+
+387
+00:26:32,080 --> 00:26:37,010
+الأول، بجيب الدايود الثاني، وأدخل ال 10 امبير. هلا
+
+388
+00:26:37,010 --> 00:26:40,770
+شوفوا كيف التباينات البسيطة تحصل بين النظرية و
+
+389
+00:26:40,770 --> 00:26:44,230
+الواقع. هلا في النظرية، نعرف أنه في عندي IV
+
+390
+00:26:44,230 --> 00:26:47,030
+characteristic للدايود، العلاقة بين التيار وال
+
+391
+00:26:47,030 --> 00:26:50,350
+voltage inside a diode and across it. هيك بيكون
+
+392
+00:26:50,350 --> 00:26:55,250
+شكله. بس حقيقة الأمر، أن حتى لو أجيب two diodes من
+
+393
+00:26:55,250 --> 00:27:00,540
+نفس الشركة واللي هم نفس ال number، إلا ما يكون فيه
+
+394
+00:27:00,540 --> 00:27:03,860
+تباين بسيط في ال characteristic، مهما كان صغير، لكنه
+
+395
+00:27:03,860 --> 00:27:06,840
+سيكون موجود. وبالتالي ال characteristic of these
+
+396
+00:27:06
+
+445
+00:30:21,330 --> 00:30:25,650
+characteristics ثابت للجميع بسبب هذا التباين البسيط
+
+446
+00:30:25,650 --> 00:30:30,190
+العملي بين الـdiode و الـdiode اكتشف فجأة أن وضع
+
+447
+00:30:30,190 --> 00:30:32,630
+diodes in parallel is a very dangerous
+
+448
+00:30:32,630 --> 00:30:35,650
+thing إذا أنا لستُ دارسًا الأمور عن كثب، وضامن أن
+
+449
+00:30:35,650 --> 00:30:40,450
+الزيادة بالحرارة بين الصمام الثنائي والآخر لن تؤدي إلى ظهور ما
+
+450
+00:30:40,450 --> 00:30:44,590
+يسميه thermal runaway، وتؤدي إلى تدمير النظام
+
+451
+00:30:44,590 --> 00:30:49,970
+بأكمله. طبعًا، ما سبق كان تأملًا في مشاكل تتعلق بالمواد
+
+452
+00:30:49,970 --> 00:30:54,470
+النظرية وطريقة إعطائها على النحو الذي يسبب صعوبات
+
+453
+00:30:54,470 --> 00:30:58,010
+لنا حين نتعاطى مع... مع قضايا تطبيقية. بصحيح، حتى عندما
+
+454
+00:30:58,010 --> 00:31:01,890
+تكون مادة النظرية شاملة ومعطاة بشكل مناسب جدًا،
+
+455
+00:31:01,890 --> 00:31:06,890
+بتصير فيه إشكالات في تطبيقها. كان في دراسة في
+
+456
+00:31:06,890 --> 00:31:11,530
+إنجلترا مؤخرًا، عنوانها: why doctors fail، وين بتصير
+
+457
+00:31:11,530 --> 00:31:15,850
+المشاكل مع الأطباء أحيانًا، خصوصًا حديثي التخرج. هم
+
+458
+00:31:15,850 --> 00:31:19,270
+لماذا أحيانًا، رغم كل التعليم المكثف الذي... الذي
+
+459
+00:31:19,270 --> 00:31:24,250
+اتعرضوا له، يفشلون أحيانًا في استحضار المعرفة و
+
+460
+00:31:24,250 --> 00:31:28,570
+التعليم الذي حصلوا عليه في حالات واقعية. وكان فيه
+
+461
+00:31:28,570 --> 00:31:31,610
+تركيز في الدراسة على أن هذا لا يحصل، يعني في دماغ
+
+462
+00:31:31,610 --> 00:31:35,950
+الطبيب بالضبط، لما يواجه مريضه، يكون عنده الـ
+
+463
+00:31:35,950 --> 00:31:39,430
+النظرية التامة داخل... داخل ذهنه للتعاطي مع هذا
+
+464
+00:31:39,430 --> 00:31:43,230
+المريض، لكنه يفشل في استحضارها واستخراجها للتعاطي مع
+
+465
+00:31:43,230 --> 00:31:48,490
+المريض بصورة مناسبة. لأن نفس السؤال يستحق أن يُطرح
+
+466
+00:31:48,490 --> 00:31:53,150
+في المجال الهندسي. ما الذي يصعب علينا أحيانًا أن
+
+467
+00:31:53,150 --> 00:31:56,570
+نستحضر معرفتنا في سياقات عملية، حتى لو أن معرفتنا
+
+468
+00:31:56,570 --> 00:32:01,290
+تامة وكاملة وشاملة و...و...وتغطي كل التفاصيل الـ
+
+469
+00:32:01,290 --> 00:32:05,930
+...ال...التي يحتاجها الإنسان. فلدي... في اعتقادي سببَين
+
+470
+00:32:05,930 --> 00:32:08,990
+يلعبان دورًا مهمًا. أحدهما يتعلق
+
+471
+00:32:08,990 --> 00:32:13,570
+بالمبالغة في تبسيط الأمور، والآخر يتعلق بالمبالغة
+
+472
+00:32:13,570 --> 00:32:17,650
+في تعقيد الأمور. الموضوع الذي أريد أن أحكي عنه هو علاقة
+
+473
+00:32:17,650 --> 00:32:21,870
+النظرية بالتطبيق في الهندسة الكهربائية، وفي مجال
+
+474
+00:32:21,870 --> 00:32:25,230
+الكهرومغناطيسية على وجه الخصوص، في شقين أودّ أن أحكي
+
+475
+00:32:25,230 --> 00:32:32,320
+عنهما. الشق الأول يتعلق بصعوبات إدراج الـ...المهارات
+
+476
+00:32:32,320 --> 00:32:38,080
+التطبيقية في السياق النظري في التعليم الهندسي، والشق
+
+477
+00:32:38,080 --> 00:32:41,660
+الثاني، وهو تقريبًا مقلوب الشق الأول، وهي
+
+478
+00:32:41,660 --> 00:32:45,920
+الصعوبات التي تتعلق بالاستفادة من الجوانب
+
+479
+00:32:45,920 --> 00:32:49,440
+النظرية، واستحضار المعارف النظرية لما يواجه
+
+480
+00:32:49,440 --> 00:32:53,420
+واحد مشاكل تطبيقية حقيقية أثناء ممارسته للمهنة.
+
+481
+00:32:55,280 --> 00:32:59,580
+الاستخدامي لمصطلح كهرومغناطيسي سيكون بمعناه الواسع
+
+482
+00:32:59,580 --> 00:33:03,520
+جداً، والذي يشمل ضمنه الحالات الخاصة من الظواهر
+
+483
+00:33:03,520 --> 00:33:06,040
+الكهرومغناطيسية، ومن ضمنها الـدوائر الكهربائية، و
+
+484
+00:33:06,040 --> 00:33:11,020
+الإلكترونيات. وهدفي من هذا التوسيع هو أن تكون...
+
+485
+00:33:11,020 --> 00:33:14,520
+يكون الكلام، والأمثلة التي أريد أن أعطيها، ذات دلالة، و
+
+486
+00:33:14,520 --> 00:33:18,140
+معنى، ومفهومة لأكبر شريحة ممكنة من الحاضرين اليوم.
+
+487
+00:36:34,790 --> 00:36:38,630
+هلا أحيانًا يحصل العكس تمامًا، بمعنى أننا نرى وضعًا
+
+488
+00:36:38,630 --> 00:36:43,630
+يبدو في ظاهره معقدًا، لكنه في جوهره بسيط للغاية. لكن
+
+489
+00:36:43,630 --> 00:36:47,210
+طبعًا، بسبب مظهره المعقد، يصيبنا الهلع، ونبطل نعرف شو
+
+490
+00:36:47,210 --> 00:36:53,090
+نعمل.الصورتان اللتان تشاهدونهما هما مقطعان عرضيان لجهاز
+
+491
+00:36:53,090 --> 00:36:57,290
+نسميه magnetron، والذي يعرفه بعضكم بالتأكيد.
+
+492
+00:36:57,290 --> 00:37:02,350
+جهاز يُوَلِّد microwave signals، ردودات مرتفعة
+
+493
+00:37:02,350 --> 00:37:07,870
+التردد، ومستخدم في تطبيقات كثيرة، بدءًا من الرادارات
+
+494
+00:37:07,870 --> 00:37:11,950
+وانتهاءً بأفران microwave. هلا إذا واحد جاب واحدًا من
+
+495
+00:37:11,950 --> 00:37:15,890
+الـmagnetrons، و...ونشرها، وتطلع على مقطعها
+
+496
+00:37:15,890 --> 00:37:18,890
+العرضي، يبدو، يشاهد الأشكال التالية هذه. هلا إذا واحد
+
+497
+00:37:18,890 --> 00:37:23,930
+لا يملك خبرة سابقة فيها، لم يرها سابقًا، سيقدر أن هذا
+
+498
+00:37:23,930 --> 00:37:28,690
+شيء، يعني، مركب، وبالإضافة لكونه جميلًا للغاية، واضح
+
+499
+00:37:28,690 --> 00:37:34,730
+أنه شيء مركب ومعقد، لكن كيف يمكن فهمه؟ ال...ال...
+
+500
+00:37:34,730 --> 00:37:38,450
+الخطوة الأولى لفهم هذه الأشياء هي اللجوء لبرودة
+
+501
+00:37:38,450 --> 00:37:42,810
+العصب. نتطلع على الشكل الذي أمامنا، ونسأل أنفسنا
+
+502
+00:37:42,810 --> 00:37:47,350
+إذا في patterns أساسية، forms أساسية نحن متعودون
+
+503
+00:37:47,350 --> 00:37:50,650
+عليها. أنا الآن أُطلِّع على المقطع العرضي الموجود
+
+504
+00:37:50,650 --> 00:37:56,850
+على اليمين. فيه مجموعة جدران ذهبت باتجاهات مختلفة in
+
+505
+00:37:56,850 --> 00:38:00,230
+radial directions. إذا أخذت جدارَين منها، على سبيل
+
+506
+00:38:00,230 --> 00:38:03,650
+المثال، ووصلت بينهما (لأن كل هذا معمول من مادة
+
+507
+00:38:03,650 --> 00:38:09,140
+معدنية، نحاس عادة)، أرى أن لديّ مسارًا معينًا رفيعًا
+
+508
+00:38:09,140 --> 00:38:12,460
+ماشيًا، سواء للخلف، ثم لافف، وراجع مرة ثانية.
+
+509
+00:38:12,460 --> 00:38:16,220
+this is a conductive path that crosses a
+
+510
+00:38:16,220 --> 00:38:19,800
+relatively long distance، وبالتالي what is this؟
+
+511
+00:38:19,800 --> 00:38:23,220
+this is basically an inductor. طيب، أُطلِّع على النهاية
+
+512
+00:38:23,220 --> 00:38:26,320
+الأخرى لهذا الـinductor، شو الذي حصل؟ هذا الـ
+
+513
+00:38:26,320 --> 00:38:30,020
+inductor، الجدارَان فيه يقتربان من بعضهما، يقتربان
+
+514
+00:38:30,020 --> 00:38:32,760
+من بعض، حتى يصلان إلى النهاية over here، يصبحان
+
+515
+00:38:32,760 --> 00:38:35,780
+قريبَين جدًا من بعض، لكن لا يلمسان بعضهما، وبالتالي I
+
+516
+00:38:35,780 --> 00:38:38,540
+have two conductors very close to each other، وفي
+
+517
+00:38:38,540 --> 00:38:41,360
+فراغ بينهما، what is this؟ this is basically a
+
+518
+00:38:41,360 --> 00:38:44,820
+capacitor. فأنا أُطلِّع على أين فيه basic forms أنا
+
+519
+00:38:44,820 --> 00:38:48,600
+معتاد عليها. شوفت أنا الـbasic form of an inductor،
+
+520
+00:38:48,600 --> 00:38:52,860
+وشوفت الـbasic form of a capacitor. وبالتالي، ما لدينا
+
+521
+00:38:52,860 --> 00:38:59,480
+هنا هو قطعة LC. لديّ جدران، رسمي، وواضح أن كل زوج من
+
+522
+00:38:59,480 --> 00:39:05,820
+هذه الجدران يمثل قطعة LC رسمية. ومنها، بإمكاني أقدر
+
+523
+00:39:05,820 --> 00:39:11,220
+أن هذا الجهاز قائم على رسمية، ويولد لِمَ  يتحرك
+
+524
+00:39:11,220 --> 00:39:16,460
+في مواقع معينة لها علاقة بأبعاد الحجرات التي
+
+525
+00:39:16,460 --> 00:39:19,660
+أمامنا. ونفس الشيء بالنسبة للشمال، يعني، حتى عندما يتغير
+
+526
+00:39:19,660 --> 00:39:23,630
+الشكل نسبيًا، أنا مرة ثانية أبحث عن الـbasic forms،
+
+527
+00:39:23,630 --> 00:39:26,930
+الأشكال الأصلية. ما هي الأشكال الأصلية مرة أخرى؟ في
+
+528
+00:39:26,930 --> 00:39:29,530
+عندي هذا المسار الأصفر الذي تراه على الشمال
+
+529
+00:39:29,530 --> 00:39:33,070
+الآن. هذا يمثل لي an inductor، والدائرة الحمراء
+
+530
+00:39:33,070 --> 00:39:36,630
+تُوَرِجُني جسمَين معدنيين، بينهما مسافة فاصلة، مباشرةً،
+
+531
+00:39:36,630 --> 00:39:39,730
+يُخْتَلَقُ في بالي: this has to be a capacitor، so again
+
+532
+00:39:39,730 --> 00:39:43,430
+I have an LC tag. هذا مثال آخر على الover
+
+533
+00:39:43,430 --> 00:39:46,390
+complication، ولو أنه لا يحتوي على هذا الـcomplication
+
+534
+00:39:46,390 --> 00:39:49,010
+الكبير، على كافة الأحوال، this is a microstrip
+
+535
+00:39:49,010 --> 00:39:52,890
+circuit. لديّ خطٌّ ماشٍ باتجاه اليمين، ثمّ
+
+536
+00:39:52,890 --> 00:39:57,990
+ينكسر، ويذهب باتجاه اليسار. لو أنا أدرس ما هو الـoutput
+
+537
+00:39:57,990 --> 00:40:01,720
+response الخاص بالـcircuit من هذا النوع with respect to
+
+538
+00:40:01,720 --> 00:40:04,340
+frequency، يظهر معي الـfigure الذي تراه أعلاه
+
+539
+00:40:04,340 --> 00:40:09,800
+على الشمال. بمعنى آخر، this acts as a low pass
+
+540
+00:40:09,800 --> 00:40:13,160
+filter، يسمح للـsignals على الترددات المنخفضة
+
+541
+00:40:13,160 --> 00:40:17,620
+بالمرور، ويمنع الـsignals الأخرى من المرور. so it
+
+542
+00:40:17,620 --> 00:40:20,860
+acts as a low pass filter. هلا كيف ممكن أفهم شيء من
+
+543
+00:40:20,860 --> 00:40:25,200
+هذا النوع؟ مرة أخرى، أبحث عن الـbasic forms. شو في
+
+544
+00:40:25,200 --> 00:40:28,340
+عندي basic forms؟ بفهم الـbasic forms، I can do the
+
+545
+00:40:28,340 --> 00:40:31,300
+following. أنا أُلَحِّقُ  بهذه الـcircuit، ما قصدها؟ هي
+
+546
+00:40:31,300 --> 00:40:33,700
+الـcircuit في الأصل كانت عبارة عن خطٍّ مستقيمٍ، رايح من
+
+547
+00:40:33,700 --> 00:40:36,800
+طرف إلى طرف. في هذه الحالة، الـresponse سيكون عبارة عن خطٍّ
+
+548
+00:40:36,800 --> 00:40:39,200
+مستقيم، ليس low pass filter، everything passes
+
+549
+00:40:39,200 --> 00:40:42,620
+through and gets to the other side. فواضح أن الكسرة
+
+550
+00:40:42,620 --> 00:40:45,320
+هذه هي التي سببت الـlow pass filtering
+
+551
+00:40:45,320 --> 00:40:49,000
+characteristic. لكن كيف صارت الكسرة هذه؟ التي صارت
+
+552
+00:40:49,000 --> 00:40:52,500
+كأنِّي جئتُ بمنشار، وقصصتُ هذا الخط، ثمّ
+
+553
+00:40:52,500 --> 00:40:56,200
+لففته. لو عملنا هذه العملية، نرى أنه يصبح فعلاً
+
+554
+00:40:56,200 --> 00:41:00,200
+فراغ في الخط. لديّ فراغ. لملء هذا الفراغ،
+
+555
+00:41:00,200 --> 00:41:03,780
+أُجيب مربعًا مصنوعًا من مادة موصلة، وأضعه في منطقة
+
+556
+00:41:03,780 --> 00:41:08,520
+الفراغ. فماذا حدث عمليًا؟ الكسرة التي حدثت في
+
+557
+00:41:08,520 --> 00:41:13,120
+هذا الخط لم تحدث لولا زيادة في كمية الـ
+
+558
+00:41:13,120 --> 00:41:16,140
+conducting material الموجودة. زيادة هذه الـ
+
+559
+00:41:16,140 --> 00:41:19,020
+conducting material تعني عمليًا هي زيادة في الـ
+
+560
+00:41:19,020 --> 00:41:21,540
+capacitance. نحن نعرف أن الـcapacitance يتناسب
+
+561
+00:41:21,540 --> 00:41:25,120
+طرديًا مع مساحة الـmetallic sheet، كما نتحدث عن
+
+562
+00:41:25,120 --> 00:41:28,160
+parallel plate capacitors. وبالتالي، ما حدث عند
+
+563
+00:41:28,160 --> 00:41:32,020
+الزاوية هذه هو عبارة عن إضافة capacitor to ground.
+
+564
+00:41:32,020 --> 00:41:35,400
+لديّ capacitor to ground. how does a capacitor to
+
+565
+00:41:35,400 --> 00:41:38,300
+ground operate؟ it operates as a low pass filter.
+
+566
+00:41:38,300 --> 00:41:42,380
+فهذا يشرح لي لماذا هذه الـcircuit تصرفت كـlow pass
+
+567
+00:41:42,380 --> 00:41:46,820
+filter. again، التفسير الفعلي بسيط للغاية، لكن أحيانًا
+
+568
+00:41:46,820 --> 00:41:49,340
+لأنها microstrip circuits، ويمكن ألا أملك خبرة سابقة
+
+569
+00:41:49,340 --> 00:41:54,920
+فيها، يصيبني الخوف، وأحاول اللجوء إلى تفسيرات معقدة جدًا،
+
+570
+00:41:54,920 --> 00:41:58,920
+بينما الواقع أن التفسير بلغ البساطة، وهو يعتمد على
+
+571
+00:41:58,920 --> 00:42:03,360
+أشكال بسيطة جدًا. فكرتها أن زادت مساحة الـ
+
+572
+00:42:03,360 --> 00:42:06,800
+conducting material الموجودة، وبالتالي، صار لديّ
+
+573
+00:42:06,800 --> 00:42:09,240
+an effective capacitor or a parasitic capacitance
+
+574
+00:42:09,240 --> 00:42:12,180
+in the circuit، هو الذي أدى إلى هذا الـpath
+
+575
+00:42:12,180 --> 00:42:17,350
+filtering characteristic. مثال أخير أودّ أن أحكي لكم عنه
+
+576
+00:42:17,350 --> 00:42:21,370
+فيما يتعلق بالصعوبات التي تحصل عند الانتقال من
+
+577
+00:42:21,370 --> 00:42:26,550
+النظرية إلى التطبيق، هو موضوع الـcompromises، المساومات،
+
+578
+00:42:26,550 --> 00:42:31,670
+والمقايضات التي هي في جوهر أي ممارسة هندسية حقيقية.
+
+579
+00:42:32,480 --> 00:42:39,520
+نحن أحيانًا لدينا تصور عن العلوم بأنها أشياء قطعية،
+
+580
+00:42:39,520 --> 00:42:45,760
+إما صح أو خطأ، الجواب هو كذا، الرقم كذا، إلى آخره،
+
+581
+00:42:45,760 --> 00:42:48,940
+لكن عمليًا في... في الهندسة، معظم عملنا هو عبارة
+
+582
+00:42:48,940 --> 00:42:53,460
+عن البحث عن حلول وسط. وجزء كبير من عملنا يكون
+
+583
+00:42:53,460 --> 00:42:58,700
+أحيانًا ترقيعًا وتلفيقًا و...وتقديم تنازلات في مكانٍ
+
+584
+00:42:58,700 --> 00:43:03,290
+ما، والحصول على شيء من المكاسب في مكان آخر، و...و
+
+585
+00:43:03,290 --> 00:43:06,510
+القيام ب... بترتيبات من هذا النوع. نخسر شيء من
+
+586
+00:43:06,510 --> 00:43:09,790
+جهة، ونكسبه قليلًا من جهة، ونبحث عن حل وسط مناسب
+
+587
+00:43:09,790 --> 00:43:14,150
+لكل المتطلبات التي لدينا. أعطيكم مثالًا على موضوع الـ
+
+588
+00:43:14,150 --> 00:43:17,770
+...مثلًا الـtransformers التي من هذا النوع الـ...
+
+589
+00:43:17,770 --> 00:43:21,230
+this is a gate drive transformer. again، this is
+
+590
+00:43:21,230 --> 00:43:25,450
+used in inverter circuits.  ولديّ primary
+
+591
+00:43:25,450 --> 00:43:29,190
+side، وtwo secondary sides. نفترض أن الطرف الأحمر
+
+592
+00:43:29,190 --> 00:43:32,770
+هو الـprimary side. ماذا سيحدث لديّ؟ I'm using
+
+593
+00:43:32,770 --> 00:43:37,270
+this transformer لكي أعزل الـgate signal التي
+
+594
+00:43:37,270 --> 00:43:40,410
+تذهب إلى let's say a MOSFET، على سبيل المثال، على
+
+595
+00:43:40,410 --> 00:43:46,930
+اليمين. أريد أن أعزلها...أعزلها فيزيائيًا عن الـIC
+
+596
+00:43:46,930 --> 00:43:49,590
+التي تقودها في المقام الأول. التي تراها
+
+597
+00:43:49,590 --> 00:43:52,830
+على الشمال. فلدينا driving IC، ولدينا MOSFET.
+
+598
+00:43:54,460 --> 00:43:59,000
+المصفت سترى فولطيات مرتفعة جدًا، بينما الـ
+
+599
+00:43:59,000 --> 00:44:02,720
+driver head يريد أن يعمل بين 0 و15 فولت. فأنا
+
+600
+00:44:02,720 --> 00:44:05,040
+أحرص دائمًا أن يكون هناك physical separation between
+
+601
+00:44:05,040 --> 00:44:08,220
+them. المصفت عادةً ما تحدث فيه مشاكل، ممكن ينفجر،
+
+602
+00:44:08,220 --> 00:44:12,100
+ولا أريد أن أخسر الـIC الموجودة. فأعزلهما فيزيائيًا عن
+
+603
+00:44:12,100 --> 00:44:15,560
+بعض، لكن في الوقت نفسه، مغناطيسيًا، سأكون رابطًا بينهما من
+
+604
+00:44:15,560 --> 00:44:19,210
+خلال الـtransformer الذي صنعته. عندما آتي لأصمم
+
+605
+00:44:19,210 --> 00:44:21,670
+transformer من هذا النوع، ما الذي سيحدث لدي؟ السؤال
+
+606
+00:44:21,670 --> 00:44:25,390
+الأول سيكون: ما هو عدد لفات الـprimary side؟ أنا
+
+607
+00:44:25,390 --> 00:44:27,390
+قيمة الـvoltage بين الـprimary والـsecondary
+
+608
+00:44:27,390 --> 00:44:30,670
+لا أريد أن تتغير. يعني لا أريد أن يدخل 15 فولت ويخرج
+
+609
+00:44:30,670 --> 00:44:34,390
+15 فولت. فـturns ratio بين الطرفين one to one، لكن
+
+610
+00:44:34,390 --> 00:44:38,850
+يكون السؤال: ما هو عدد اللفات أصلاً؟ هل هو 10 لـ10،
+
+611
+00:44:38,850 --> 00:44:43,410
+أم 20 لـ20، أم 30 لـ30؟ لا نقرر الآن.
+
+612
+00:44:43,410 --> 00:44:47,850
+في هذه الحالة، سيكون لديّ نزعتان. النزعة الأولى
+
+613
+00:44:47,850 --> 00:44:53,510
+تدفعني
+
+667
+00:48:19,430 --> 00:48:25,350
+لا يعني أن التعليم الهندسي معركة عبثية، العبث هو
+
+668
+00:48:25,350 --> 00:48:32,210
+تصور أن دراسة الهندسة هي معركة ضد وحش معرفي عمره
+
+669
+00:48:32,210 --> 00:48:37,530
+سبعة وعشرين قرنًا، والعبث هو تصور أن المفاضلة بين
+
+670
+00:48:37,530 --> 00:48:41,250
+الجامعة القوية والجامعة الضعيفة هو بمقدار المادة
+
+671
+00:48:41,250 --> 00:48:46,300
+المعطاة. قيمة التعليم الهندسي هو في المهارات التي
+
+672
+00:48:46,300 --> 00:48:51,140
+تُعطى للإنسان في التحول من النظري للعملي، وفي
+
+673
+00:48:51,140 --> 00:48:54,920
+الجامع بين الاثنين، الجامع بينهما إلى الحد الذي
+
+674
+00:48:54,920 --> 00:48:58,120
+ما بقى فيه تمييز حتى بين ما هو نظري وما هو عملي،
+
+675
+00:48:58,120 --> 00:49:02,600
+واحد بتطلع على عناصر الكهربائية أو أنظمة الكهربائية
+
+676
+00:49:02,600 --> 00:49:07,140
+وبيشوف المعادلات فيها، منها، وفيها، مبنية داخلها
+
+677
+00:49:07,140 --> 00:49:10,520
+بالطريقة هذه، بإمكانه يقوم بتطويرات وتعديلات،
+
+678
+00:49:10,520 --> 00:49:15,520
+وصيانة،... ومجمل الأعمال التي يتوقع مهندس الكهرباء
+
+679
+00:49:15,520 --> 00:49:20,580
+يقوم فيها. في قصة شهيرة يمكن معظمكم يعرفها، تنسى
+
+680
+00:49:20,580 --> 00:49:24,520
+فيها، أبو تمام، جاءه واحد شاب، وحكاه: علمني نظم
+
+681
+00:49:24,520 --> 00:49:31,040
+الشعر. فحكاه: احفظ alphabet. فراح وغاب وحفظ alphabet
+
+682
+00:49:31,040 --> 00:49:35,290
+ولما رجع له، حكاه: شو أعملها الآن؟ فحكاه: أنا نسيتها.
+
+683
+00:49:35,290 --> 00:49:40,030
+وتصور التعليم الهندسي الناجح هو الذي ينتهج
+
+684
+00:49:40,030 --> 00:49:45,790
+مقاربة مشابهة لهذه، بمعنى أنه لا يعتمد على كمية مادة
+
+685
+00:49:45,790 --> 00:49:50,030
+نظرية كبيرة، وإنما يعتمد على إعطاء عدد كبير من
+
+686
+00:49:50,030 --> 00:49:53,990
+الأمثلة التطبيقية، حتى لو على مادة أصغر، أن يتم
+
+687
+00:49:53,990 --> 00:49:57,390
+التطرق لحجم المادة المعطاة مقابل زيادة الأمثلة
+
+688
+00:49:57,390 --> 00:50:01,500
+التطبيقية العديدة. والمراهنة أنه مع الوقت، لما يشوفوا
+
+689
+00:50:01,500 --> 00:50:05,080
+هذه الأمثلة العديدة والمتنوعة للغاية، مع الوقت سينسوا
+
+690
+00:50:05,080 --> 00:50:09,720
+الأمثلة كل واحد على حدة، لكن من خلالها سيطوروا
+
+691
+00:50:09,720 --> 00:50:14,220
+قدرات ومهارات للتحول دائمًا من المعرف النظرية التي
+
+692
+00:50:14,220 --> 00:50:18,340
+يَكتسبونها،  حتى بعد ما يتخرجوا، تطوير مهارة
+
+693
+00:50:18,340 --> 00:50:21,820
+تحويل هذه المعارف النظرية إلى مهارات تطبيقية،
+
+694
+00:50:21,820 --> 00:50:28,280
+وعملية تجعلهم مهندسين مميزين. أقول قولي هذا
+
+695
+00:50:28,280 --> 00:50:32,900
+واستغفر الله لي ولكم، حابب بس في النهاية أُريكم
+
+696
+00:50:32,900 --> 00:50:38,680
+صورة،... وفيديو بسيط عن تطبيقات هندسية وأجهزة
+
+697
+00:50:38,680 --> 00:50:43,560
+عملناها خلال السنوات الماضية،  بس حتى نُسَكِّر
+
+698
+00:50:43,560 --> 00:50:50,410
+فيها المحاضرة هذه. هذا جهاز induction heater، هذا كان
+
+699
+00:50:50,410 --> 00:50:55,230
+prototype أولي. مرة أخرى، فكرته أساسًا هو استخدام
+
+700
+00:50:55,230 --> 00:51:01,190
+مجالات مغناطيسية لرفع حرارة مواد، إما بهدف صهرها أو
+
+701
+00:51:01,190 --> 00:51:08,730
+بهدف تعديل تركيبتها. وهذه صورة أخرى. إذا بتشوفوا مش
+
+702
+00:51:08,730 --> 00:51:11,170
+عارف، إذا بالشاشة عندكم بيكون واضح، فيه خطوط حمراء
+
+703
+00:51:11,170 --> 00:51:15,730
+أفقيًا، هذا بسبب... بسبب التشويش الذي عمل
+
+704
+00:51:15,730 --> 00:51:19,370
+للمجال المغناطيسي الناتج على... على الكاميرا.
+
+705
+00:51:19,370 --> 00:51:30,350
+هذه
+
+706
+00:51:30,350 --> 00:51:35,370
+مجموعة تجارب على... واللي ده...  قول فيه... عارف... تستخدم
+
+707
+00:53:18,710 --> 00:53:25,190
+و أنا أنا أنا أنا أنا
+
+708
+00:53:25,190 --> 00:53:27,510
+أنا أنا أنا أنا أنا أنا
+
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_postprocess.srt b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..1054231fc455438360b88b56b744ada1f1b5f2cc
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_postprocess.srt
@@ -0,0 +1,2832 @@
+1
+00:00:02,130 --> 00:00:06,090
+الوقت الان هو منتصف الليل عندى بس الصديق العزيزي
+
+2
+00:00:06,090 --> 00:00:10,490
+الدكتور عمار بلغني ان المحاضرة هي ستتعرض في الحدي
+
+3
+00:00:10,490 --> 00:00:14,910
+عشراء الصباحة وعليها هي يمكن أول مرة في حياتى بحكي
+
+4
+00:00:14,910 --> 00:00:20,650
+صباح الخير في منتصف الليل فصباح الخير جميعا
+
+5
+00:00:20,650 --> 00:00:23,610
+الموضوع اللى بدأ احكي عنه هو علاقة النظرية
+
+6
+00:00:23,610 --> 00:00:27,330
+بالتطبيق في الهندس الكهربائي وفي مجال
+
+7
+00:00:27,330 --> 00:00:30,670
+الكهروماناطسي على وجه الخصوص في شقين حابب احكي
+
+8
+00:00:30,670 --> 00:00:37,780
+عنهمالشق الأول بيتعلق بصعوبات إدراج ال .. المهارات
+
+9
+00:00:37,780 --> 00:00:43,580
+التطبيقية في السياق نظري في التعليم الهندسي و الشق
+
+10
+00:00:43,580 --> 00:00:47,160
+الثاني اللي هو تقريبا مقلوب الشق الأول و هي
+
+11
+00:00:47,160 --> 00:00:51,860
+الصعوبات التي بتتعلق بالاستفادة من الجوانب النظري
+
+12
+00:00:51,860 --> 00:00:55,520
+و استحضار المعارف النظرية لما واحد يواجه مشاكل
+
+13
+00:00:55,520 --> 00:01:01,460
+تطبيقية حقيقية أثناء ممارسته للمهنةالاستخدامي
+
+14
+00:01:01,460 --> 00:01:06,100
+لمصطلح كهرومناطسي سيكون بمعناه الواسع جدا و الذي
+
+15
+00:01:06,100 --> 00:01:10,020
+يشمل ضمن الحالات الخاصة من الظهر الكهرومناطسي و من
+
+16
+00:01:10,020 --> 00:01:14,020
+ضمنها الدواء الكهربائي و الإلكترونيات و هدفي من
+
+17
+00:01:14,020 --> 00:01:17,500
+هذا التوسيع هو ان تكون .. يكون الكلام و الأمثل
+
+18
+00:01:17,500 --> 00:01:21,840
+اللي بدي أعطيها ذات دلالة و معنى ومفهومة لأكبر
+
+19
+00:01:21,840 --> 00:01:26,340
+شريحة ممكنة من الحاضرين اليومفنبلش كلامنا ان شاء
+
+20
+00:01:26,340 --> 00:01:29,640
+الله على العلاقة بين النظرية والتطبيق في السياق
+
+21
+00:01:29,640 --> 00:01:33,550
+التعليميو بنطلع بعدين على الشقين اللي .. اللي
+
+22
+00:01:33,550 --> 00:01:38,150
+ذكرتهم قبل شوية اللي هم المشاكل المتعلقة بال ..
+
+23
+00:01:38,150 --> 00:01:41,950
+بالممارس النظرية في سياق تعليمي و المشاكل التي
+
+24
+00:01:41,950 --> 00:01:47,290
+واجهها المرء في سياقات تطبيقية و عملية و بنشوف وين
+
+25
+00:01:47,290 --> 00:01:51,810
+أحيانا بتصير المشاكل عند ترجمة .. عندما تتم ترجمة
+
+26
+00:01:51,810 --> 00:01:56,390
+المعرفة النظرية إلى .. إلى ممارس عملية في محاولة
+
+27
+00:01:56,390 --> 00:02:01,080
+تحل إشكالات هندسيةو في النهاية بنشوف شوية صور و
+
+28
+00:02:01,080 --> 00:02:06,180
+فيديوهات على أمثلة تطبيقية في شيء غريب بتعليم
+
+29
+00:02:06,180 --> 00:02:10,060
+الهندسة بالعالم الثالث على وجه الخصوص أحيانا الأمر
+
+30
+00:02:10,060 --> 00:02:14,300
+بيشبه أنك جيب واحد و تعطيه manual تعليم سباحة و
+
+31
+00:02:14,300 --> 00:02:18,760
+تحبسه داخل غرفة لمدة أربع سنوات و بعد هذه السنوات
+
+32
+00:02:18,760 --> 00:02:23,360
+الأربع فجأة بتطلع و بتسده ببركة ميه و بتحكي عنه
+
+33
+00:02:23,360 --> 00:02:27,220
+حمار لإنه غرقفي أمور لا يمكن إدراكها في هذا العالم
+
+34
+00:02:27,220 --> 00:02:32,240
+بدون الممارس المباشرة بإمكاني أن أجلس مع رجل كفيف
+
+35
+00:02:32,240 --> 00:02:36,020
+و أمضي أيام و أسابيع و أشهر حتى و أنا أحاول أن
+
+36
+00:02:36,020 --> 00:02:39,680
+أشرحله شو يعني ألوان شو يعني أحمر شو يعني أخضر شو
+
+37
+00:02:39,680 --> 00:02:43,840
+يعني أصفر لكن هو لن يدرك ماذا أقصد في نهاية المطاف
+
+38
+00:02:43,840 --> 00:02:48,860
+و بالمقابل الكفيف قد يجلس معي و يحاول يشرحلي كيف
+
+39
+00:02:48,860 --> 00:02:52,540
+يرى الأحلام و شو بشوف بالأحلام و مرة أخرى لن
+
+40
+00:02:52,540 --> 00:02:57,370
+أستطيع أن أفهم ماذا يقصد تمامافي صنف من الأشياء في
+
+41
+00:02:57,370 --> 00:03:00,250
+عائلة من الأشياء في هذا العالم فعليا لا يمكن
+
+42
+00:03:00,250 --> 00:03:03,650
+إدراكها ولا فاهمها إذا لم يمارسها الإنسان بنفسه
+
+43
+00:03:03,650 --> 00:03:07,610
+ولم يعيش تجربتها بنفسه طبعا بإمكان المرء أن يحتج
+
+44
+00:03:07,610 --> 00:03:11,110
+على هذا التشبيه ويحكي أن الأسباحة في نهاية المطاف
+
+45
+00:03:11,110 --> 00:03:14,870
+هي مهارة عضلية بينما الهندسة في أساسها هي مهارة
+
+46
+00:03:14,870 --> 00:03:18,170
+ذهنية فهناك فارخ كبير بين الأمرين ولا يجوز تشبيهم
+
+47
+00:03:18,170 --> 00:03:22,450
+ببعض طبعا ما يعزز هذا الاحتجاج بإنه لما واحد يفكر
+
+48
+00:03:22,450 --> 00:03:27,170
+بالمهارات الذهنيةسيتبادر له أنه ال .. ال ..
+
+49
+00:03:27,170 --> 00:03:31,910
+النظرية أهم من الممارسة أو أنها على أقل تقدير لها
+
+50
+00:03:31,910 --> 00:03:36,170
+أولوية و أسباقية على الممارسة بس طبعا الأمر ليس
+
+51
+00:03:36,170 --> 00:03:40,230
+دائما كذلك في .. لما نفكر مثلا بالمحركات البخارية
+
+52
+00:03:40,230 --> 00:03:43,090
+تم تطويرها تاريخيا قبل ما يكون في علم اسمه
+
+53
+00:03:43,090 --> 00:03:46,210
+thermodynamics Michael Faraday معرفته الرياضية
+
+54
+00:03:46,210 --> 00:03:51,290
+كانت مقصورة على الجبر الخطي و رغم ذلك طور أساسيات
+
+55
+00:03:51,290 --> 00:03:55,310
+المحركات الكهربائية كمان عرفها اليومفي مفاصل
+
+56
+00:03:55,310 --> 00:03:59,970
+هندسية كبرى بالتاريخ عملوها ناس عندهم حس عملي أكتر
+
+57
+00:03:59,970 --> 00:04:05,070
+من أي معرفة نظرية فخمة بس طبعا هذه أنفلة تاريخية
+
+58
+00:04:05,070 --> 00:04:09,310
+يمكن وصفها بالخاصة ولا يمكن تعميمها خصوصا في
+
+59
+00:04:09,310 --> 00:04:14,250
+زماننا الحالي في إجماعة حاليا بإن الهندسة هي مزيج
+
+60
+00:04:14,250 --> 00:04:20,090
+بين معرفة نظرية وقدرات عملية وتطبيقية طبعا هذا
+
+61
+00:04:20,090 --> 00:04:24,470
+الكلام ليس جديدا من أيام بمنظورالرجل الهندوس هو
+
+62
+00:04:24,470 --> 00:04:29,000
+جيد ونظر المجربفكرة أن الهندسة يجمع النظرية و
+
+63
+00:04:29,000 --> 00:04:32,320
+التطبيق الكل يعرفها و الكل يتحدث فيها، مين في طالب
+
+64
+00:04:32,320 --> 00:04:38,120
+هندسة لم يشكوا من أحيانا من ضعف المراكبة التطبيقية
+
+65
+00:04:38,120 --> 00:04:43,700
+عنده، مين في طالب هندسة لم يعاني يوما من سخرية
+
+66
+00:04:43,700 --> 00:04:47,720
+أهله و من يحيطونا به في المنزل بسبب عجزه عن تصليح
+
+67
+00:04:47,720 --> 00:04:52,680
+تلفزيون أو معالجة أشكال بالتليفون أو خلافه، لا
+
+68
+00:04:52,680 --> 00:04:58,250
+يوجد خلاف على موضوعأهمية النظرية و التطبيق سويا في
+
+69
+00:04:58,250 --> 00:05:02,690
+الدراسة الهندسية و الممارس الهندسي لكن المشكلة
+
+70
+00:05:02,690 --> 00:05:07,110
+الحقيقية هي كيف يمكن نجمع الأثنين سويا و أين يحصل
+
+71
+00:05:07,110 --> 00:05:11,690
+الإشكال في جمع هذه العالمين في دائرتين عادة في
+
+72
+00:05:11,690 --> 00:05:17,680
+عندنا دائرة النظرية و دائرة الممارسةو مثل ال Venn
+
+73
+00:05:17,680 --> 00:05:20,680
+diagrams في منطقة مشتركة بين الاتنين اللتي اعتقد
+
+74
+00:05:20,680 --> 00:05:25,360
+انه الهندسة معنية بها اكثر من غيرها اللي موجودين
+
+75
+00:05:25,360 --> 00:05:29,620
+في الشق الأصفر من الدائرة الجانب النظري اللي وحده
+
+76
+00:05:29,620 --> 00:05:34,080
+هم جماعة ال theoretical physicists الفيزيائيين
+
+77
+00:05:34,080 --> 00:05:37,220
+النظريين و اللي موجودين في الدائرة .. في دائرة
+
+78
+00:05:37,220 --> 00:05:40,160
+الممارس البعيدة عن دائرة النظرية هم الفنيين
+
+79
+00:05:40,160 --> 00:05:44,320
+والتقانين اللي بيشتغلوا شغلاتلا تعتمد اعتمادا
+
+80
+00:05:44,320 --> 00:05:48,790
+كبيرا على .. على أساس نظريةالمجال الهندسي هو الذي
+
+81
+00:05:48,790 --> 00:05:53,710
+يلعب في المنطقة المشتركة بين هتين الساحتين، ما
+
+82
+00:05:53,710 --> 00:05:58,690
+بتلزمه كامل الدائرة نظريا و ما بتلزمه كامل الدائرة
+
+83
+00:05:58,690 --> 00:06:03,010
+.. الدائرة المتعلقة بالممارسة، بتلزمه مساحة مشتركة
+
+84
+00:06:03,010 --> 00:06:06,790
+بين العالمين عنده قدرة على التحرك بيناتهم بحيث أنه
+
+85
+00:06:06,790 --> 00:06:12,170
+قادر على تطوير أجهزة هندسية أو .. أو معالجة
+
+86
+00:06:12,170 --> 00:06:16,800
+أشكالات ب .. بأنظمة هندسية مختلفةطبعا حتى ما يظل
+
+87
+00:06:16,800 --> 00:06:21,880
+الكلام عام و عايم أنا حابب أعطي شوية أمثلة واقعية
+
+88
+00:06:21,880 --> 00:06:25,660
+على اللي بحكي واحدة من أولى المشاكل اللي .. اللي
+
+89
+00:06:25,660 --> 00:06:29,700
+تصادفنا في موضوع المعرفة النظرية هي أننا في
+
+90
+00:06:29,700 --> 00:06:34,160
+دراستنا كثيرا ما ندرس القواعد ثم لا نكتشف
+
+91
+00:06:34,160 --> 00:06:38,710
+الاستثناءات إلا لما نمارس تطبيقياواحد من الأمثلة
+
+92
+00:06:38,710 --> 00:06:41,670
+اللى بحب دايما أعطيها في هذا المجال هو مثال المكثف
+
+93
+00:06:41,670 --> 00:06:45,250
+إذا بتطلع على ال impedance أو ال reactance لمكثف
+
+94
+00:06:45,250 --> 00:06:48,030
+with respect to frequency كما تعرفون طبعا the
+
+95
+00:06:48,030 --> 00:06:51,670
+reactance decreases with increasing frequency و
+
+96
+00:06:51,670 --> 00:06:53,790
+هذا الموضوع ممكن أستفيد منه حتى أستخدم ال
+
+97
+00:06:53,790 --> 00:06:57,920
+capacitor as a low pass filter على سبيل المثالطبعا
+
+98
+00:06:57,920 --> 00:07:01,620
+هذا أمر ثابت و ال .. و الكل بتعلمه خلال دراسته
+
+99
+00:07:01,620 --> 00:07:07,880
+للهندس الكهربائي بس ما .. ما .. لا نكتشفه في كثير
+
+100
+00:07:07,880 --> 00:07:10,820
+من الأحيان إلا خلال ممارسه العملية رغم أنه طبعا
+
+101
+00:07:10,820 --> 00:07:15,020
+بالإمكان تدريسه خلال دراستنا النظرية أن هناك تردد
+
+102
+00:07:15,020 --> 00:07:20,980
+معين بعده يكفل المكثف عن كونه مكثف و يتحول فجأة
+
+103
+00:07:20,980 --> 00:07:28,380
+إلى محثبمعنى أخر أن هناك تردد معين يكشف عن محف
+
+104
+00:07:28,380 --> 00:07:32,160
+كامن an inductor that is embedded inside the
+
+105
+00:07:32,160 --> 00:07:37,900
+capacitor وهذا له أثار و تدعيات كبيرة بالنسبة لأي
+
+106
+00:07:37,900 --> 00:07:43,960
+تصميم إلكتروني لأنه رقم واحد بحدد ليه شو ال
+
+107
+00:07:43,960 --> 00:07:46,480
+maximum frequency اللي بتوقع فيها ال capacitor
+
+108
+00:07:46,480 --> 00:07:51,620
+يتصرف على النحو اللي اتوقعو مش بس ايه بالإمكان حتى
+
+109
+00:07:51,620 --> 00:07:55,540
+أستفيد منه ليس ك limitation بالعكس ممكن أستفيد منه
+
+110
+00:07:55,540 --> 00:07:59,180
+بتطبيقات عملية لما أطلع على response من هالنوع
+
+111
+00:07:59,180 --> 00:08:04,420
+بلاحظ أنه في تردد معين ال reactants فيه منخفض جدا
+
+112
+00:08:04,420 --> 00:08:08,610
+بينما في ..بقية ال frequencies ال reactance أو ال
+
+113
+00:08:08,610 --> 00:08:11,650
+impedance فيها مرتفع هذا بقى هني ممكن استخدم ال
+
+114
+00:08:11,650 --> 00:08:15,230
+capacitor as a band stop filter or as a band pass
+
+115
+00:08:15,230 --> 00:08:19,490
+filter لأن المكثف فجأة اكتشفت انه ليس مجرد مكثف و
+
+116
+00:08:19,490 --> 00:08:23,110
+مكثف و محث في ذات اللحظة depending on the
+
+117
+00:08:23,110 --> 00:08:26,870
+frequency I'm dealing with طبعا نفس هذا الكلام
+
+118
+00:08:26,870 --> 00:08:29,870
+ينطبق على ال inductors بمعنى ان ال inductors بعد
+
+119
+00:08:29,870 --> 00:08:36,530
+تردد معين ستبدأ بالتصرف ك .. كمكثفاتوفي الحالة هيك
+
+120
+00:08:36,530 --> 00:08:40,250
+بيصير التساؤل حول الجد والتصنيف للأشياء بين قواعد
+
+121
+00:08:40,250 --> 00:08:44,030
+واستثناءات، مع الوقت مابنبطل نتطلع على components
+
+122
+00:08:44,030 --> 00:08:48,670
+من هالنوع بثنائية القاعدة والاستثناء، نحن ننظر لها
+
+123
+00:08:48,670 --> 00:08:53,170
+بوصفها أشياء ده الطبيعة مزدوجة وكل ما يعني اني في
+
+124
+00:08:53,170 --> 00:08:56,880
+الأمر هو التردد اللي .. اللي بدي أشتغل عليهإذا فوق
+
+125
+00:08:56,880 --> 00:09:00,560
+تردد معين بعرف إنه هذا بدي تصرف ك inductor إذا تحت
+
+126
+00:09:00,560 --> 00:09:03,440
+تردد معين بدي أعرف إنه بدي يتصرف ك capacitor أو
+
+127
+00:09:03,440 --> 00:09:07,740
+إذا شغال أنا على bandwidth عريض بعرف إنه قد يتصرف
+
+128
+00:09:07,740 --> 00:09:12,800
+كالعنصرين سويا بمثال .. خلّيني أعطي مثال آخر على
+
+129
+00:09:12,800 --> 00:09:15,800
+.. على هذا الموضوع مثلا في ال printed circuit
+
+130
+00:09:15,800 --> 00:09:22,300
+boards بيكون عندي نحاس و tracks مختلفة كل واحد
+
+131
+00:09:22,300 --> 00:09:26,010
+فيها بيحمل voltية مختلفةو .. و أنا حريص يكون في
+
+132
+00:09:26,010 --> 00:09:30,010
+مسافات معينة بين كل track و الآخر لإنه بيحملوا
+
+133
+00:09:30,010 --> 00:09:33,430
+voltages مختلفة في مفهوم يمكن في كتير منكم سمع عنه
+
+134
+00:09:33,430 --> 00:09:36,450
+اللي هو ال breakdown voltage إنه في voltage معينة
+
+135
+00:09:36,450 --> 00:09:39,910
+بعدها المواد العادية اللي بتتكسر و بتتحول لمواد
+
+136
+00:09:39,910 --> 00:09:44,810
+موصلة فأنا حريص بين track و track يكون في مسافة
+
+137
+00:09:44,810 --> 00:09:49,270
+كافية تمنع يصير في arcing بيناتهماللي أحيانا بيكون
+
+138
+00:09:49,270 --> 00:09:53,750
+فيه قيم نظرية أن مثلا نحكي بالهواء three kilo
+
+139
+00:09:53,750 --> 00:09:57,730
+volts per one millimeter إذا بحط three kilo volts
+
+140
+00:09:57,730 --> 00:10:00,750
+across one millimeter of free space بيصير في عندي
+
+141
+00:10:00,750 --> 00:10:04,510
+arcing بين النقطتين هدول ال circuit هاي اللي كنا
+
+142
+00:10:04,510 --> 00:10:08,690
+شغالين عليها لسبب ما كنا مضطرين أن نخد ال tracks
+
+143
+00:10:08,690 --> 00:10:12,370
+أقرب ما يمكن على بعض فروحنا لل minimum spacings
+
+144
+00:10:12,370 --> 00:10:18,150
+اللي مسموح بيهاوالتي تعمل لما يكون ال tracks موازي
+
+145
+00:10:18,150 --> 00:10:21,550
+لبعض، هلأ بس شو اللي صار عندنا؟ انه بعض ال tracks
+
+146
+00:10:21,550 --> 00:10:26,690
+عندنا كانت موازي لبعض بس و هي ماشي تعمل انحرافات و
+
+147
+00:10:26,690 --> 00:10:31,410
+لفات، عند الزوايا الحد هاي، طبيعة الحال في عندنا
+
+148
+00:10:31,410 --> 00:10:34,290
+حالة استثنائية، الزوايا الحد كما تعرفون تتجمع
+
+149
+00:10:34,290 --> 00:10:37,230
+عليها الشحنات أكترفال electric field intensity
+
+150
+00:10:37,230 --> 00:10:39,470
+عندها كمان بيكون أعلى وبالتالي ال breakdown
+
+151
+00:10:39,470 --> 00:10:43,910
+voltage تحصل أبكر من بقية ال circuit و هذا اللي
+
+152
+00:10:43,910 --> 00:10:47,310
+صار عندنا باحة الزوايا الحادية صار في arcing و
+
+153
+00:10:47,310 --> 00:10:50,750
+خسرنا ال track اللي موجود هناك فده مثال آخر كيف
+
+154
+00:10:50,750 --> 00:10:54,150
+أنه الاستثناءات أحيانا تلعب دور كبير جدا قد يتجاوز
+
+155
+00:10:54,150 --> 00:10:57,720
+حتى أهمية القاعدةلأن أصلا أمتى بتصير الحوادث
+
+156
+00:10:57,720 --> 00:11:01,680
+الكبرى و المقاس الهندسي الكبرى؟ بتصير لما يظهر
+
+157
+00:11:01,680 --> 00:11:05,260
+استثناء لم يكن مدروسا لما واحد صمم جهازه بناء على
+
+158
+00:11:05,260 --> 00:11:10,240
+قاعدة مفترضمة فدائما الاستثناء له أهمية كبرى و ..
+
+159
+00:11:10,240 --> 00:11:13,300
+و .. و المؤسف أنه في كثير من الأحيان نحن لا نكشف
+
+160
+00:11:13,300 --> 00:11:18,780
+الاستثناءات إلا خلال الممارسة العملية للمثال
+
+161
+00:11:18,780 --> 00:11:23,640
+الأخير اللي حابب ..أعطيكم ياعلى هذا الموضوع هو
+
+162
+00:11:23,640 --> 00:11:27,400
+مثال مهم جدا بالنسبالي تعرفوا لما ندرس مثلا
+
+163
+00:11:27,400 --> 00:11:30,720
+circuits على سبيل المثال ممكن ندرس كيف بنحط
+
+164
+00:11:30,720 --> 00:11:34,140
+capacitors مجموعة capacitors in parallel and we
+
+165
+00:11:34,140 --> 00:11:37,660
+find the equivalent value of the capacitance طبعا
+
+166
+00:11:37,660 --> 00:11:42,020
+بعلم ال circuit theory الترتيب الكباسيترات ليس
+
+167
+00:11:42,020 --> 00:11:45,020
+عمرا مهما ممكن الكباسيتر الأخضر اللي شايفينه يكون
+
+168
+00:11:45,020 --> 00:11:47,980
+على الشمال الأحمر يكون على اليمين الأسود يكون
+
+169
+00:11:47,980 --> 00:11:52,340
+بالنص مش بالنص مش قضيةفي نهاية المطاف هذه المكثفات
+
+170
+00:11:52,340 --> 00:11:56,860
+موجودة in parallel so it doesn't really matter in
+
+171
+00:11:56,860 --> 00:12:01,820
+what order they are placed لما أطلع من القاعدة
+
+172
+00:12:01,820 --> 00:12:04,320
+البسيطة هذه الموجودة بال circuit theory إلى مجال
+
+173
+00:12:04,320 --> 00:12:07,400
+عملي شو اللي بيصير عندي؟ شوفوا على سبيل مثلها ده
+
+174
+00:12:07,400 --> 00:12:13,600
+inverter كنا مصممينهإذا بتطلعوا عليه ال .. ال
+
+175
+00:12:13,600 --> 00:12:17,660
+terminals دول اللي مرسوم عليها اسهم هي عبارة عن ال
+
+176
+00:12:17,660 --> 00:12:21,300
+.. ال collector و ال emitter of an IGBT ال IGBT is
+
+177
+00:12:21,300 --> 00:12:25,540
+a switching element هلأ بين هال نقطتين أنا حريص
+
+178
+00:12:25,540 --> 00:12:31,360
+أحط شغلات بسميها decoupling capacitors هي المكثفات
+
+179
+00:12:31,360 --> 00:12:34,200
+اللي شايفينها على سبيل المثال على الشمال و في منها
+
+180
+00:12:34,200 --> 00:12:38,120
+على اليمين بس لما نركب هال capacitors بنكون حريصين
+
+181
+00:12:38,120 --> 00:12:42,710
+للغايةإنه الكبسترات الصغيرة صاحبة القيم الصغيرة ال
+
+182
+00:12:42,710 --> 00:12:46,450
+capacitance الصغيرة تكون أقرب ما يمكن على ال
+
+183
+00:12:46,450 --> 00:12:50,670
+terminals بينما الكبسترات الكبيرة تكون أبعد شوية
+
+184
+00:12:50,670 --> 00:12:55,110
+أنا بودي طبعا إن كلهم يكونوا أقرب ما يمكن بس بسبب
+
+185
+00:12:55,110 --> 00:13:00,450
+المحدودية الفضاء المتاحة لنابدنا نرتبهم بصورة
+
+186
+00:13:00,450 --> 00:13:04,990
+معينة في الترتيب هتبقى ضروري جدا أن تكون ال
+
+187
+00:13:04,990 --> 00:13:08,090
+capacitors with the lowest values as close as
+
+188
+00:13:08,090 --> 00:13:10,970
+possible to the terminals whereas the capacitors
+
+189
+00:13:10,970 --> 00:13:15,530
+with the higher values يكونوا أبعد شوية هلأ بال ..
+
+190
+00:13:15,530 --> 00:13:18,390
+بال .. بالقواعد البسيطة اللي واحد بتعلمها بال
+
+191
+00:13:18,390 --> 00:13:20,590
+circuit theory this doesn't make sense يعني شو
+
+192
+00:13:20,590 --> 00:13:24,110
+فرقة تتحط ال .. الكبير قريب و البعيد قريب ما هو
+
+193
+00:13:24,110 --> 00:13:27,890
+كلهم in parallel في نهاية المطافبس عمليا هنا في
+
+194
+00:13:27,890 --> 00:13:30,510
+عندنا استثناء يمكن ما بتشوفه أحيانا بال circuit
+
+195
+00:13:30,510 --> 00:13:34,630
+theory وهو أن الكباسترات هي بحد ذاتها كل ما تكون
+
+196
+00:13:34,630 --> 00:13:38,470
+قيمها أكبر شو معناها؟ معناها في لفات أكبر من ال
+
+197
+00:13:38,470 --> 00:13:42,650
+conducting material داخلها حتى المصنع اللي عملها
+
+198
+00:13:42,650 --> 00:13:47,010
+يجيب قيم كباستر أكبر وبالتالي لأن كمية المعدن فيها
+
+199
+00:13:47,010 --> 00:13:50,710
+أكبر وفيها عدد لفات أكبر ال internal inductance
+
+200
+00:13:50,710 --> 00:13:54,490
+فيها أعلى وبالتالي اللي بيصير عندي switching event
+
+201
+00:13:55,880 --> 00:13:59,900
+و يصير ال IGBT يطلب current معين انا بالنزام يكون
+
+202
+00:13:59,900 --> 00:14:03,320
+ال capacitor with the lowest internal inductance
+
+203
+00:14:03,320 --> 00:14:06,080
+يكون اقرب ما يمكن على هذا ال terminus حتى يقدر
+
+204
+00:14:06,080 --> 00:14:10,940
+يزود ال current بأقل فترة زمانية لازمة بينما ال
+
+205
+00:14:10,940 --> 00:14:13,640
+capacitors اللي فيها internal inductance أكبر
+
+206
+00:14:13,640 --> 00:14:16,920
+بنقدر نتركها بعيد شوية لأنه أصلا لن تكون قادر على
+
+207
+00:14:16,920 --> 00:14:21,980
+تزويد current بالسرعة الكافية يصعب علي أن أؤكد لكم
+
+208
+00:14:21,980 --> 00:14:25,870
+أن دي هذا الموضوع مهمو أدى بيأثر ع ال performance
+
+209
+00:14:25,870 --> 00:14:29,710
+يعني موضوع ترتيب ال capacitors في سياقات من هذا
+
+210
+00:14:29,710 --> 00:14:33,450
+النوع قد يميز بين دائرة تعمل و دائرة لا تعمل من
+
+211
+00:14:33,450 --> 00:14:39,950
+أساسه قد يميز بين inverter يعيش لسنوات و inverter
+
+212
+00:14:39,950 --> 00:14:44,900
+لا يعمر لساعاتمرة أخرى بنشوف كيف أنه في عندنا
+
+213
+00:14:44,900 --> 00:14:47,780
+قواعد أساسية بندرسها في دراستنا النظرية على
+
+214
+00:14:47,780 --> 00:14:51,220
+المقاعد و بعدين بس نطلع الحياة العملية بنبلش نشوف
+
+215
+00:14:51,220 --> 00:14:56,500
+استثناءات بتلعب دور مهم جدا في تصميم و بناء دوائر
+
+216
+00:14:56,500 --> 00:15:01,770
+ناجحطبعا هذا كله بإمكاننا ندركه أكثر لما نرتد من
+
+217
+00:15:01,770 --> 00:15:04,070
+الحالة الخاصة اللى نسميها circuit theory للحالة
+
+218
+00:15:04,070 --> 00:15:08,750
+الأعمى اللى هى electromagnetics أنا دائما أؤمن أنه
+
+219
+00:15:08,750 --> 00:15:14,490
+بإمكان أي مهندس أنه يطور داخل دماغه كبسة بتحوله ما
+
+220
+00:15:14,490 --> 00:15:17,630
+بين ال circuit theory و النظرية الأعمى اللى هى ال
+
+221
+00:15:17,630 --> 00:15:20,370
+electromagnetic theory لما يكون فى عندي ظاهرة
+
+222
+00:15:20,370 --> 00:15:22,710
+معينة أنا عاجز عن تفسيرها بال circuit theory زى
+
+223
+00:15:22,710 --> 00:15:25,210
+الظاهرة هي أن فى عندي كبسطرة أتحط م parallel و
+
+224
+00:15:25,210 --> 00:15:28,230
+الترتيب قاعد يلعب دورفي ال performance of the
+
+225
+00:15:28,230 --> 00:15:32,490
+circuit بطق الكبسي و بترك مباشرة ان و الله في
+
+226
+00:15:32,490 --> 00:15:35,050
+internal inductance inside these capacitors و
+
+227
+00:15:35,050 --> 00:15:38,290
+بلزمني احط ال capacitor with the lowest inductance
+
+228
+00:15:38,290 --> 00:15:43,170
+as close as possible to the terminals إلى آخرىاللأ
+
+229
+00:15:43,170 --> 00:15:46,690
+في نمط أخر من المشاكل اللي نواجهها في .. في موضوع
+
+230
+00:15:46,690 --> 00:15:51,170
+المادة النظرية على خلاف ال rules and exceptions،
+
+231
+00:15:51,170 --> 00:15:54,670
+القواعد والاستثناءات و هو موضوع rules of thumb
+
+232
+00:15:54,670 --> 00:15:59,110
+اللي هي قواعد بسيطة اللي لا تعتمد على تعقيدات
+
+233
+00:15:59,110 --> 00:16:04,640
+رياضيةاحيانا في الكتب و المراجع النظرية نجد
+
+234
+00:16:04,640 --> 00:16:08,120
+تفصيلات رياضية كبيرة و بعدين يكون في قاعدة بسيطة
+
+235
+00:16:08,120 --> 00:16:12,380
+عملية ممكن تفيدنا جدا تكون غائبة تماما بتعطيكم
+
+236
+00:16:12,380 --> 00:16:16,700
+بثمن من ظاهرة معروفة اسمها ال skin effect لبعضكم
+
+237
+00:16:16,700 --> 00:16:21,100
+قد يكون سمع فيها و لبعضكم لايعرفها بس في ظاهرة
+
+238
+00:16:21,100 --> 00:16:25,740
+بسيطة جدا و مهمة جدا و أحيانا خطيرة جدا و خلاصتها
+
+239
+00:16:25,740 --> 00:16:28,680
+إن إذا عندنا مادة موصل يمر فيها تيار على تردد ماء
+
+240
+00:16:29,430 --> 00:16:32,670
+فإن هذا التيار لن يتوزع بانتظام داخل هذا الموصل
+
+241
+00:16:32,670 --> 00:16:37,890
+وإنما سيتوزع التيار بحيث أنه يكون محتشد ومتركز على
+
+242
+00:16:37,890 --> 00:16:42,490
+السطح الخارجي أكثر مما هو متركز في وسط المادة
+
+243
+00:16:42,490 --> 00:16:46,690
+الموصلة وبالتالي معظم ال current موجود في السطح
+
+244
+00:16:46,690 --> 00:16:50,470
+الخارجي وفي وسط المادة بيكون تركيزه أقل ما يمكن
+
+245
+00:16:50,470 --> 00:16:54,750
+وكل ما ارتفعنا في التردد أكثر و أكثريزيد هذا
+
+246
+00:16:54,750 --> 00:16:59,730
+الاحتشاد و يخفف التيار في وسط الموصل حتى نحسب ..
+
+247
+00:16:59,730 --> 00:17:03,870
+نطلع رقم معبر عن هذه الظاهرة ففي عندنا مصطلح نسميه
+
+248
+00:17:03,870 --> 00:17:07,790
+ال skin depth ال skin depth بيعبرلنا عن السماكة
+
+249
+00:17:07,790 --> 00:17:13,230
+التي سيتواجد فيها جزء كبير من .. من هذا التيار و
+
+250
+00:17:13,230 --> 00:17:15,830
+هي تعتمد على التردد و الموصلية و ال permeability
+
+251
+00:17:15,830 --> 00:17:20,980
+الاخرينلأن معظم المراجعة التي تتحدث عن ال skin
+
+252
+00:17:20,980 --> 00:17:25,260
+effect و skin depth ستذكر هذا التعبير اللي هو
+
+253
+00:17:25,260 --> 00:17:27,760
+تعبير ال skin depth و المعادلة الرياضية اللتي
+
+254
+00:17:27,760 --> 00:17:32,440
+تمثله بس الشيء اللذي يفوت كثير من الكتب أن تذكره
+
+255
+00:17:32,440 --> 00:17:39,920
+هو قاعدة رقمية بسيطة نستخدمها في تصميم أي جسم موصل
+
+256
+00:17:39,920 --> 00:17:44,240
+سيكون عرضة لل skin effect وخلاصة هذه القاعدة
+
+257
+00:17:44,240 --> 00:17:49,110
+البسيطة أننا نصممالمادة الموصلية بحيث أنها تكون
+
+258
+00:17:49,110 --> 00:17:54,890
+خمسة أضعاف ال skin depth فكرة خمسة أضعاف ليست
+
+259
+00:17:54,890 --> 00:17:59,470
+اعتباطية فكرتها أنه عندما يكون سماكة المادة
+
+260
+00:17:59,470 --> 00:18:03,410
+الموصلية خمسة أضعاف ال skin depth سنضمن أن تسعة
+
+261
+00:18:03,410 --> 00:18:07,630
+وتسعين بالمية من التيارة سيكون موجود ضمن المساحة
+
+262
+00:18:07,630 --> 00:18:13,980
+الطبيعيةالتي يسمح بها ال skin depth و في ذات الوقت
+
+263
+00:18:13,980 --> 00:18:17,840
+لن نكون قد أنفقنا كمية مبالغ فيها من المادة
+
+264
+00:18:17,840 --> 00:18:23,370
+الموصلةو التيار هيكون موجود تقريبا بصورة منطلمة
+
+265
+00:18:23,370 --> 00:18:27,610
+داخل المساحة اللتي اختارناها لو كبرنا .. لو كبرنا
+
+266
+00:18:27,610 --> 00:18:31,090
+الموصل و عملناه أكثر من five skin depths عملنا
+
+267
+00:18:31,090 --> 00:18:34,850
+let's say ten skin depths هيك هصير التيار موجود في
+
+268
+00:18:34,850 --> 00:18:38,550
+منطقة معينة في الموصل و جزء كبير من الموصل سيبقى
+
+269
+00:18:38,550 --> 00:18:43,410
+بدون تيار و بالتالي و كأننا كبرنا الموصل و أنفقنا
+
+270
+00:18:43,410 --> 00:18:49,180
+مال أكثر على هذا الموصل بدون فائدة انتجنافالحل
+
+271
+00:18:49,180 --> 00:18:52,740
+العملي ال practical على صعيد اقتصادي و على صعيد
+
+272
+00:18:52,740 --> 00:18:56,400
+كهربائي تخفيف ال losses هو five skin dips this is
+
+273
+00:18:56,400 --> 00:18:58,960
+a rule of thumb بيشتغلوا بال microwaves بيستخدموا
+
+274
+00:18:58,960 --> 00:19:04,360
+هذا الرقم كتير بس قليل ما نشوفه مكتوب او مذكور في
+
+275
+00:19:04,360 --> 00:19:10,500
+مراجع نظرية و قليلا ما واحد خلال دراسته بتمر عليه
+
+276
+00:19:10,500 --> 00:19:13,300
+القواعد من انه الآن دي القواعد ال rules of thumb
+
+277
+00:19:13,300 --> 00:19:18,780
+كثيرة جداو .. و نكاد نجدها في كل مناحي دراستنا في
+
+278
+00:19:18,780 --> 00:19:24,060
+الكهربا النقصية بس مرة أخرى تواجدها و ذكرها في
+
+279
+00:19:24,060 --> 00:19:27,860
+المراجع عموما محدود جدا و هذا بيعملنا مشاكل عندما
+
+280
+00:19:27,860 --> 00:19:31,220
+ننتقل من المعرف النظرية إلى المعرف العملية و هي من
+
+281
+00:19:31,220 --> 00:19:34,640
+المفارقاتها لأن أحيانا المعرف النظرية بتعطيك
+
+282
+00:19:34,640 --> 00:19:39,280
+تفاصيل شديدةلمّا تدخل في الجانب العملي قد تحتاج
+
+283
+00:19:39,280 --> 00:19:42,380
+إلى شيء أبسط منها بكثير وهذا اللي بيكون غائب، فهذا
+
+284
+00:19:42,380 --> 00:19:45,400
+اللي أحيانا بيعمل مشكلة أيضا في الانتقال من النظر
+
+285
+00:19:45,400 --> 00:19:52,100
+إلى العملية، في ظاهرة أيضا بشوفها بتشكل إشكالية في
+
+286
+00:19:52,100 --> 00:19:56,090
+الانتقال من الجانب النظري إلى الجانب العمليوهي لا
+
+287
+00:19:56,090 --> 00:20:00,930
+تتعلق بمشكلة بال .. بال .. بالمادة النظرية نفسها
+
+288
+00:20:00,930 --> 00:20:05,050
+وإنما بمهارتنا في التعاطي معاها اللي بسميها كأن
+
+289
+00:20:05,050 --> 00:20:08,550
+knowledge islands جزر من المعرفة معزولة عن بعض
+
+290
+00:20:08,550 --> 00:20:13,050
+أعطيكم مثال، هلأ في دوائر ال microwaves في نمط من
+
+291
+00:20:13,050 --> 00:20:16,110
+ال transmission lines بنسميه micro strip مرة أخرى
+
+292
+00:20:16,110 --> 00:20:18,770
+يمكن بعض يكون برا عليه بس اللي ما برا عليه فكرة
+
+293
+00:20:18,770 --> 00:20:25,090
+بسيطة جداهذا عبارة عن ثلاث طبقات، طبقتين معمولة من
+
+294
+00:20:25,090 --> 00:20:28,030
+ال .. من المادة موصلة وطبقة وسط بناتهم هي مادة
+
+295
+00:20:28,030 --> 00:20:31,950
+عازلة الطبقة اللي تلي بالأسفل اللي هي مادة موصلة
+
+296
+00:20:31,950 --> 00:20:36,350
+بتمثل ال ground plane وهي بتكون عريضة و الطبقة
+
+297
+00:20:36,350 --> 00:20:38,990
+اللي في الأعلى بتكون رفيعة this is my microstrip
+
+298
+00:20:38,990 --> 00:20:44,170
+وهذا اللي هيحمل ال signal ال microwave signal of
+
+299
+00:20:44,170 --> 00:20:46,850
+.. of interest و ال substrate اللي شايفينه بالنص
+
+300
+00:20:46,850 --> 00:20:51,030
+هذا بيمثل المادة العازلةو التالي بيصير في عندي
+
+301
+00:20:51,030 --> 00:20:54,250
+مجالات كهربائية و مغناطية معظمها موجودة داخل هذا
+
+302
+00:20:54,250 --> 00:20:57,730
+ال substrate بين ال ground plane و ال micro strip
+
+303
+00:20:57,730 --> 00:21:01,730
+في الأعلى ال substrate هات بيكون له سماكة معينة دي
+
+304
+00:21:01,730 --> 00:21:06,990
+و لما ألعب أنا في عرض ال ال conducting material
+
+305
+00:21:06,990 --> 00:21:11,450
+فوق ال substrate بيمكني أأثر على القيم المختلفة
+
+306
+00:21:11,450 --> 00:21:16,900
+المتعلقة بال circuit اللي ببنيهاطبعا ممكن استخدم
+
+307
+00:21:16,900 --> 00:21:20,380
+transmission lines من هالنوع حتى to realize many
+
+308
+00:21:20,380 --> 00:21:23,220
+different things, filters, couplers, delay lines
+
+309
+00:21:23,220 --> 00:21:26,180
+اللي بدكم يا .. الصورة اللي تحت بتعطيني مثال على
+
+310
+00:21:26,180 --> 00:21:29,360
+دائرة which is built out of microstrip طبعا في
+
+311
+00:21:29,360 --> 00:21:33,380
+عندي conducting plane ذكره بالأسفل مش مبين أو في
+
+312
+00:21:33,380 --> 00:21:37,480
+عندي ال microstrip اللي أنا شايفه لأن إذا أنا طرحت
+
+313
+00:21:37,480 --> 00:21:42,730
+على نفسي السؤال التاليكيف يؤثر سماكة ال substrate
+
+314
+00:21:42,730 --> 00:21:46,390
+المادة العازلة على ال losses اللي بتصير بال
+
+315
+00:21:46,390 --> 00:21:49,970
+conducting materials؟ لو واحد قد لا يكون عنده
+
+316
+00:21:49,970 --> 00:21:54,750
+معلومة مباشرة حول هذه العلاقةلكن هو يملك المعرفة
+
+317
+00:21:54,750 --> 00:21:59,230
+النظرية اللازمة للوصول للنتيجة، بورجيكم كيف يعني
+
+318
+00:21:59,230 --> 00:22:04,050
+معادلات بسيطة معظمنا سيكون رأاها سابقا موجودة في
+
+319
+00:22:04,050 --> 00:22:08,910
+ذهنه بس ربطها سويا هو الذي يؤهل الإنسان أن .. أن
+
+320
+00:22:08,910 --> 00:22:12,820
+يصل إلى استنتاجات عملية، مثلالما بدأ أحسب ال
+
+321
+00:22:12,820 --> 00:22:17,040
+capacitance for a parallel plate capacitor المعادل
+
+322
+00:22:17,040 --> 00:22:20,680
+is C سوى أبسلين S على D where D is the distance
+
+323
+00:22:20,680 --> 00:22:26,040
+between the two plates أي .. أي معادلة شائعة ب
+
+324
+00:22:26,040 --> 00:22:30,920
+Electromagnetic Swan في عندنا expression لمصطلح
+
+325
+00:22:30,920 --> 00:22:33,360
+بتسميه ال characteristic impedance اللي هو جذر ال
+
+326
+00:22:33,360 --> 00:22:37,350
+inductance على ال capacitanceفي عندنا تعريف آخر لل
+
+327
+00:22:37,350 --> 00:22:40,490
+characteristic impedance اللي هو ببساطة الشديدة ال
+
+328
+00:22:40,490 --> 00:22:43,390
+ratio between the voltage and the current وفي
+
+329
+00:22:43,390 --> 00:22:47,450
+عندنا ختاما an expression يتعلق بال ال omic losses
+
+330
+00:22:47,450 --> 00:22:50,530
+ال power consumed in a conducting material اللي هو
+
+331
+00:22:50,530 --> 00:22:54,750
+عبارة عن I squared Rإذا قعدت طرح السؤال مرة أخرى
+
+332
+00:22:54,750 --> 00:22:59,370
+كيف يؤثر سماكة ال substrate كيف تؤثر سماكة ال
+
+333
+00:22:59,370 --> 00:23:02,710
+substrate على ال omic losses بال micro strip
+
+334
+00:23:02,710 --> 00:23:05,570
+circuit بمعنى إذا سمكنا ال substrate إذا زدنا
+
+335
+00:23:05,570 --> 00:23:10,330
+سماكة المادة العازلة هل بيزيد عن ال .. بتزيد عن ال
+
+336
+00:23:10,330 --> 00:23:14,840
+omic losses أم بتقل أم لا تتغيرمرة أخرى مافي داعي
+
+337
+00:23:14,840 --> 00:23:17,860
+أكون عارف في المعلومة هذه سالفا، بس إذا عندي أنا
+
+338
+00:23:17,860 --> 00:23:21,500
+مجموعة معادلات بسيطة جدا كهذه بإمكاني أنا أتنقل
+
+339
+00:23:21,500 --> 00:23:26,200
+بينها و أوصل للجواب مباشرةإذا أنا زدت سماكة ال
+
+340
+00:23:26,200 --> 00:23:29,320
+substrate، شو اللي بكون عامله؟ بتطلع المعادل اللي
+
+341
+00:23:29,320 --> 00:23:33,200
+تحت، عاليمين ال D زادت، معناها ال capacitance بين
+
+342
+00:23:33,200 --> 00:23:38,380
+الطرف الأعلى والأسفل سيقل طب إذا ال C قلت، بيمكن
+
+343
+00:23:38,380 --> 00:23:42,180
+أنتقل للمعادلة اللي فوق ع شمال إذا ال C قلت،
+
+344
+00:23:42,180 --> 00:23:44,740
+معناها ال Z node، ال characteristic impedance
+
+345
+00:23:44,740 --> 00:23:49,100
+ستزيد طيب، إذا ال characteristic impedance زادت
+
+346
+00:23:49,730 --> 00:23:53,690
+معناها إذا ال voltage بثبت ايه؟ the current will
+
+347
+00:23:53,690 --> 00:23:58,130
+go down طيب إذا ال current went down معناها the
+
+348
+00:23:58,130 --> 00:24:01,790
+power lossesin the conducting part of this
+
+349
+00:24:01,790 --> 00:24:04,850
+microstrip circuit will also go down وبالتالي
+
+350
+00:24:04,850 --> 00:24:08,190
+شوفنا أنه التحرك بين المعادلات الأربع هذه اللي
+
+351
+00:24:08,190 --> 00:24:11,250
+بالكاد يعني صح أن تسمى معادلات لأنها expressions
+
+352
+00:24:11,250 --> 00:24:15,590
+بسيطة للغاية وصلني لنتيجة عملية ومفيدة جدا على
+
+353
+00:24:15,590 --> 00:24:18,630
+مستوى تطبيقي أنه أنا لما أبدأ أختار substrates
+
+354
+00:24:18,630 --> 00:24:23,070
+مختلفة بلاحظ أنه if my substrate was thicker I
+
+355
+00:24:23,070 --> 00:24:29,180
+would get lessوهذا يعبر عنه من خلال another rule
+
+356
+00:24:29,180 --> 00:24:31,720
+of thumb in fact which is that ohmic losses are
+
+357
+00:24:31,720 --> 00:24:34,640
+reduced by half when the substrate thickness is
+
+358
+00:24:34,640 --> 00:24:38,920
+doubledاللأ من السهل أن واحد يكون حافظ المعادلات
+
+359
+00:24:38,920 --> 00:24:43,620
+الأربع هذه و من السهل أن يدرك معناها الفيزيائي بس
+
+360
+00:24:43,620 --> 00:24:47,560
+ليس من السهل دائما على الناس بدون تدريب أن يكون
+
+361
+00:24:47,560 --> 00:24:51,380
+عندهم قدرة على التحرك بينها برشاقة و بخفقة بحيث
+
+362
+00:24:51,380 --> 00:24:55,400
+أنهم يستنتجوا أمور عملية و تطبيقية لما يواجهوا
+
+363
+00:24:55,400 --> 00:24:59,460
+إشكالات جديدة لم تمر عليهم سابقةهذا أمر يعني يتم
+
+364
+00:24:59,460 --> 00:25:03,600
+تحصيله عموما بالتدريب و بزيادة ثقة الإنسان
+
+365
+00:25:03,600 --> 00:25:07,420
+بالمعادلات اللي بيكون حافظها و بتدرب عليها سابقا
+
+366
+00:25:07,420 --> 00:25:11,020
+في
+
+367
+00:25:11,020 --> 00:25:17,260
+إشكال آخر و هو إشكال حساس جدا و تنتج عنه مشاكل
+
+368
+00:25:17,260 --> 00:25:22,400
+عديدة عدداو هو أنه في فارق بين المعرفة النظرية و
+
+369
+00:25:22,400 --> 00:25:25,900
+العملية أحيان فوارق بسيطة جدا صغيرة جدا بس هذه
+
+370
+00:25:25,900 --> 00:25:30,020
+الفوارق بالرغم أن بساطتها و صغرها مؤهلة دائما أن
+
+371
+00:25:30,020 --> 00:25:34,780
+تكبر كثيرا فجأة و تسبب اختلالات كبيرة في توقعاتنا
+
+372
+00:25:34,780 --> 00:25:39,010
+و في النتائج اللتي نحصل عليها خليني أعطيكم مثلعلى
+
+373
+00:25:39,010 --> 00:25:44,550
+سبيل المثال انا عندي دايوت rated at 7 amperes بس
+
+374
+00:25:44,550 --> 00:25:47,790
+في عندي current مقداره 10 amperes بده يمر من خلال
+
+375
+00:25:47,790 --> 00:25:50,550
+هذا الدايوت بطبيعة الحل اذا مررت 10 amperes في
+
+376
+00:25:50,550 --> 00:25:55,190
+دايوت معير على 7 amperes I will lose my diode ف
+
+377
+00:25:55,190 --> 00:25:57,310
+how can I solve this؟ فاللي انا ممكن theoretically
+
+378
+00:25:57,310 --> 00:26:02,070
+احكي حل المناسب اذا ماعندي دايوت بتحمل 10 amperes
+
+379
+00:26:02,070 --> 00:26:05,670
+او اكثر ان اجيب دايوت اخر مطابق للدايوت الأول
+
+380
+00:26:05,670 --> 00:26:09,580
+واحطه in parallelبالصورة هاي لما تيجي ال 10 امبير
+
+381
+00:26:09,580 --> 00:26:13,560
+it will get split in half between the two diodes 5
+
+382
+00:26:13,560 --> 00:26:17,280
+امبير up and 5 امبير down بالصورة هاي كل دايوت
+
+383
+00:26:17,280 --> 00:26:21,400
+حامل تيار اقل بمقدار 2 امبير من حده الاقصى
+
+384
+00:26:21,400 --> 00:26:24,900
+وبالتالي الدايودين هدول بيضلوا بال safe side
+
+385
+00:26:24,900 --> 00:26:28,240
+وامورهم بتكون على العالم theoretically this is
+
+386
+00:26:28,240 --> 00:26:32,080
+perfect بجيب اعملها عمليا شو بسوي بجيب الدايود
+
+387
+00:26:32,080 --> 00:26:37,010
+الاول بجيب الدايود التاني ودخل ال 10 امبيرهلا
+
+388
+00:26:37,010 --> 00:26:40,770
+شوفوا كيف التباينات البسيطة تحصل بين النظرية و
+
+389
+00:26:40,770 --> 00:26:44,230
+الواقع هلا في النظرية نعرف أنه في عندي IV
+
+390
+00:26:44,230 --> 00:26:47,030
+characteristic للدايوت العلاقة بين التيار و ال
+
+391
+00:26:47,030 --> 00:26:50,350
+voltage inside a diode and across it هيك بيكون
+
+392
+00:26:50,350 --> 00:26:55,250
+شكله بس حقيقة الأمر إن حتى لو أجيب two diodes من
+
+393
+00:26:55,250 --> 00:27:00,540
+نفس الشركة و اللي هم نفس ال numberإلا ما يكون فيه
+
+394
+00:27:00,540 --> 00:27:03,860
+تباين بسيط في ال characteristic مهما كان صغير لكنه
+
+395
+00:27:03,860 --> 00:27:06,840
+سيكون موجود وبالتالي ال characteristic of these
+
+396
+00:27:06,840 --> 00:27:09,780
+two diodes might look something like this الآن هنا
+
+397
+00:27:09,780 --> 00:27:13,820
+تبدأ الخطورة في الحالة النظرية على اليسار ال two
+
+398
+00:27:13,820 --> 00:27:16,680
+diodes are completely in parallel وبالتالي ال
+
+399
+00:27:16,680 --> 00:27:21,270
+voltage across them is the sameبروح على ال curve
+
+400
+00:27:21,270 --> 00:27:25,050
+اللي مرسوم على اليسار اللي فيه بسلون أحمر، شو اللي
+
+401
+00:27:25,050 --> 00:27:27,830
+بيصير عندي؟ اللي بيصير عندي أن ال voltage عندي
+
+402
+00:27:27,830 --> 00:27:32,870
+ثابت وبالتالي ال current هو واحد بالنسبة لل two
+
+403
+00:27:32,870 --> 00:27:36,190
+diodes، both diodes will carry the exact same
+
+404
+00:27:36,190 --> 00:27:40,970
+current اللي هو بالحالة هي will be 5 amperesالان
+
+405
+00:27:40,970 --> 00:27:43,590
+لما اروح على الحالة اللى ع اليمين where I have two
+
+406
+00:27:43,590 --> 00:27:46,250
+real diodes that will have slightly different
+
+407
+00:27:46,250 --> 00:27:49,290
+characteristics اللى حيصير ان ال voltage across
+
+408
+00:27:49,290 --> 00:27:52,490
+them is the same لإن هم وصلين in parallel بس إذا
+
+409
+00:27:52,490 --> 00:27:56,810
+طلعت لفوق بال curve هذه هشوف ان ال curve الأزرق
+
+410
+00:27:56,810 --> 00:28:00,090
+سيكون له current معين بينما ال curve الأحمر هيكون
+
+411
+00:28:00,090 --> 00:28:05,170
+له current أعلى so for the same voltageboth diodes
+
+412
+00:28:05,170 --> 00:28:08,490
+had different currents معناها العشر امبير مش
+
+413
+00:28:08,490 --> 00:28:12,950
+هتتوزع بالتساوي خمس امبير خمس امبير ممكن واحد ياخد
+
+414
+00:28:12,950 --> 00:28:16,930
+ست امبير والتاني ياخد اربع امبير هلأ واحد بيتوقع
+
+415
+00:28:16,930 --> 00:28:20,650
+انه والله هتتوزعت بين ست واربع مافيش مشكلة لإن ال
+
+416
+00:28:20,650 --> 00:28:24,790
+diode had مؤهل انه يتحمل سبعة بس شوفوا شو بصير
+
+417
+00:28:24,790 --> 00:28:28,870
+اللي بصير ان ال diode اللي هياخد ست امبير هيحمى
+
+418
+00:28:28,870 --> 00:28:33,760
+اكتر من ال diode اللي هياخد اربع امبيرو بمجرد ما
+
+419
+00:28:33,760 --> 00:28:39,420
+يحمى الدايوت لسوق الحظ انه ال curve تبعه هيتغير
+
+420
+00:28:39,420 --> 00:28:44,160
+على نحو يجعله يسحب تيار اعلى على نفس ال voltage
+
+421
+00:28:44,160 --> 00:28:48,160
+وبالتالي بعد ما كان يسحب 6 امبير ورتفعت حرارته
+
+422
+00:28:48,160 --> 00:28:54,160
+اكتر كمان شوية هصير يسحب 6.25 6.5 6.75 وكل ما صار
+
+423
+00:28:54,160 --> 00:28:59,290
+يسحب تيار اعلى حرارته هترتفع اكترو العملية هاي
+
+424
+00:28:59,290 --> 00:29:03,950
+بتظل تزيد و تزيد و بندخل في شهر مسمى vicious cycle
+
+425
+00:29:03,950 --> 00:29:08,830
+و بنوصل لمرحل انه هيتجاوز ال 7 امبير و بس يتجاوز 7
+
+426
+00:29:08,830 --> 00:29:13,070
+امبير اتجاوز ال rated قرن بتاعه و بالتالي هنخسره
+
+427
+00:29:13,070 --> 00:29:16,130
+هلاقى he might يمكن يضرب short circuit او يضرب
+
+428
+00:29:16,130 --> 00:29:19,110
+open circuit بس اذا ضرب open circuit كما يحصل
+
+429
+00:29:19,110 --> 00:29:23,530
+عموما وقتها شو هيصير ال 10 امبير كلها هتضطر تدخل
+
+430
+00:29:23,530 --> 00:29:26,960
+في ال diode الباقيو الدايود الباقي كمان مابتحمل
+
+431
+00:29:26,960 --> 00:29:31,060
+غير سبعة أمبير و بالتالي هيضرب هو التاني الأدى
+
+432
+00:29:31,060 --> 00:29:34,460
+مثال بسيط ب two diodes أحيانا بيصير وضعي مكون
+
+433
+00:29:34,460 --> 00:29:37,900
+حاطين فيها عشرين دايود in parallel حتى يحملوا تيار
+
+434
+00:29:37,900 --> 00:29:43,180
+كبير جدا فبعد أربع خمس ساعات بسبب التباين في صفات
+
+435
+00:29:43,180 --> 00:29:47,340
+هاي الدايود ماللاقي واحد منهم ضربمجرد ما يضرب
+
+436
+00:29:47,340 --> 00:29:50,560
+التيار بدي توزع بدل على عشرين دايوت بدي توزع على
+
+437
+00:29:50,560 --> 00:29:55,820
+تسع تاشر دايوت وبالتالي الدايوت التالي اللي مختلف
+
+438
+00:29:55,820 --> 00:29:58,600
+بال characteristic بديه ترتفع حرارته مرة أخرى و
+
+439
+00:29:58,600 --> 00:30:02,460
+هيضرب بعد فترة أقصر و بعدين بيصيروا تمانتاشر دايوت
+
+440
+00:30:02,460 --> 00:30:06,080
+و بعدين سبعتاشر و كل شوية بضرب واحد و كل ما يضرب
+
+441
+00:30:06,080 --> 00:30:09,220
+واحد بيزيد ال load على الباقية و بتسرع العملية
+
+442
+00:30:09,220 --> 00:30:14,050
+أكتر و أكتر و بالآخر بنخسر كل ال diodes سويةالآن
+
+443
+00:30:14,050 --> 00:30:17,250
+هذه أمور قد لا يراها المرء لما يدرس ال diodes
+
+444
+00:30:17,250 --> 00:30:21,330
+بوصفة مثلث في بآخره عصايا لأنه بيبين كأن ال
+
+445
+00:30:21,330 --> 00:30:25,650
+characteristics ثابت للجميع بسبب هالتباين البسيط
+
+446
+00:30:25,650 --> 00:30:30,190
+العملي بين diode و diode اكتشف فجأة أن وضع ال
+
+447
+00:30:30,190 --> 00:30:32,630
+diodes in parallel parallel is a very dangerous
+
+448
+00:30:32,630 --> 00:30:35,650
+thing إذا أنا مش دارس الأمور عن كثب و ضامن أن
+
+449
+00:30:35,650 --> 00:30:40,450
+الزيادة بالحرارةبينضيد وضيد لن تؤدي لظهر اللي
+
+450
+00:30:40,450 --> 00:30:44,590
+بيسميها thermal runaway و تؤدي لتدمير ال system
+
+451
+00:30:44,590 --> 00:30:49,970
+بأكملهطبعا ما سبق كان تأمل في مشاكل تتعلق بالمادة
+
+452
+00:30:49,970 --> 00:30:54,470
+النظرية و طريقة أعطائها على النحو الذي يسبب صعوبات
+
+453
+00:30:54,470 --> 00:30:58,010
+لما نتعاطى مع .. مع قضايا تطبيقية بصحيح حتى لما
+
+454
+00:30:58,010 --> 00:31:01,890
+تكون مادة النظرية شاملة و معطاعة لنحو مناسب جدا
+
+455
+00:31:01,890 --> 00:31:06,890
+بتصير فيه إشكالات في تطبيقها كان في دراسة في
+
+456
+00:31:06,890 --> 00:31:11,530
+إنجلترا مؤخرا عنوان why doctors fail وين بتصير
+
+457
+00:31:11,530 --> 00:31:15,850
+المشاكل مع الأطباء أحيانا خصوصا حديثي التخرجانهم
+
+458
+00:31:15,850 --> 00:31:19,270
+ليش احيانا رغم كل التعليم المكثف اللي .. اللي
+
+459
+00:31:19,270 --> 00:31:24,250
+اتعرضوله يفشلون احيانا في استحضار المعرفة و
+
+460
+00:31:24,250 --> 00:31:28,570
+التعليم اللي حصلوا عليه في حالات واقعية و كان فيه
+
+461
+00:31:28,570 --> 00:31:31,610
+تركيز بالدراسة انه ما اللي دي يحصل يعني في دماغ
+
+462
+00:31:31,610 --> 00:31:35,950
+الطبيب بالضبط لما يواجه مريضو يكون عنده العد
+
+463
+00:31:35,950 --> 00:31:39,430
+النظرية التامة داخل .. داخل ذهنه للتعاطي مع هذا
+
+464
+00:31:39,430 --> 00:31:43,230
+المريض بس يفشل في استحضارها واستخراجها للتعاطي مع
+
+465
+00:31:43,230 --> 00:31:48,490
+المريض بصورة مناسبة لأن نفس السؤال يستحق ان يُطرح
+
+466
+00:31:48,490 --> 00:31:53,150
+في المجال الهندسيما الذي يصعب علينا أحيانا أن
+
+467
+00:31:53,150 --> 00:31:56,570
+نستحضر معرفتنا في سياقات عملية حتى لو أن معرفتنا
+
+468
+00:31:56,570 --> 00:32:01,290
+تم و كامل و شامل و .. و .. و تغطي كل التفاصيل ال
+
+469
+00:32:01,290 --> 00:32:05,930
+.. ال .. التي يحتاجها الإنسان فلأ في .. في سببين
+
+470
+00:32:05,930 --> 00:32:08,990
+أنا في اعتقادي بيلعبوا دور مهم واحد منهم يتعلق
+
+471
+00:32:08,990 --> 00:32:13,570
+بالمبالغة في تبسيط الأمور والآخر يتعلق بالمبالغة
+
+472
+00:32:13,570 --> 00:32:17,650
+بتعقيد الأمور الموضوع اللي بدي أحكي عنه هو علاقة
+
+473
+00:32:17,650 --> 00:32:21,870
+النظرية بالتطبيقفي الهندسة الكهربائية و في مجال
+
+474
+00:32:21,870 --> 00:32:25,230
+الكهروماناطسي على وجه الخصوص، في شقين حابب أحكي
+
+475
+00:32:25,230 --> 00:32:32,320
+عنهم، الشق الأول بتعلق بصعوبات إدراج ال ..المهارات
+
+476
+00:32:32,320 --> 00:32:38,080
+التطبيقية في السياق نظري في التعليم الهندسي والشق
+
+477
+00:32:38,080 --> 00:32:41,660
+الثاني اللي هو تقريبا مقلوب الشق الأول و هي
+
+478
+00:32:41,660 --> 00:32:45,920
+الصعوبات اللي هي تتعلق بالاستفادة من الجوانب
+
+479
+00:32:45,920 --> 00:32:49,440
+النظري واستحضار المعارف النظرية لما واحد يواجه
+
+480
+00:32:49,440 --> 00:32:53,420
+مشاكل تطبيقية حقيقية أثناء ممارسته للمهنة
+
+481
+00:32:55,280 --> 00:32:59,580
+الاستخدامي لمصطلح كهرومناطسي سيكون بمعناه الواسع
+
+482
+00:32:59,580 --> 00:33:03,520
+جدا و الذي يشمل ضمنه الحالات الخاصة من الظهر
+
+483
+00:33:03,520 --> 00:33:06,040
+الكهرومناطسي و من ضمنها الدواء الكهربائي و
+
+484
+00:33:06,040 --> 00:33:11,020
+الإلكترونيات و هدفي من هذا التوسيع هو ان تكون ..
+
+485
+00:33:11,020 --> 00:33:14,520
+يكون الكلام و الأمثل اللي بدي أعطيها ذات دلالة و
+
+486
+00:33:14,520 --> 00:33:18,140
+معنى و مفهومة لأكبر شريحة ممكنة من الحاضرين اليوم
+
+487
+00:36:34,790 --> 00:36:38,630
+هلأ أحيانا يحصل العكس تماما، بمعنى أننا نرى وضع
+
+488
+00:36:38,630 --> 00:36:43,630
+يبدو في ظهري معقدا، بس هو في جوهره بسيط للغاية، بس
+
+489
+00:36:43,630 --> 00:36:47,210
+طبعا بسبب مظهره المعقد يصيبنا الهلع ونبطل نعرف شو
+
+490
+00:36:47,210 --> 00:36:53,090
+بنعملالصورتين اللي شايفينهم هي مقاطع عرضية لجهاز
+
+491
+00:36:53,090 --> 00:36:57,290
+بنسميه magnetron اللي هو كما يعرف بعضكم بالتأكيد
+
+492
+00:36:57,290 --> 00:37:02,350
+جهاز بيولد microwave signals، ردودات مرتفعة
+
+493
+00:37:02,350 --> 00:37:07,870
+ومستخدم في تطبيقات كثيرة بدءا من الرادارات
+
+494
+00:37:07,870 --> 00:37:11,950
+وانتهاءا بأفران microwaveهلا إذا واحد جاب واحد من
+
+495
+00:37:11,950 --> 00:37:15,890
+ال magnetrons و .. و نشرها و اتطلع على مقطعها
+
+496
+00:37:15,890 --> 00:37:18,890
+العرض يبدو يشوف الأشكال التالية هاي هلا إذا واحد
+
+497
+00:37:18,890 --> 00:37:23,930
+ماعنده خبرة سابقة فيها لمراها سابقا سيقدر إن هذا
+
+498
+00:37:23,930 --> 00:37:28,690
+شيء يعني مركب و بالإضافة لكونه جميل للغاية بس واضح
+
+499
+00:37:28,690 --> 00:37:34,730
+إنه شيء مركب و معقد بس كيف يمكن فهمه؟ ال .. ال ..
+
+500
+00:37:34,730 --> 00:37:38,450
+الخطوة الأولى اللي فهم هذه الأشياءهو اللجوء لبرود
+
+501
+00:37:38,450 --> 00:37:42,810
+العصب نتطلع على الشكل اللي أمامنا و بنسأل حالنا
+
+502
+00:37:42,810 --> 00:37:47,350
+إذا في patterns أساسية forms أساسية إحنا متعودين
+
+503
+00:37:47,350 --> 00:37:50,650
+عليها أنا ده بتطلع على المقطع العرضي اللي موجود
+
+504
+00:37:50,650 --> 00:37:56,850
+على اليمين في مجموعة جدران ذهب باتجاهات مختلفة in
+
+505
+00:37:56,850 --> 00:38:00,230
+radial directions إذا أخدت جدارين فيهم على سبيل
+
+506
+00:38:00,230 --> 00:38:03,650
+المثال ووصلت بيناتهم لإن كل هذا معمول من مادة
+
+507
+00:38:03,650 --> 00:38:09,140
+معدنية أنحاس عادةبشوف ان في عندي مسار معين رفيع
+
+508
+00:38:09,140 --> 00:38:12,460
+ماشي سواء بالخلف و بعدين لافف و راجع مرة تانية
+
+509
+00:38:12,460 --> 00:38:16,220
+this is a conductive path that crosses a
+
+510
+00:38:16,220 --> 00:38:19,800
+relatively long distance و بالتالي what is this؟
+
+511
+00:38:19,800 --> 00:38:23,220
+this is basically an inductorطب بتطلع على النهاية
+
+512
+00:38:23,220 --> 00:38:26,320
+الأخرى بتاع ال inductor هذا شو اللي صاير؟ هذا ال
+
+513
+00:38:26,320 --> 00:38:30,020
+inductor الجدارين اللي فيه بيقربوا على بعض بيقربوا
+
+514
+00:38:30,020 --> 00:38:32,760
+على بعض لبين ما يوصلوا للنهاية over here بيصيروا
+
+515
+00:38:32,760 --> 00:38:35,780
+قريبين جدا على بعض بس مابيلمسوا بعض وبالتالي I
+
+516
+00:38:35,780 --> 00:38:38,540
+have two conductors very close to each other وفي
+
+517
+00:38:38,540 --> 00:38:41,360
+فراغ بينهم what is this؟ this is basically a
+
+518
+00:38:41,360 --> 00:38:44,820
+capacitor فأنا بتطلع على وين فيه basic forms أنا
+
+519
+00:38:44,820 --> 00:38:48,600
+معتاد عليها شوفت أنا the basic form of an inductor
+
+520
+00:38:48,600 --> 00:38:52,860
+وشوفت ال basic form of a capacitorوبالتالي ما لديه
+
+521
+00:38:52,860 --> 00:38:59,480
+هنا هو قطعة LC لديه جدران رسمي وواضح أن كل زوج من
+
+522
+00:38:59,480 --> 00:39:05,820
+هذه الجدران بيمثل قطعة LC رسمية ومنهم بإمكاني أقدر
+
+523
+00:39:05,820 --> 00:39:11,220
+أن هذا الجهاز قايم على رسمية وبيولد ليه انه يتحرك
+
+524
+00:39:11,220 --> 00:39:16,460
+في مواقع معينة لها علاقة بأبعاد الحجرات اللي
+
+525
+00:39:16,460 --> 00:39:19,660
+أمامنا ونفس الشي بالنسبة للشمال يعني حتى لما يتغير
+
+526
+00:39:19,660 --> 00:39:23,630
+الشكل نسبياأنا مرة تانية بدور على ال basic forms
+
+527
+00:39:23,630 --> 00:39:26,930
+الأشكال الأصلية شو الأشكال الأصلية مرة أخرى؟ في
+
+528
+00:39:26,930 --> 00:39:29,530
+عندى هذا المسار الأصفر اللى شايفينه على الشمال
+
+529
+00:39:29,530 --> 00:39:33,070
+دلوقت هذا بيمثل لي an inductor و الدائرة الحمراء
+
+530
+00:39:33,070 --> 00:39:36,630
+بتورجينى جسمين معدنين فى بناته مسافة فاصلة مباشرة
+
+531
+00:39:36,630 --> 00:39:39,730
+بيختار فى بالى this has to be a capacitor so again
+
+532
+00:39:39,730 --> 00:39:43,430
+I have an LC tag هذا مثال أخر على ال over
+
+533
+00:39:43,430 --> 00:39:46,390
+complicationو لو ان مافيهوش هال complication
+
+534
+00:39:46,390 --> 00:39:49,010
+الكبيرة على كافة الأحوال this is a microstrip
+
+535
+00:39:49,010 --> 00:39:52,890
+circuit فى عندي داخل خط ماشي باتجاه اليمين و بعدين
+
+536
+00:39:52,890 --> 00:39:57,990
+كاسر و رايح باتجاه اليسار لو أنا بدرس شو ال output
+
+537
+00:39:57,990 --> 00:40:01,720
+response تبع ال circuit من هالنوعwith respect to
+
+538
+00:40:01,720 --> 00:40:04,340
+frequency بيطلع معايا ال figure اللي شايفينه فوق
+
+539
+00:40:04,340 --> 00:40:09,800
+على الشمال بمعنى آخر this acts as a low pass
+
+540
+00:40:09,800 --> 00:40:13,160
+filter بيسمح لل signals على الترددات المنخفضة
+
+541
+00:40:13,160 --> 00:40:17,620
+بالمرور و يمنع ال signals الأخرى من المرور so it
+
+542
+00:40:17,620 --> 00:40:20,860
+acts as a low pass filter هلأ كيف ممكن أفهم شيء من
+
+543
+00:40:20,860 --> 00:40:25,200
+هذا النوع مرة أخرى بدور على ال basic forms شوفي
+
+544
+00:40:25,200 --> 00:40:28,340
+عندي basic forms هتفهم ال basic forms I can do the
+
+545
+00:40:28,340 --> 00:40:31,300
+following أنا بس ألحق لهيه ال circuit شو قصدهاهي
+
+546
+00:40:31,300 --> 00:40:33,700
+ال circuit بالاصل كانت عبارة عن خط مستقيم رايح من
+
+547
+00:40:33,700 --> 00:40:36,800
+طرف لطرف بالحالة هاي ال response بيكون عبارة عن خط
+
+548
+00:40:36,800 --> 00:40:39,200
+مستقيم مش low pass filter everything passes
+
+549
+00:40:39,200 --> 00:40:42,620
+through and gets to the other side فواضح ان الكسرة
+
+550
+00:40:42,620 --> 00:40:45,320
+هاي هي اللي سببت ال low pass filtering
+
+551
+00:40:45,320 --> 00:40:49,000
+characteristic بس كيف صارت الكسرة هاي اللي صارت
+
+552
+00:40:49,000 --> 00:40:52,500
+انه كأني جبنا منشار و قصينا هذا ال line و بعدين
+
+553
+00:40:52,500 --> 00:40:56,200
+لفناه لو عملنا العملية هاي بنشوف انه بصير فعلا
+
+554
+00:40:56,200 --> 00:41:00,200
+فراغ في ال lineفي عندي فراغة حتى أملأ هذا الفراغ
+
+555
+00:41:00,200 --> 00:41:03,780
+بدي أجيب مربع معمول من مادة موصلة و أحطه في منطقة
+
+556
+00:41:03,780 --> 00:41:08,520
+الفراغ غاية فشو اللي صار عمليا الكسرة اللي صارت في
+
+557
+00:41:08,520 --> 00:41:13,120
+هذا ال line لم تحصل لو لا زيادة في كمية ال
+
+558
+00:41:13,120 --> 00:41:16,140
+conducting material اللي موجودةزيادة هال
+
+559
+00:41:16,140 --> 00:41:19,020
+conducting material معناها عمليا هو زيادة في ال
+
+560
+00:41:19,020 --> 00:41:21,540
+capacitance احنا بنعرف انه ال capacitance يتناسب
+
+561
+00:41:21,540 --> 00:41:25,120
+ترضيا مع مساحة ال metallic sheet زي ما نحكي على
+
+562
+00:41:25,120 --> 00:41:28,160
+pearl plate capacitors وبالتالي اللي صار عند
+
+563
+00:41:28,160 --> 00:41:32,020
+الزاوية هاي هو عبارة عن إضافة capacitor to ground
+
+564
+00:41:32,020 --> 00:41:35,400
+عندي capacitor to ground how does a capacitor to
+
+565
+00:41:35,400 --> 00:41:38,300
+ground operate؟ it operates as a low pass filter
+
+566
+00:41:38,300 --> 00:41:42,380
+فهذا بيشرحلي ليش هاي circuit اتصرفت ك low pass
+
+567
+00:41:42,380 --> 00:41:46,820
+filteragain التفسير الفعلي بسيط للغاية بس أحيانا
+
+568
+00:41:46,820 --> 00:41:49,340
+لأنه micro strip circuits ويمكن ماعندي خبرة سابقة
+
+569
+00:41:49,340 --> 00:41:54,920
+فيهم بصيبني الخوف و بحاول ألجأ للتفسيرات معقدة جدا
+
+570
+00:41:54,920 --> 00:41:58,920
+بينما الواقع أن التفسير بلغ البساطة و هيعتمد على
+
+571
+00:41:58,920 --> 00:42:03,360
+أشكال بسيطة جدا فكرتها أنه زادت مساحة ال
+
+572
+00:42:03,360 --> 00:42:06,800
+conducting material الموجودة و بالتالي صار في عندي
+
+573
+00:42:06,800 --> 00:42:09,240
+an effective capacitor or a parasitic capacitance
+
+574
+00:42:09,240 --> 00:42:12,180
+in the circuit هو اللي قاد إلى اللي هو path
+
+575
+00:42:12,180 --> 00:42:17,350
+filtering characteristicآخر مثال حابب أحكيلكم عنه
+
+576
+00:42:17,350 --> 00:42:21,370
+فيما يتعلق بالصعوبات التي تحصل عند الانتقال من
+
+577
+00:42:21,370 --> 00:42:26,550
+النظرية للتطبيق هو موضوع ال compromises المساومات
+
+578
+00:42:26,550 --> 00:42:31,670
+والمقايضات التي هي في جوهر أي ممارسة هندسية حقيقية
+
+579
+00:42:32,480 --> 00:42:39,520
+احنا أحيانا عنا تصور عن العلوم بأنها أشياء قطعية،
+
+580
+00:42:39,520 --> 00:42:45,760
+يا صح يا غلط، الجواب هو كده، الرقم كده، إلى آخرين،
+
+581
+00:42:45,760 --> 00:42:48,940
+بس عمليا في ال .. في الهندسة معظم شغلنا هو عبارة
+
+582
+00:42:48,940 --> 00:42:53,460
+عن البحث عن حلول وسط و جزء كبير من عملنا بيكون
+
+583
+00:42:53,460 --> 00:42:58,700
+أحيانا ترقيع و تلفيق و .. و تقديم تنازلات في مكان
+
+584
+00:42:58,700 --> 00:43:03,290
+ما و الحصول على شيء من المكاسب في مكان آخرو .. و
+
+585
+00:43:03,290 --> 00:43:06,510
+القيام ب .. بترتيبات من هذا النوع، بنخسر شيء من
+
+586
+00:43:06,510 --> 00:43:09,790
+جهة و بنكسبه شويه من جهة و نبحث عن حل وسط مناسب
+
+587
+00:43:09,790 --> 00:43:14,150
+لكل المتطلبات اللتي لدينا أعطيكم مثال على موضوع ال
+
+588
+00:43:14,150 --> 00:43:17,770
+.. مثلا ال transformers اللي من هذا النوع ال ..
+
+589
+00:43:17,770 --> 00:43:21,230
+this is a gate drive transformer again this is
+
+590
+00:43:21,230 --> 00:43:25,450
+used in inverter circuitsو اللي في عندي primary
+
+591
+00:43:25,450 --> 00:43:29,190
+side و two secondary sides بتفرض أن الطرف الأحمر
+
+592
+00:43:29,190 --> 00:43:32,770
+is the primary side شو اللي صير عندي I'm using
+
+593
+00:43:32,770 --> 00:43:37,270
+this transformer حتى أعزل ال gate signal اللي
+
+594
+00:43:37,270 --> 00:43:40,410
+بتروح على let's say a MOSFET على سبيل المثال على
+
+595
+00:43:40,410 --> 00:43:46,930
+اليمين بدي أعزلها .. أعزلها physically from the IC
+
+596
+00:43:46,930 --> 00:43:49,590
+that drives it in the first place اللي شايفينها
+
+597
+00:43:49,590 --> 00:43:52,830
+على الشمال ففي عندي driving IC وفي عندي MOSFET
+
+598
+00:43:54,460 --> 00:43:59,000
+المصفت حيكون شايف ولتيات مرتفعة جدا بينما ال
+
+599
+00:43:59,000 --> 00:44:02,720
+driver head بدو يكون شغال بين 0 و 15 volts فانا
+
+600
+00:44:02,720 --> 00:44:05,040
+حريص دايما يكون في physical separation between
+
+601
+00:44:05,040 --> 00:44:08,220
+them المصفت عادة بتصير فيه المشاكل ممكن ينفجر
+
+602
+00:44:08,220 --> 00:44:12,100
+ومابدي اخسر ال IC اللي موجودة فبحزلهم فيزيائيا عن
+
+603
+00:44:12,100 --> 00:44:15,560
+بعض بس بنفس الوقت مغناطيسيا بيكون شابكهم مع بعض من
+
+604
+00:44:15,560 --> 00:44:19,210
+خلال transformer اللي انا عاملهلما أجيب ده أصمم
+
+605
+00:44:19,210 --> 00:44:21,670
+transformer من هذا النوع شو اللي بيصير عندى السؤال
+
+606
+00:44:21,670 --> 00:44:25,390
+الأول بيكون ان ماهو عدد لفات ال primary side أنا
+
+607
+00:44:25,390 --> 00:44:27,390
+قيمة ال voltage بين ال primary و ال secondary
+
+608
+00:44:27,390 --> 00:44:30,670
+مابدي هتتغير يعني مابدي يكون داخل 15 volt و يطلع
+
+609
+00:44:30,670 --> 00:44:34,390
+15 volt فال turns ratio بين الطرفين one to one بس
+
+610
+00:44:34,390 --> 00:44:38,850
+بيكون السؤال ماهو عدد اللفات أصلا هل هو عشرة لعشرة
+
+611
+00:44:38,850 --> 00:44:43,410
+و لا عشرين لعشرين و لا تلاتين لتلاتين مابنقرر هلأ
+
+612
+00:44:43,410 --> 00:44:47,850
+في الحالة هذه بيكون في عندي نزعتينالنزع الأولى
+
+613
+00:44:47,850 --> 00:44:53,510
+تدفعني صوب زيادة عدد اللفات، كل ما أزيد عدد اللفات
+
+614
+00:44:53,510 --> 00:44:57,490
+اللى موجودة في ال primary side اللى حيصير أنه ال
+
+615
+00:44:57,490 --> 00:45:02,290
+current drawn from the driving IC will become
+
+616
+00:45:02,290 --> 00:45:05,290
+less، ال magnetization current of my core will
+
+617
+00:45:05,290 --> 00:45:09,090
+become less كل ما أزيد عدد اللفاتأنتوا بتقدروا
+
+618
+00:45:09,090 --> 00:45:11,430
+تفكروا فيها بالصورة التالية إذا زدنا عدد اللفات
+
+619
+00:45:11,430 --> 00:45:14,250
+the inductance will be higher the inductance will
+
+620
+00:45:14,250 --> 00:45:16,310
+be higher لما أحط عليه voltage معين ال current
+
+621
+00:45:16,310 --> 00:45:19,970
+drawn will be less وبالتالي هذا أمر جيد هيك ما
+
+622
+00:45:19,970 --> 00:45:25,170
+نخفف الحمل على ال IC نفسها بس في المقابل شو اللي
+
+623
+00:45:25,170 --> 00:45:29,650
+بيصير عندى إذا زدت عدد اللفات I will increase the
+
+624
+00:45:29,650 --> 00:45:33,570
+leakage inductance وبالتالي بيصير في مشكلة في شكل
+
+625
+00:45:33,570 --> 00:45:37,300
+ال signal على الطرف اليمين عند المصفدطيب فشو انا
+
+626
+00:45:37,300 --> 00:45:41,020
+اذا بدي اتجنب المشكلة دي بخفف عدد اللفات على ال
+
+627
+00:45:41,020 --> 00:45:45,440
+core بس مرة أخرى إذا خففت عدد اللفات then the
+
+628
+00:45:45,440 --> 00:45:48,680
+magnetization current will go up وبالتالي بزيد ال
+
+629
+00:45:48,680 --> 00:45:51,820
+load على ال IC الموجودة على اليسار فبترتفع حرارتها
+
+630
+00:45:51,820 --> 00:45:55,580
+و بعرضها لخطر قد يكون الخطر مدروس أو قد يكون غير
+
+631
+00:45:55,580 --> 00:45:59,240
+مدروس بتعتمد على التصميم اللي أنا عامله إذا أنا
+
+632
+00:45:59,240 --> 00:46:02,300
+بدي أهرب من هذا الخطر شو بعمل مرة أخرى بزيد عدد
+
+633
+00:46:02,300 --> 00:46:05,730
+اللفات إذا زيت عدد اللفات بخفف هذا ال currentبس
+
+634
+00:46:05,730 --> 00:46:09,370
+اللي بصير انه leakage inductance بزيد وبالتالي هذا
+
+635
+00:46:09,370 --> 00:46:12,690
+ال leakage inductance بصير يعمل لي ringing على ال
+
+636
+00:46:12,690 --> 00:46:16,630
+secondary side على ال input تبع ال gate هلأ هذا
+
+637
+00:46:16,630 --> 00:46:20,050
+بعرض ال gate تبع المصفة للخطر لإنه ممكن هال
+
+638
+00:46:20,050 --> 00:46:22,930
+overshoot يكون أعلى من ال maximum voltage which
+
+639
+00:46:22,930 --> 00:46:26,690
+the gate can takeفشو بيكون الحل؟ بيكون الحل هو
+
+640
+00:46:26,690 --> 00:46:30,550
+البحث عن حل وسط ما بين عدد لفات كبير و عدد لفات
+
+641
+00:46:30,550 --> 00:46:35,750
+صغير، هل يوجد حل مثالي 100% نأشر عليه و نقول هذا
+
+642
+00:46:35,750 --> 00:46:41,260
+هو الحل؟الممتاز الذي لا يعيبه شيء؟ لأ مافي احنا
+
+643
+00:46:41,260 --> 00:46:45,760
+بنصير نقرب و نبعد و نفكر شو احسن شئ و ممكن نجيب
+
+644
+00:46:45,760 --> 00:46:48,580
+مهندسين بارعين ممتازين و كل واحد منهم يختار رقم
+
+645
+00:46:48,580 --> 00:46:51,300
+مختلف واحد يختار ست لفات و التاني يختار سبع لفات
+
+646
+00:46:51,300 --> 00:46:55,320
+تصير حتى العوامل الشخصية تلعب دور أحيان الناس لما
+
+647
+00:46:55,320 --> 00:47:00,800
+يحسوا أن في عندهم مجال للقيام بقرارات فردية تعتمد
+
+648
+00:47:00,800 --> 00:47:04,610
+على شخصياتهم كمان بصيبهم الرعبو بيصير عندهم تردد
+
+649
+00:47:04,610 --> 00:47:08,210
+شديد و خوف من اتخاذ قرار بس في جزء كبير من ال ..
+
+650
+00:47:08,210 --> 00:47:11,430
+من التعامل مع الواقع الهندسي و التطبيقات الهندسية
+
+651
+00:47:11,430 --> 00:47:13,990
+و ترك المجال النظري اللي عادت الأمور فيه أحيانا
+
+652
+00:47:13,990 --> 00:47:19,130
+محسومة هو الاستعداد للقيام اتخاذ أحكام اتخاذ
+
+653
+00:47:19,130 --> 00:47:23,070
+قرارات القبول بأن الحياة قائمة على مساومات و
+
+654
+00:47:23,070 --> 00:47:27,750
+القبول بحلول وسط و أنه بدك تحط لمستك الخاصةوتتحمل
+
+655
+00:47:27,750 --> 00:47:31,530
+انه جوابك هذا قد يكون مختلف عن جواب غيرك بس انتوا
+
+656
+00:47:31,530 --> 00:47:35,110
+جميعا المفروض كمهندسين جيدين تكون أجابتكم ضمن
+
+657
+00:47:35,110 --> 00:47:38,650
+range واحد يؤدي الغرض المطلوب بحيث انه لا ال
+
+658
+00:47:38,650 --> 00:47:42,030
+driver IC حرارتها تطلع اكتر من اللازم ولا ال
+
+659
+00:47:42,030 --> 00:47:46,850
+overshoot على المصفت يتجاوز الحد اللي منخاف منه
+
+660
+00:47:49,000 --> 00:47:53,920
+ختاما أحب أحكي أنه أول ملاحظة تاريخية في عالم
+
+661
+00:47:53,920 --> 00:47:57,340
+الكهربا نعملت في القرن السادس قبل الميلاد عند
+
+662
+00:47:57,340 --> 00:48:02,220
+اليونان و نحن الآن في القرن ال 21 يعني عمليا نحن
+
+663
+00:48:02,220 --> 00:48:06,120
+لدينا ستة و عشرين قرن أو سبعة و عشرين قرن من
+
+664
+00:48:06,120 --> 00:48:10,120
+الاكتشاف والتطوير الهندسي في عالم الكهربا عم
+
+665
+00:48:10,120 --> 00:48:14,810
+نحشيهم في أربع أو خمس سنوات من التعليم الجامعيهي
+
+666
+00:48:14,810 --> 00:48:19,430
+يعني بمعدل حوالي سبع قرون في سنة واحدة، طبعا هذا
+
+667
+00:48:19,430 --> 00:48:25,350
+لا يعني أن التعليم الهندسي معركة عبثية، العبث هو
+
+668
+00:48:25,350 --> 00:48:32,210
+تصور أن دراسة الهندسة هي معركة ضد وحش معرفي عمره
+
+669
+00:48:32,210 --> 00:48:37,530
+سبعة وعشرين قرن، والعبث هو تصور أن المفاضلة بين
+
+670
+00:48:37,530 --> 00:48:41,250
+الجامعة القوي والجامعة الضعيفة هو بمقدار المادة
+
+671
+00:48:41,250 --> 00:48:46,300
+المعطلةقيمة التعليم الهندسي هو في المهارات التي
+
+672
+00:48:46,300 --> 00:48:51,140
+تُعطى للإنسان في التحول من النظري للعملي و في
+
+673
+00:48:51,140 --> 00:48:54,920
+الجامع بين الأثنين، الجامع بينهم إلى الحد اللي
+
+674
+00:48:54,920 --> 00:48:58,120
+مابقعد في تمييز حتى بين ما هو نظري و ما هو عملي،
+
+675
+00:48:58,120 --> 00:49:02,600
+واحد بتطلع على عناصر الكهربائية أو أنظم الكهربائية
+
+676
+00:49:02,600 --> 00:49:07,140
+و بشوف المعادلات فيها، منها و فيها، مبني داخلهاو
+
+677
+00:49:07,140 --> 00:49:10,520
+بالطريقة هذه بإمكانه يقوم بتطويرات و تعديلات و
+
+678
+00:49:10,520 --> 00:49:15,520
+صيانة و .. و مجمل الأعمال التي يتوقع مهندس الكهربا
+
+679
+00:49:15,520 --> 00:49:20,580
+يقوم فيها في قصة شهيرة يمكن معظمكم تعرفها تنسى
+
+680
+00:49:20,580 --> 00:49:24,520
+بأحيان الأبو تمام أجى واحد شاب و حكاله علملي نظم
+
+681
+00:49:24,520 --> 00:49:31,040
+الشعر فحكاله أحفظ alphabet فراح غاب و حفظ alphabet
+
+682
+00:49:31,040 --> 00:49:35,290
+و لما رجعله حكاله شو أعملها لأ؟فحكاله لأنا فانساها
+
+683
+00:49:35,290 --> 00:49:40,030
+و بتصور التعليم الهندسي الناجح هو الذي ينتهج
+
+684
+00:49:40,030 --> 00:49:45,790
+مقاربة مشابه لهذه بمعنى أنه لا يعتمد على كمية مادة
+
+685
+00:49:45,790 --> 00:49:50,030
+نظرية كبيرة و انما يعتمد على أعطاء عدد كبير من
+
+686
+00:49:50,030 --> 00:49:53,990
+الأمثلة التطبيقية حتى لو على مادة أصغر أن يتم
+
+687
+00:49:53,990 --> 00:49:57,390
+التطحية بحجم المادة المعطاها مقابل زيادة الأمثلة
+
+688
+00:49:57,390 --> 00:50:01,500
+التطبيقية العديدةو المراهن انه الطلب لما يشوفوا
+
+689
+00:50:01,500 --> 00:50:05,080
+هالأمثل العديد و المتنوع للغاية مع الوقت سينسوا
+
+690
+00:50:05,080 --> 00:50:09,720
+الأمثل كل واحد على حدا بس من خلالها رح يطوروا
+
+691
+00:50:09,720 --> 00:50:14,220
+قدرات و مهارات للتحول دائما من المعرف النظرية اللي
+
+692
+00:50:14,220 --> 00:50:18,340
+بيكتسبوها بعدين حتى بعد ما يتخرجوا تطوير مهارة
+
+693
+00:50:18,340 --> 00:50:21,820
+تحويل هذه المعارف النظرية إلى مهارات تطبيقية و
+
+694
+00:50:21,820 --> 00:50:28,280
+عملية تجعل منهم مهندسين مميزينأقول قولي هذا
+
+695
+00:50:28,280 --> 00:50:32,900
+واستغفر الله لي ولكم، حابب بس في النهاية أورجي كام
+
+696
+00:50:32,900 --> 00:50:38,680
+صورة و .. و فيديو بسيط عن تطبيقات هندسية و أجهزة
+
+697
+00:50:38,680 --> 00:50:43,560
+عملناها خلال السنوات الماضية، بس حتى ن .. نسكر
+
+698
+00:50:43,560 --> 00:50:50,410
+فيها المحاضرة هذههذا جهاز induction heater هذا كان
+
+699
+00:50:50,410 --> 00:50:55,230
+prototype أولي مرة أخرى فكرته أساسا هو استخدام
+
+700
+00:50:55,230 --> 00:51:01,190
+مجالات مغناطيسية لرفع حرارة مواد أما بهدف صهرة أو
+
+701
+00:51:01,190 --> 00:51:08,730
+بهدف تعديل تركيبتهاو هذه صورة أخرى إذا بتشوفوا مش
+
+702
+00:51:08,730 --> 00:51:11,170
+عارف إذا بالشاشة عندكم بيكون واضح فيه خطوط حمراء
+
+703
+00:51:11,170 --> 00:51:15,730
+أفقيا هذا بسبب ال .. بسبب التشويش اللي عملوا
+
+704
+00:51:15,730 --> 00:51:19,370
+للمجال المغناطيسي الناتج على ال .. على الكاميرا
+
+705
+00:51:19,370 --> 00:51:30,350
+هذه
+
+706
+00:51:30,350 --> 00:51:35,370
+مجموعة تجارب على ..و اللي ده قول فيه عارف تستخدم
+
+707
+00:53:18,710 --> 00:53:25,190
+و انا انا انا انا انا
+
+708
+00:53:25,190 --> 00:53:27,510
+انا انا انا انا انا انا
+
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_raw.json b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..d6af458f1efdf0950de337767625b682e9069029
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_raw.json
@@ -0,0 +1 @@
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0.54736328125}, {"start": 802.55, "end": 802.99, "word": " البعيد", "probability": 0.8369140625}, {"start": 802.99, "end": 803.41, "word": " قريب", "probability": 0.9970703125}, {"start": 803.41, "end": 804.03, "word": " ما", "probability": 0.408203125}, {"start": 804.03, "end": 804.11, "word": " هو", "probability": 0.974609375}, {"start": 804.11, "end": 804.37, "word": " كلهم", "probability": 0.966064453125}, {"start": 804.37, "end": 804.51, "word": " in", "probability": 0.8740234375}, {"start": 804.51, "end": 804.75, "word": " parallel", "probability": 0.96728515625}, {"start": 804.75, "end": 804.95, "word": " في", "probability": 0.9716796875}, {"start": 804.95, "end": 805.23, "word": " نهاية", "probability": 0.94580078125}, {"start": 805.23, "end": 805.71, "word": " المطاف", "probability": 0.9825846354166666}], "temperature": 1.0}, {"id": 35, "seek": 83449, "start": 806.35, "end": 834.49, "text": "بس عمليا هنا في عندنا استثناء يمكن ما بتشوفه أحيانا بال circuit theory وهو أن الكباسترات هي بحد ذاتها كل ما تكون قيمها أكبر شو معناها؟ معناها في لفات أكبر من ال conducting material داخلها حتى المصنع اللي عملها يجيب قيم كباستر أكبر وبالتالي لأن كمية المعدن فيها أكبر وفيها عدد لفات أكبر ال internal inductance فيها أعلى وبالتالي اللي بيصير عندي switching event", "tokens": [3555, 3794, 6225, 2304, 20292, 995, 34105, 8978, 43242, 8315, 44713, 12984, 1863, 16606, 7251, 43020, 19446, 39894, 8592, 38688, 3224, 5551, 5016, 1829, 7649, 995, 20666, 9048, 5261, 37037, 2407, 14739, 33251, 3555, 995, 14851, 2288, 9307, 39896, 4724, 24401, 29910, 9307, 11296, 28242, 19446, 6055, 30544, 12174, 32640, 11296, 5551, 4117, 26890, 13412, 2407, 20449, 8315, 11296, 22807, 20449, 8315, 11296, 8978, 5296, 5172, 9307, 5551, 4117, 26890, 9154, 2423, 21749, 2527, 11778, 47283, 1211, 11296, 11331, 49975, 9673, 9381, 1863, 3615, 13672, 1829, 6225, 42213, 11296, 7251, 7435, 1829, 3555, 12174, 32640, 9122, 3555, 995, 14851, 2288, 5551, 4117, 26890, 46599, 6027, 2655, 6027, 1829, 5296, 33456, 9122, 2304, 10632, 9673, 22488, 1863, 8978, 11296, 5551, 4117, 26890, 4032, 41185, 11296, 6225, 3215, 3215, 5296, 5172, 9307, 5551, 4117, 26890, 2423, 6920, 31612, 719, 8978, 11296, 5551, 3615, 23942, 46599, 6027, 2655, 6027, 1829, 13672, 1829, 4724, 1829, 9381, 13546, 43242, 1829, 16493, 2280], "avg_logprob": -0.1497231067358693, "compression_ratio": 1.9473684210526316, "no_speech_prob": 0.0, "words": [{"start": 806.35, "end": 806.67, "word": "بس", "probability": 0.970703125}, {"start": 806.67, "end": 807.29, "word": " عمليا", "probability": 0.8995361328125}, {"start": 807.29, "end": 807.65, "word": " هنا", "probability": 0.56689453125}, {"start": 807.65, "end": 807.89, "word": " في", "probability": 0.7529296875}, {"start": 807.89, "end": 808.15, "word": " عندنا", "probability": 0.558837890625}, {"start": 808.15, "end": 808.75, "word": " استثناء", "probability": 0.9036865234375}, {"start": 808.75, "end": 809.23, "word": " يمكن", "probability": 0.826171875}, {"start": 809.23, "end": 809.37, "word": " ما", "probability": 0.80517578125}, {"start": 809.37, "end": 809.79, "word": " بتشوفه", "probability": 0.697235107421875}, {"start": 809.79, "end": 810.13, "word": " أحيانا", "probability": 0.9216796875}, {"start": 810.13, "end": 810.25, "word": " بال", "probability": 0.91455078125}, {"start": 810.25, "end": 810.51, "word": " circuit", "probability": 0.66650390625}, {"start": 810.51, "end": 810.91, "word": " theory", "probability": 0.8642578125}, {"start": 810.91, "end": 811.79, "word": " وهو", "probability": 0.6839599609375}, {"start": 811.79, "end": 812.01, "word": " أن", "probability": 0.427001953125}, {"start": 812.01, "end": 813.01, "word": " الكباسترات", "probability": 0.7161051432291666}, {"start": 813.01, "end": 813.19, "word": " هي", "probability": 0.943359375}, {"start": 813.19, "end": 813.53, "word": " بحد", "probability": 0.888427734375}, {"start": 813.53, "end": 814.03, "word": " ذاتها", "probability": 0.9918619791666666}, {"start": 814.03, "end": 814.27, "word": " كل", "probability": 0.9521484375}, {"start": 814.27, "end": 814.37, "word": " ما", "probability": 0.83984375}, {"start": 814.37, "end": 814.63, "word": " تكون", "probability": 0.98779296875}, {"start": 814.63, "end": 815.07, "word": " قيمها", "probability": 0.9202473958333334}, {"start": 815.07, "end": 815.39, "word": " أكبر", "probability": 0.9329427083333334}, {"start": 815.39, "end": 815.59, "word": " شو", "probability": 0.751953125}, {"start": 815.59, "end": 816.45, "word": " معناها؟", "probability": 0.8988037109375}, {"start": 816.45, "end": 816.77, "word": " معناها", "probability": 0.8984375}, {"start": 816.77, "end": 816.95, "word": " في", "probability": 0.912109375}, {"start": 816.95, "end": 817.57, "word": " لفات", "probability": 0.9671223958333334}, {"start": 817.57, "end": 818.05, "word": " أكبر", "probability": 0.9664713541666666}, {"start": 818.05, "end": 818.37, "word": " من", "probability": 0.98779296875}, {"start": 818.37, "end": 818.47, "word": " ال", "probability": 0.94580078125}, {"start": 818.47, "end": 818.87, "word": " conducting", "probability": 0.6357421875}, {"start": 818.87, "end": 819.43, "word": " material", "probability": 0.87548828125}, {"start": 819.43, "end": 819.99, "word": " داخلها", "probability": 0.977783203125}, {"start": 819.99, "end": 820.53, "word": " حتى", "probability": 0.87451171875}, {"start": 820.53, "end": 822.03, "word": " المصنع", "probability": 0.968994140625}, {"start": 822.03, "end": 822.15, "word": " اللي", "probability": 0.936279296875}, {"start": 822.15, "end": 822.65, "word": " عملها", "probability": 0.98583984375}, {"start": 822.65, "end": 823.15, "word": " يجيب", "probability": 0.989990234375}, {"start": 823.15, "end": 823.33, "word": " قيم", "probability": 0.984130859375}, {"start": 823.33, "end": 823.87, "word": " كباستر", "probability": 0.81181640625}, {"start": 823.87, "end": 824.39, "word": " أكبر", "probability": 0.9733072916666666}, {"start": 824.39, "end": 825.45, "word": " وبالتالي", "probability": 0.9166015625}, {"start": 825.45, "end": 825.81, "word": " لأن", "probability": 0.93212890625}, {"start": 825.81, "end": 826.27, "word": " كمية", "probability": 0.9773763020833334}, {"start": 826.27, "end": 826.77, "word": " المعدن", "probability": 0.9791666666666666}, {"start": 826.77, "end": 827.01, "word": " فيها", "probability": 0.98681640625}, {"start": 827.01, "end": 827.35, "word": " أكبر", "probability": 0.9783528645833334}, {"start": 827.35, "end": 827.71, "word": " وفيها", "probability": 0.779052734375}, {"start": 827.71, "end": 827.97, "word": " عدد", "probability": 0.9847005208333334}, {"start": 827.97, "end": 828.37, "word": " لفات", "probability": 0.9777018229166666}, {"start": 828.37, "end": 828.83, "word": " أكبر", "probability": 0.9768880208333334}, {"start": 828.83, "end": 829.43, "word": " ال", "probability": 0.9736328125}, {"start": 829.43, "end": 830.01, "word": " internal", "probability": 0.890625}, {"start": 830.01, "end": 830.71, "word": " inductance", "probability": 0.930419921875}, {"start": 830.71, "end": 830.97, "word": " فيها", "probability": 0.9912109375}, {"start": 830.97, "end": 831.63, "word": " أعلى", "probability": 0.94482421875}, {"start": 831.63, "end": 832.41, "word": " وبالتالي", "probability": 0.9048828125}, {"start": 832.41, "end": 832.47, "word": " اللي", "probability": 0.94970703125}, {"start": 832.47, "end": 832.73, "word": " بيصير", "probability": 0.877197265625}, {"start": 832.73, "end": 833.47, "word": " عندي", "probability": 0.38604736328125}, {"start": 833.47, "end": 833.85, "word": " switching", "probability": 0.61962890625}, {"start": 833.85, "end": 834.49, "word": " event", "probability": 0.88818359375}], "temperature": 1.0}, {"id": 36, "seek": 86356, "start": 835.88, "end": 863.56, "text": "و يصير ال IGBT يطلب current معين انا بالنزام يكون ال capacitor with the lowest internal inductance يكون اقرب ما يمكن على هذا ال terminus حتى يقدر يزود ال current بأقل فترة زمانية لازمة بينما ال capacitors اللي فيها internal inductance أكبر بنقدر نتركها بعيد شوية لأنه أصلا لن تكون قادر على تزويد current بالسرعة الكافية يصعب علي أن أؤكد لكم أن دي هذا الموضوع مهم", "tokens": [2407, 7251, 9381, 13546, 2423, 286, 8769, 51, 7251, 9566, 46152, 2190, 20449, 9957, 1975, 8315, 20666, 1863, 11622, 10943, 7251, 30544, 2423, 29372, 365, 264, 12437, 6920, 31612, 719, 7251, 30544, 1975, 4587, 25513, 19446, 7251, 43020, 15844, 23758, 2423, 10761, 301, 11331, 49975, 7251, 28543, 2288, 7251, 11622, 23328, 2423, 2190, 4724, 10721, 4587, 1211, 6156, 2655, 25720, 30767, 2304, 7649, 10632, 5296, 31377, 46007, 49374, 15042, 2423, 4637, 9862, 13672, 1829, 8978, 11296, 6920, 31612, 719, 5551, 4117, 26890, 44945, 28543, 2288, 8717, 2655, 31747, 11296, 45030, 25708, 13412, 2407, 10632, 5296, 33456, 3224, 5551, 9381, 15040, 5296, 1863, 6055, 30544, 12174, 18513, 2288, 15844, 6055, 11622, 2407, 25708, 2190, 20666, 3794, 2288, 27884, 33251, 31845, 10632, 7251, 9381, 3615, 3555, 25894, 14739, 5551, 33604, 4117, 3215, 5296, 24793, 14739, 11778, 1829, 23758, 9673, 2407, 11242, 45367, 3714, 16095], "avg_logprob": -0.16761364324109537, "compression_ratio": 1.7602523659305993, "no_speech_prob": 0.0, "words": [{"start": 835.88, "end": 836.1, "word": "و", "probability": 0.9384765625}, {"start": 836.1, "end": 836.34, "word": " يصير", "probability": 0.8020833333333334}, {"start": 836.34, "end": 836.48, "word": " ال", "probability": 0.87744140625}, {"start": 836.48, "end": 837.08, "word": " IGBT", "probability": 0.7591959635416666}, {"start": 837.08, "end": 837.58, "word": " يطلب", "probability": 0.9915364583333334}, {"start": 837.58, "end": 837.86, "word": " current", "probability": 0.91943359375}, {"start": 837.86, "end": 838.4, "word": " معين", "probability": 0.97119140625}, {"start": 838.4, "end": 839.14, "word": " انا", "probability": 0.6737060546875}, {"start": 839.14, "end": 839.52, "word": " بالنزام", "probability": 0.62554931640625}, {"start": 839.52, "end": 839.9, "word": " يكون", "probability": 0.942626953125}, {"start": 839.9, "end": 840.06, "word": " ال", "probability": 0.7978515625}, {"start": 840.06, "end": 840.46, "word": " capacitor", "probability": 0.7607421875}, {"start": 840.46, "end": 840.76, "word": " with", "probability": 0.88037109375}, {"start": 840.76, "end": 840.98, "word": " the", "probability": 0.64208984375}, {"start": 840.98, "end": 841.5, "word": " lowest", "probability": 0.98291015625}, {"start": 841.5, "end": 842.34, "word": " internal", "probability": 0.89013671875}, {"start": 842.34, "end": 843.32, "word": " inductance", "probability": 0.93994140625}, {"start": 843.32, "end": 844.1, "word": " يكون", "probability": 0.985107421875}, {"start": 844.1, "end": 844.48, "word": " اقرب", "probability": 0.8758138020833334}, {"start": 844.48, "end": 844.6, "word": " ما", "probability": 0.90966796875}, {"start": 844.6, "end": 844.88, "word": " يمكن", "probability": 0.903564453125}, {"start": 844.88, "end": 845.02, "word": " على", "probability": 0.84521484375}, {"start": 845.02, "end": 845.18, "word": " هذا", "probability": 0.59033203125}, {"start": 845.18, "end": 845.22, "word": " ال", "probability": 0.7587890625}, {"start": 845.22, "end": 845.52, "word": " terminus", "probability": 0.29052734375}, {"start": 845.52, "end": 845.74, "word": " حتى", "probability": 0.5155029296875}, {"start": 845.74, "end": 846.08, "word": " يقدر", "probability": 0.9695638020833334}, {"start": 846.08, "end": 846.5, "word": " يزود", "probability": 0.9510091145833334}, {"start": 846.5, "end": 846.66, "word": " ال", "probability": 0.84326171875}, {"start": 846.66, "end": 847.04, "word": " current", "probability": 0.96875}, {"start": 847.04, "end": 847.86, "word": " بأقل", "probability": 0.9251708984375}, {"start": 847.86, "end": 848.26, "word": " فترة", "probability": 0.9866536458333334}, {"start": 848.26, "end": 848.74, "word": " زمانية", "probability": 0.8995361328125}, {"start": 848.74, "end": 849.22, "word": " لازمة", "probability": 0.99462890625}, {"start": 849.22, "end": 850.8, "word": " بينما", "probability": 0.93505859375}, {"start": 850.8, "end": 850.94, "word": " ال", "probability": 0.5693359375}, {"start": 850.94, "end": 851.42, "word": " capacitors", "probability": 0.7110595703125}, {"start": 851.42, "end": 851.64, "word": " اللي", "probability": 0.888427734375}, {"start": 851.64, "end": 851.84, "word": " فيها", "probability": 0.961181640625}, {"start": 851.84, "end": 852.22, "word": " internal", "probability": 0.646484375}, {"start": 852.22, "end": 853.2, "word": " inductance", "probability": 0.923583984375}, {"start": 853.2, "end": 853.64, "word": " أكبر", "probability": 0.8494466145833334}, {"start": 853.64, "end": 854.04, "word": " بنقدر", "probability": 0.8082682291666666}, {"start": 854.04, "end": 854.4, "word": " نتركها", "probability": 0.971923828125}, {"start": 854.4, "end": 854.64, "word": " بعيد", "probability": 0.986083984375}, {"start": 854.64, "end": 854.86, "word": " شوية", "probability": 0.8772786458333334}, {"start": 854.86, "end": 855.16, "word": " لأنه", "probability": 0.8751627604166666}, {"start": 855.16, "end": 855.54, "word": " أصلا", "probability": 0.9143880208333334}, {"start": 855.54, "end": 856.02, "word": " لن", "probability": 0.97119140625}, {"start": 856.02, "end": 856.3, "word": " تكون", "probability": 0.861083984375}, {"start": 856.3, "end": 856.74, "word": " قادر", "probability": 0.9855143229166666}, {"start": 856.74, "end": 856.92, "word": " على", "probability": 0.8857421875}, {"start": 856.92, "end": 857.34, "word": " تزويد", "probability": 0.96142578125}, {"start": 857.34, "end": 857.78, "word": " current", "probability": 0.95947265625}, {"start": 857.78, "end": 858.3, "word": " بالسرعة", "probability": 0.91748046875}, {"start": 858.3, "end": 858.96, "word": " الكافية", "probability": 0.9912109375}, {"start": 858.96, "end": 860.64, "word": " يصعب", "probability": 0.985107421875}, {"start": 860.64, "end": 860.94, "word": " علي", "probability": 0.689453125}, {"start": 860.94, "end": 861.22, "word": " أن", "probability": 0.6494140625}, {"start": 861.22, "end": 861.72, "word": " أؤكد", "probability": 0.878662109375}, {"start": 861.72, "end": 861.98, "word": " لكم", "probability": 0.882568359375}, {"start": 861.98, "end": 862.2, "word": " أن", "probability": 0.1943359375}, {"start": 862.2, "end": 862.48, "word": " دي", "probability": 0.800537109375}, {"start": 862.48, "end": 862.82, "word": " هذا", "probability": 0.93994140625}, {"start": 862.82, "end": 863.26, "word": " الموضوع", "probability": 0.99853515625}, {"start": 863.26, "end": 863.56, "word": " مهم", "probability": 0.990478515625}], "temperature": 1.0}, {"id": 37, "seek": 88141, "start": 864.07, "end": 881.41, "text": "و أدى بيأثر ع ال performance يعني موضوع ترتيب ال capacitors في سياقات من هذا النوع قد يميز بين دائرة تعمل و دائرة لا تعمل من أساسه قد يميز بين inverter يعيش لسنوات و inverter لا يعمر لساعات", "tokens": [2407, 5551, 3215, 7578, 4724, 1829, 10721, 49115, 6225, 2423, 3389, 37495, 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"probability": 0.966552734375}, {"start": 1074.89, "end": 1075.65, "word": " اعتباطية", "probability": 0.93271484375}, {"start": 1075.65, "end": 1076.89, "word": " فكرتها", "probability": 0.763427734375}, {"start": 1076.89, "end": 1077.25, "word": " أنه", "probability": 0.720458984375}, {"start": 1077.25, "end": 1077.69, "word": " عندما", "probability": 0.93359375}, {"start": 1077.69, "end": 1078.23, "word": " يكون", "probability": 0.986328125}, {"start": 1078.23, "end": 1078.93, "word": " سماكة", "probability": 0.8770751953125}, {"start": 1078.93, "end": 1079.47, "word": " المادة", "probability": 0.9892578125}, {"start": 1079.47, "end": 1079.83, "word": " الموصلية", "probability": 0.9393310546875}, {"start": 1079.83, "end": 1080.27, "word": " خمسة", "probability": 0.9571533203125}, {"start": 1080.27, "end": 1080.57, "word": " أضعاف", "probability": 0.9742431640625}, {"start": 1080.57, "end": 1080.69, "word": " ال", "probability": 0.84814453125}, {"start": 1080.69, "end": 1080.89, 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0.85986328125}, {"start": 1616.69, "end": 1616.83, "word": " هم", "probability": 0.85888671875}, {"start": 1616.83, "end": 1617.13, "word": " نفس", "probability": 0.9921875}, {"start": 1617.13, "end": 1617.39, "word": " ال", "probability": 0.95361328125}, {"start": 1617.39, "end": 1618.55, "word": " number", "probability": 0.69775390625}], "temperature": 1.0}, {"id": 72, "seek": 163834, "start": 1619.46, "end": 1638.34, "text": "إلا ما يكون فيه تباين بسيط في ال characteristic مهما كان صغير لكنه سيكون موجود وبالتالي ال characteristic of these two diodes might look something like this الآن هنا تبدأ الخطورة في الحالة النظرية على اليسار ال two diodes are completely in parallel وبالتالي ال voltage across them is the same", "tokens": [28814, 15040, 19446, 7251, 30544, 8978, 3224, 6055, 3555, 995, 9957, 4724, 3794, 1829, 9566, 8978, 2423, 16282, 3714, 3224, 15042, 25961, 20328, 17082, 13546, 44381, 3224, 8608, 1829, 30544, 3714, 29245, 23328, 46599, 6027, 2655, 6027, 1829, 2423, 16282, 295, 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"probability": 0.984130859375}, {"start": 1630.88, "end": 1631.42, "word": " في", "probability": 0.67626953125}, {"start": 1631.42, "end": 1631.8, "word": " الحالة", "probability": 0.97998046875}, {"start": 1631.8, "end": 1632.18, "word": " النظرية", "probability": 0.97265625}, {"start": 1632.18, "end": 1632.36, "word": " على", "probability": 0.8828125}, {"start": 1632.36, "end": 1632.96, "word": " اليسار", "probability": 0.9951171875}, {"start": 1632.96, "end": 1633.66, "word": " ال", "probability": 0.88818359375}, {"start": 1633.66, "end": 1633.82, "word": " two", "probability": 0.8896484375}, {"start": 1633.82, "end": 1634.22, "word": " diodes", "probability": 0.88916015625}, {"start": 1634.22, "end": 1634.6, "word": " are", "probability": 0.94775390625}, {"start": 1634.6, "end": 1635.26, "word": " completely", "probability": 0.81591796875}, {"start": 1635.26, "end": 1635.48, "word": " in", "probability": 0.82958984375}, {"start": 1635.48, "end": 1635.8, "word": " parallel", "probability": 0.884765625}, {"start": 1635.8, "end": 1636.54, "word": " وبالتالي", "probability": 0.93203125}, {"start": 1636.54, "end": 1636.68, "word": " ال", "probability": 0.9521484375}, {"start": 1636.68, "end": 1637.06, "word": " voltage", "probability": 0.9462890625}, {"start": 1637.06, "end": 1637.44, "word": " across", "probability": 0.83203125}, {"start": 1637.44, "end": 1637.74, "word": " them", "probability": 0.927734375}, {"start": 1637.74, "end": 1637.94, "word": " is", "probability": 0.9638671875}, {"start": 1637.94, "end": 1638.08, "word": " the", "probability": 0.927734375}, {"start": 1638.08, "end": 1638.34, "word": " same", "probability": 0.9150390625}], "temperature": 1.0}, {"id": 73, "seek": 165981, "start": 1639.05, "end": 1659.81, "text": "بروح على ال curve اللي مرسوم على اليسار اللي فيه بسلون أحمر، شو اللي بيصير عندي؟ اللي بيصير عندي أن ال voltage عندي ثابت وبالتالي ال current هو واحد بالنسبة لل two diodes، both diodes will carry the exact same current اللي هو بالحالة هي will be 5 amperes", "tokens": [3555, 32887, 5016, 15844, 2423, 7605, 13672, 1829, 3714, 2288, 3794, 20498, 15844, 45595, 3794, 9640, 13672, 1829, 8978, 3224, 4724, 3794, 1211, 11536, 5551, 5016, 29973, 12399, 13412, 2407, 13672, 1829, 4724, 1829, 9381, 13546, 18871, 16254, 22807, 13672, 1829, 4724, 1829, 9381, 13546, 18871, 16254, 14739, 2423, 8352, 18871, 16254, 38637, 16758, 2655, 46599, 6027, 2655, 6027, 1829, 2423, 2190, 31439, 36764, 24401, 20666, 1863, 35457, 3660, 24976, 732, 1026, 4789, 12399, 1293, 1026, 4789, 486, 3985, 264, 1900, 912, 2190, 13672, 1829, 31439, 20666, 5016, 6027, 3660, 39896, 486, 312, 1025, 669, 610, 279], "avg_logprob": -0.16597575952812116, "compression_ratio": 1.6740088105726871, "no_speech_prob": 0.0, "words": [{"start": 1639.05, "end": 1639.49, "word": "بروح", "probability": 0.5999348958333334}, {"start": 1639.49, "end": 1639.89, "word": " على", "probability": 0.74072265625}, {"start": 1639.89, "end": 1640.73, "word": " ال", "probability": 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0.947021484375}, {"start": 1645.37, "end": 1646.17, "word": " عندي؟", "probability": 0.84814453125}, {"start": 1646.17, "end": 1646.41, "word": " اللي", "probability": 0.9912109375}, {"start": 1646.41, "end": 1646.65, "word": " بيصير", "probability": 0.99609375}, {"start": 1646.65, "end": 1646.89, "word": " عندي", "probability": 0.922607421875}, {"start": 1646.89, "end": 1647.05, "word": " أن", "probability": 0.470947265625}, {"start": 1647.05, "end": 1647.19, "word": " ال", "probability": 0.9384765625}, {"start": 1647.19, "end": 1647.53, "word": " voltage", "probability": 0.93603515625}, {"start": 1647.53, "end": 1647.83, "word": " عندي", "probability": 0.953369140625}, {"start": 1647.83, "end": 1648.21, "word": " ثابت", "probability": 0.9871419270833334}, {"start": 1648.21, "end": 1649.47, "word": " وبالتالي", "probability": 0.87998046875}, {"start": 1649.47, "end": 1650.05, "word": " ال", "probability": 0.92431640625}, {"start": 1650.05, "end": 1650.39, "word": " current", "probability": 0.947265625}, {"start": 1650.39, "end": 1650.77, "word": " هو", "probability": 0.9912109375}, {"start": 1650.77, "end": 1651.33, "word": " واحد", "probability": 0.905029296875}, {"start": 1651.33, "end": 1652.35, "word": " بالنسبة", "probability": 0.9947509765625}, {"start": 1652.35, "end": 1652.69, "word": " لل", "probability": 0.6494140625}, {"start": 1652.69, "end": 1652.87, "word": " two", "probability": 0.8603515625}, {"start": 1652.87, "end": 1653.49, "word": " diodes،", "probability": 0.7454427083333334}, {"start": 1653.49, "end": 1653.79, "word": " both", "probability": 0.93994140625}, {"start": 1653.79, "end": 1654.31, "word": " diodes", "probability": 0.935791015625}, {"start": 1654.31, "end": 1654.51, "word": " will", "probability": 0.91162109375}, {"start": 1654.51, "end": 1654.73, "word": " carry", "probability": 0.966796875}, {"start": 1654.73, "end": 1654.89, "word": " the", "probability": 0.9287109375}, {"start": 1654.89, "end": 1655.41, "word": " exact", "probability": 0.94189453125}, {"start": 1655.41, "end": 1656.19, "word": " same", "probability": 0.900390625}, {"start": 1656.19, "end": 1656.83, "word": " current", "probability": 0.92333984375}, {"start": 1656.83, "end": 1657.63, "word": " اللي", "probability": 0.87255859375}, {"start": 1657.63, "end": 1657.87, "word": " هو", "probability": 0.978515625}, {"start": 1657.87, "end": 1658.39, "word": " بالحالة", "probability": 0.923828125}, {"start": 1658.39, "end": 1658.57, "word": " هي", "probability": 0.359130859375}, {"start": 1658.57, "end": 1658.81, "word": " will", "probability": 0.252685546875}, {"start": 1658.81, "end": 1659.01, "word": " be", "probability": 0.9716796875}, {"start": 1659.01, "end": 1659.25, "word": " 5", "probability": 0.7255859375}, {"start": 1659.25, "end": 1659.81, "word": " amperes", "probability": 0.8391927083333334}], "temperature": 1.0}, {"id": 74, "seek": 168349, "start": 1660.55, "end": 1683.49, "text": "الان لما اروح على الحالة اللى ع اليمين where I have two real diodes that will have slightly different characteristics اللى حيصير ان ال voltage across them is the same لإن هم وصلين in parallel بس إذا طلعت لفوق بال curve هذه هشوف ان ال curve الأزرق سيكون له current معين بينما ال curve الأحمر هيكون له current أعلى so for the same voltage", "tokens": [6027, 7649, 5296, 15042, 1975, 32887, 5016, 15844, 21542, 6027, 3660, 13672, 7578, 6225, 2423, 32640, 9957, 689, 286, 362, 732, 957, 1026, 4789, 300, 486, 362, 4748, 819, 10891, 13672, 7578, 11331, 1829, 9381, 13546, 16472, 2423, 8352, 2108, 552, 307, 264, 912, 5296, 28814, 1863, 8032, 2304, 4032, 36520, 9957, 294, 8952, 4724, 3794, 11933, 15730, 23032, 1211, 34268, 5296, 5172, 30543, 20666, 7605, 8032, 8848, 3224, 8032, 8592, 38688, 16472, 2423, 7605, 16247, 11622, 2288, 4587, 8608, 1829, 30544, 46740, 2190, 20449, 9957, 49374, 15042, 2423, 7605, 16247, 5016, 29973, 39896, 30544, 46740, 2190, 5551, 3615, 23942, 370, 337, 264, 912, 8352], "avg_logprob": -0.20990566262659036, 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واحد و كل ما يضرب واحد بيزيد ال load على الباقية و بتسرع العملية أكتر و أكتر و بالآخر بنخسر كل ال diodes سوية", "tokens": [2304, 7435, 2288, 3215, 19446, 7251, 11242, 25513, 2423, 31371, 9640, 4724, 16254, 33427, 11622, 3615, 47525, 1211, 15844, 6225, 46309, 9957, 11778, 47302, 35473, 4724, 16254, 33427, 11622, 3615, 15844, 6055, 3794, 3615, 6055, 33599, 2288, 11778, 47302, 35473, 46599, 6027, 2655, 6027, 1829, 2423, 28259, 1829, 35473, 16712, 6027, 1829, 13672, 1829, 3714, 46456, 46538, 20666, 2517, 468, 299, 4724, 16254, 3224, 6055, 43500, 5172, 3615, 11331, 2288, 9640, 47395, 3714, 25720, 5551, 34740, 7578, 4032, 39896, 11242, 25513, 39182, 6156, 2655, 25720, 5551, 4587, 9381, 2288, 4032, 39182, 9957, 4724, 1829, 9381, 13546, 14407, 46811, 7649, 2655, 33599, 2288, 11778, 47302, 35473, 4032, 39182, 9957, 8608, 3555, 34268, 33599, 2288, 4032, 28242, 13412, 2407, 10632, 4724, 11242, 25513, 36764, 24401, 4032, 28242, 19446, 7251, 11242, 25513, 36764, 24401, 4724, 1829, 11622, 25708, 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من المرور so it acts as a low pass filter هلأ كيف ممكن أفهم شيء من هذا النوع مرة أخرى بدور على ال basic forms شوفي عندي basic forms هتفهم ال basic forms I can do the following أنا بس ألحق لهيه ال circuit شو قصدها", "tokens": [11820, 3104, 281, 7893, 4724, 1829, 9566, 1211, 3615, 20449, 995, 25528, 2423, 2573, 13672, 1829, 13412, 995, 33911, 9957, 3224, 6156, 30543, 15844, 25124, 2304, 6027, 4724, 2304, 3615, 1863, 7578, 19753, 34740, 341, 10672, 382, 257, 2295, 1320, 6608, 4724, 1829, 38251, 5016, 24976, 12354, 15844, 16712, 2288, 3215, 3215, 9307, 9673, 1863, 9778, 5172, 11242, 3660, 20666, 29973, 13063, 4032, 7251, 27842, 3615, 2423, 12354, 16247, 34740, 7578, 9154, 9673, 2288, 13063, 370, 309, 10672, 382, 257, 2295, 1320, 6608, 8032, 1211, 10721, 9122, 33911, 3714, 43020, 5551, 5172, 16095, 44049, 38207, 9154, 23758, 28239, 45367, 3714, 25720, 5551, 34740, 7578, 47525, 13063, 15844, 2423, 3875, 6422, 13412, 38688, 1829, 18871, 16254, 3875, 6422, 8032, 2655, 5172, 16095, 2423, 3875, 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{"start": 2419.6, "end": 2419.8, "word": " كيف", "probability": 0.956298828125}, {"start": 2419.8, "end": 2420.08, "word": " ممكن", "probability": 0.982666015625}, {"start": 2420.08, "end": 2420.48, "word": " أفهم", "probability": 0.95166015625}, {"start": 2420.48, "end": 2420.74, "word": " شيء", "probability": 0.87646484375}, {"start": 2420.74, "end": 2420.86, "word": " من", "probability": 0.99072265625}, {"start": 2420.86, "end": 2421.04, "word": " هذا", "probability": 0.9560546875}, {"start": 2421.04, "end": 2421.38, "word": " النوع", "probability": 0.990478515625}, {"start": 2421.38, "end": 2421.8, "word": " مرة", "probability": 0.951171875}, {"start": 2421.8, "end": 2422.56, "word": " أخرى", "probability": 0.9921875}, {"start": 2422.56, "end": 2423.34, "word": " بدور", "probability": 0.810302734375}, {"start": 2423.34, "end": 2423.58, "word": " على", "probability": 0.845703125}, {"start": 2423.58, "end": 2423.78, "word": " ال", "probability": 0.98876953125}, {"start": 2423.78, "end": 2424.12, "word": " basic", "probability": 0.9697265625}, {"start": 2424.12, "end": 2424.74, "word": " forms", "probability": 0.95849609375}, {"start": 2424.74, "end": 2425.2, "word": " شوفي", "probability": 0.9075520833333334}, {"start": 2425.2, "end": 2425.42, "word": " عندي", "probability": 0.863525390625}, {"start": 2425.42, "end": 2425.68, "word": " basic", "probability": 0.96826171875}, {"start": 2425.68, "end": 2426.14, "word": " forms", "probability": 0.96484375}, {"start": 2426.14, "end": 2427.02, "word": " هتفهم", "probability": 0.943115234375}, {"start": 2427.02, "end": 2427.14, "word": " ال", "probability": 0.98388671875}, {"start": 2427.14, "end": 2427.38, "word": " basic", "probability": 0.9765625}, {"start": 2427.38, "end": 2427.76, "word": " forms", "probability": 0.9541015625}, {"start": 2427.76, "end": 2427.92, "word": " I", "probability": 0.6689453125}, {"start": 2427.92, "end": 2428.08, "word": " can", "probability": 0.9560546875}, {"start": 2428.08, "end": 2428.2, "word": " do", "probability": 0.96142578125}, {"start": 2428.2, "end": 2428.34, "word": " the", "probability": 0.92041015625}, {"start": 2428.34, "end": 2428.64, "word": " following", "probability": 0.916015625}, {"start": 2428.64, "end": 2428.82, "word": " أنا", "probability": 0.79296875}, {"start": 2428.82, "end": 2428.98, "word": " بس", "probability": 0.991455078125}, {"start": 2428.98, "end": 2429.24, "word": " ألحق", "probability": 0.682861328125}, {"start": 2429.24, "end": 2429.52, "word": " لهيه", "probability": 0.4576416015625}, {"start": 2429.52, "end": 2429.6, "word": " ال", "probability": 0.84423828125}, {"start": 2429.6, "end": 2429.86, "word": " circuit", "probability": 0.95751953125}, {"start": 2429.86, "end": 2430.06, "word": " شو", "probability": 0.960205078125}, {"start": 2430.06, "end": 2430.46, "word": " قصدها", "probability": 0.83087158203125}], "temperature": 1.0}, {"id": 99, "seek": 245726, "start": 2431.04, "end": 2457.26, "text": "هي ال circuit بالاصل كانت عبارة عن خط مستقيم رايح من طرف لطرف بالحالة هاي ال response بيكون عبارة عن خط مستقيم مش low pass filter everything passes through and gets to the other side فواضح ان الكسرة هاي هي اللي سببت ال low pass filtering characteristic بس كيف صارت الكسرة هاي اللي صارت انه كأني جبنا منشار و قصينا هذا ال line و بعدين لفناه لو عملنا العملية هاي بنشوف انه بصير فعلا فراغ في ال line", "tokens": [3224, 1829, 2423, 9048, 20666, 33546, 1211, 25961, 2655, 6225, 3555, 9640, 3660, 18871, 16490, 9566, 3714, 14851, 4587, 32640, 12602, 47302, 5016, 9154, 23032, 28480, 5296, 9566, 28480, 20666, 5016, 6027, 3660, 8032, 47302, 2423, 4134, 4724, 1829, 30544, 6225, 3555, 9640, 3660, 18871, 16490, 9566, 3714, 14851, 4587, 32640, 37893, 2295, 1320, 6608, 1203, 11335, 807, 293, 2170, 281, 264, 661, 1252, 6156, 2407, 46958, 5016, 16472, 33251, 3794, 25720, 8032, 47302, 39896, 13672, 1829, 8608, 3555, 3555, 2655, 2423, 2295, 1320, 30822, 16282, 4724, 3794, 9122, 33911, 20328, 9640, 2655, 33251, 3794, 25720, 8032, 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"end": 2432.66, "word": " عن", "probability": 0.99609375}, {"start": 2432.66, "end": 2432.84, "word": " خط", "probability": 0.988525390625}, {"start": 2432.84, "end": 2433.3, "word": " مستقيم", "probability": 0.9603271484375}, {"start": 2433.3, "end": 2433.56, "word": " رايح", "probability": 0.9632161458333334}, {"start": 2433.56, "end": 2433.7, "word": " من", "probability": 0.99462890625}, {"start": 2433.7, "end": 2433.94, "word": " طرف", "probability": 0.986572265625}, {"start": 2433.94, "end": 2434.36, "word": " لطرف", "probability": 0.9392903645833334}, {"start": 2434.36, "end": 2435.24, "word": " بالحالة", "probability": 0.78173828125}, {"start": 2435.24, "end": 2435.38, "word": " هاي", "probability": 0.671875}, {"start": 2435.38, "end": 2435.5, "word": " ال", "probability": 0.98974609375}, {"start": 2435.5, "end": 2435.86, "word": " response", "probability": 0.94677734375}, {"start": 2435.86, "end": 2436.16, "word": " بيكون", "probability": 0.8186848958333334}, {"start": 2436.16, 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"word": " مشكلة", "probability": 0.9446614583333334}, {"start": 2733.05, "end": 2733.23, "word": " في", "probability": 0.94921875}, {"start": 2733.23, "end": 2733.57, "word": " شكل", "probability": 0.99072265625}, {"start": 2733.57, "end": 2733.73, "word": " ال", "probability": 0.93017578125}, {"start": 2733.73, "end": 2734.05, "word": " signal", "probability": 0.96533203125}, {"start": 2734.05, "end": 2734.35, "word": " على", "probability": 0.8662109375}, {"start": 2734.35, "end": 2734.71, "word": " الطرف", "probability": 0.88623046875}, {"start": 2734.71, "end": 2735.25, "word": " اليمين", "probability": 0.8606770833333334}, {"start": 2735.25, "end": 2735.65, "word": " عند", "probability": 0.95654296875}, {"start": 2735.65, "end": 2736.21, "word": " المصفد", "probability": 0.7127685546875}], "temperature": 1.0}, {"id": 111, "seek": 276480, "start": 2736.62, "end": 2764.8, "text": "طيب فشو انا اذا بدي اتجنب المشكلة دي بخفف عدد اللفات على ال core بس مرة أخرى إذا خففت عدد اللفات then the magnetization current will go up وبالتالي بزيد ال load على ال IC الموجودة على اليسار فبترتفع حرارتها و بعرضها لخطر قد يكون الخطر مدروس أو قد يكون غير مدروس بتعتمد على التصميم اللي أنا عامله إذا أنا بدي أهرب من هذا الخطر شو بعمل مرة أخرى بزيد عدد اللفات إذا زيت عدد اللفات بخفف هذا ال current", "tokens": [9566, 1829, 3555, 6156, 8592, 2407, 1975, 8315, 1975, 15730, 4724, 16254, 1975, 2655, 7435, 1863, 3555, 9673, 8592, 28820, 3660, 11778, 1829, 4724, 9778, 5172, 5172, 6225, 3215, 3215, 13672, 5172, 9307, 15844, 2423, 4965, 4724, 3794, 3714, 25720, 5551, 34740, 7578, 11933, 15730, 16490, 5172, 5172, 2655, 6225, 3215, 3215, 13672, 5172, 9307, 550, 264, 15211, 2144, 2190, 486, 352, 493, 46599, 6027, 2655, 6027, 1829, 4724, 11622, 25708, 2423, 3677, 15844, 2423, 14360, 9673, 29245, 23328, 3660, 15844, 45595, 3794, 9640, 6156, 3555, 2655, 43500, 5172, 3615, 11331, 2288, 9640, 2655, 11296, 4032, 45030, 43042, 11296, 5296, 9778, 9566, 2288, 12174, 3215, 7251, 30544, 33962, 9566, 2288, 3714, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_raw.srt b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..1054231fc455438360b88b56b744ada1f1b5f2cc
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/bd3OngBPyzU_raw.srt
@@ -0,0 +1,2832 @@
+1
+00:00:02,130 --> 00:00:06,090
+الوقت الان هو منتصف الليل عندى بس الصديق العزيزي
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+2
+00:00:06,090 --> 00:00:10,490
+الدكتور عمار بلغني ان المحاضرة هي ستتعرض في الحدي
+
+3
+00:00:10,490 --> 00:00:14,910
+عشراء الصباحة وعليها هي يمكن أول مرة في حياتى بحكي
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+4
+00:00:14,910 --> 00:00:20,650
+صباح الخير في منتصف الليل فصباح الخير جميعا
+
+5
+00:00:20,650 --> 00:00:23,610
+الموضوع اللى بدأ احكي عنه هو علاقة النظرية
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+6
+00:00:23,610 --> 00:00:27,330
+بالتطبيق في الهندس الكهربائي وفي مجال
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+7
+00:00:27,330 --> 00:00:30,670
+الكهروماناطسي على وجه الخصوص في شقين حابب احكي
+
+8
+00:00:30,670 --> 00:00:37,780
+عنهمالشق الأول بيتعلق بصعوبات إدراج ال .. المهارات
+
+9
+00:00:37,780 --> 00:00:43,580
+التطبيقية في السياق نظري في التعليم الهندسي و الشق
+
+10
+00:00:43,580 --> 00:00:47,160
+الثاني اللي هو تقريبا مقلوب الشق الأول و هي
+
+11
+00:00:47,160 --> 00:00:51,860
+الصعوبات التي بتتعلق بالاستفادة من الجوانب النظري
+
+12
+00:00:51,860 --> 00:00:55,520
+و استحضار المعارف النظرية لما واحد يواجه مشاكل
+
+13
+00:00:55,520 --> 00:01:01,460
+تطبيقية حقيقية أثناء ممارسته للمهنةالاستخدامي
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+14
+00:01:01,460 --> 00:01:06,100
+لمصطلح كهرومناطسي سيكون بمعناه الواسع جدا و الذي
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+15
+00:01:06,100 --> 00:01:10,020
+يشمل ضمن الحالات الخاصة من الظهر الكهرومناطسي و من
+
+16
+00:01:10,020 --> 00:01:14,020
+ضمنها الدواء الكهربائي و الإلكترونيات و هدفي من
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+17
+00:01:14,020 --> 00:01:17,500
+هذا التوسيع هو ان تكون .. يكون الكلام و الأمثل
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+18
+00:01:17,500 --> 00:01:21,840
+اللي بدي أعطيها ذات دلالة و معنى ومفهومة لأكبر
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+19
+00:01:21,840 --> 00:01:26,340
+شريحة ممكنة من الحاضرين اليومفنبلش كلامنا ان شاء
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+20
+00:01:26,340 --> 00:01:29,640
+الله على العلاقة بين النظرية والتطبيق في السياق
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+21
+00:01:29,640 --> 00:01:33,550
+التعليميو بنطلع بعدين على الشقين اللي .. اللي
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+22
+00:01:33,550 --> 00:01:38,150
+ذكرتهم قبل شوية اللي هم المشاكل المتعلقة بال ..
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+23
+00:01:38,150 --> 00:01:41,950
+بالممارس النظرية في سياق تعليمي و المشاكل التي
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+24
+00:01:41,950 --> 00:01:47,290
+واجهها المرء في سياقات تطبيقية و عملية و بنشوف وين
+
+25
+00:01:47,290 --> 00:01:51,810
+أحيانا بتصير المشاكل عند ترجمة .. عندما تتم ترجمة
+
+26
+00:01:51,810 --> 00:01:56,390
+المعرفة النظرية إلى .. إلى ممارس عملية في محاولة
+
+27
+00:01:56,390 --> 00:02:01,080
+تحل إشكالات هندسيةو في النهاية بنشوف شوية صور و
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+28
+00:02:01,080 --> 00:02:06,180
+فيديوهات على أمثلة تطبيقية في شيء غريب بتعليم
+
+29
+00:02:06,180 --> 00:02:10,060
+الهندسة بالعالم الثالث على وجه الخصوص أحيانا الأمر
+
+30
+00:02:10,060 --> 00:02:14,300
+بيشبه أنك جيب واحد و تعطيه manual تعليم سباحة و
+
+31
+00:02:14,300 --> 00:02:18,760
+تحبسه داخل غرفة لمدة أربع سنوات و بعد هذه السنوات
+
+32
+00:02:18,760 --> 00:02:23,360
+الأربع فجأة بتطلع و بتسده ببركة ميه و بتحكي عنه
+
+33
+00:02:23,360 --> 00:02:27,220
+حمار لإنه غرقفي أمور لا يمكن إدراكها في هذا العالم
+
+34
+00:02:27,220 --> 00:02:32,240
+بدون الممارس المباشرة بإمكاني أن أجلس مع رجل كفيف
+
+35
+00:02:32,240 --> 00:02:36,020
+و أمضي أيام و أسابيع و أشهر حتى و أنا أحاول أن
+
+36
+00:02:36,020 --> 00:02:39,680
+أشرحله شو يعني ألوان شو يعني أحمر شو يعني أخضر شو
+
+37
+00:02:39,680 --> 00:02:43,840
+يعني أصفر لكن هو لن يدرك ماذا أقصد في نهاية المطاف
+
+38
+00:02:43,840 --> 00:02:48,860
+و بالمقابل الكفيف قد يجلس معي و يحاول يشرحلي كيف
+
+39
+00:02:48,860 --> 00:02:52,540
+يرى الأحلام و شو بشوف بالأحلام و مرة أخرى لن
+
+40
+00:02:52,540 --> 00:02:57,370
+أستطيع أن أفهم ماذا يقصد تمامافي صنف من الأشياء في
+
+41
+00:02:57,370 --> 00:03:00,250
+عائلة من الأشياء في هذا العالم فعليا لا يمكن
+
+42
+00:03:00,250 --> 00:03:03,650
+إدراكها ولا فاهمها إذا لم يمارسها الإنسان بنفسه
+
+43
+00:03:03,650 --> 00:03:07,610
+ولم يعيش تجربتها بنفسه طبعا بإمكان المرء أن يحتج
+
+44
+00:03:07,610 --> 00:03:11,110
+على هذا التشبيه ويحكي أن الأسباحة في نهاية المطاف
+
+45
+00:03:11,110 --> 00:03:14,870
+هي مهارة عضلية بينما الهندسة في أساسها هي مهارة
+
+46
+00:03:14,870 --> 00:03:18,170
+ذهنية فهناك فارخ كبير بين الأمرين ولا يجوز تشبيهم
+
+47
+00:03:18,170 --> 00:03:22,450
+ببعض طبعا ما يعزز هذا الاحتجاج بإنه لما واحد يفكر
+
+48
+00:03:22,450 --> 00:03:27,170
+بالمهارات الذهنيةسيتبادر له أنه ال .. ال ..
+
+49
+00:03:27,170 --> 00:03:31,910
+النظرية أهم من الممارسة أو أنها على أقل تقدير لها
+
+50
+00:03:31,910 --> 00:03:36,170
+أولوية و أسباقية على الممارسة بس طبعا الأمر ليس
+
+51
+00:03:36,170 --> 00:03:40,230
+دائما كذلك في .. لما نفكر مثلا بالمحركات البخارية
+
+52
+00:03:40,230 --> 00:03:43,090
+تم تطويرها تاريخيا قبل ما يكون في علم اسمه
+
+53
+00:03:43,090 --> 00:03:46,210
+thermodynamics Michael Faraday معرفته الرياضية
+
+54
+00:03:46,210 --> 00:03:51,290
+كانت مقصورة على الجبر الخطي و رغم ذلك طور أساسيات
+
+55
+00:03:51,290 --> 00:03:55,310
+المحركات الكهربائية كمان عرفها اليومفي مفاصل
+
+56
+00:03:55,310 --> 00:03:59,970
+هندسية كبرى بالتاريخ عملوها ناس عندهم حس عملي أكتر
+
+57
+00:03:59,970 --> 00:04:05,070
+من أي معرفة نظرية فخمة بس طبعا هذه أنفلة تاريخية
+
+58
+00:04:05,070 --> 00:04:09,310
+يمكن وصفها بالخاصة ولا يمكن تعميمها خصوصا في
+
+59
+00:04:09,310 --> 00:04:14,250
+زماننا الحالي في إجماعة حاليا بإن الهندسة هي مزيج
+
+60
+00:04:14,250 --> 00:04:20,090
+بين معرفة نظرية وقدرات عملية وتطبيقية طبعا هذا
+
+61
+00:04:20,090 --> 00:04:24,470
+الكلام ليس جديدا من أيام بمنظورالرجل الهندوس هو
+
+62
+00:04:24,470 --> 00:04:29,000
+جيد ونظر المجربفكرة أن الهندسة يجمع النظرية و
+
+63
+00:04:29,000 --> 00:04:32,320
+التطبيق الكل يعرفها و الكل يتحدث فيها، مين في طالب
+
+64
+00:04:32,320 --> 00:04:38,120
+هندسة لم يشكوا من أحيانا من ضعف المراكبة التطبيقية
+
+65
+00:04:38,120 --> 00:04:43,700
+عنده، مين في طالب هندسة لم يعاني يوما من سخرية
+
+66
+00:04:43,700 --> 00:04:47,720
+أهله و من يحيطونا به في المنزل بسبب عجزه عن تصليح
+
+67
+00:04:47,720 --> 00:04:52,680
+تلفزيون أو معالجة أشكال بالتليفون أو خلافه، لا
+
+68
+00:04:52,680 --> 00:04:58,250
+يوجد خلاف على موضوعأهمية النظرية و التطبيق سويا في
+
+69
+00:04:58,250 --> 00:05:02,690
+الدراسة الهندسية و الممارس الهندسي لكن المشكلة
+
+70
+00:05:02,690 --> 00:05:07,110
+الحقيقية هي كيف يمكن نجمع الأثنين سويا و أين يحصل
+
+71
+00:05:07,110 --> 00:05:11,690
+الإشكال في جمع هذه العالمين في دائرتين عادة في
+
+72
+00:05:11,690 --> 00:05:17,680
+عندنا دائرة النظرية و دائرة الممارسةو مثل ال Venn
+
+73
+00:05:17,680 --> 00:05:20,680
+diagrams في منطقة مشتركة بين الاتنين اللتي اعتقد
+
+74
+00:05:20,680 --> 00:05:25,360
+انه الهندسة معنية بها اكثر من غيرها اللي موجودين
+
+75
+00:05:25,360 --> 00:05:29,620
+في الشق الأصفر من الدائرة الجانب النظري اللي وحده
+
+76
+00:05:29,620 --> 00:05:34,080
+هم جماعة ال theoretical physicists الفيزيائيين
+
+77
+00:05:34,080 --> 00:05:37,220
+النظريين و اللي موجودين في الدائرة .. في دائرة
+
+78
+00:05:37,220 --> 00:05:40,160
+الممارس البعيدة عن دائرة النظرية هم الفنيين
+
+79
+00:05:40,160 --> 00:05:44,320
+والتقانين اللي بيشتغلوا شغلاتلا تعتمد اعتمادا
+
+80
+00:05:44,320 --> 00:05:48,790
+كبيرا على .. على أساس نظريةالمجال الهندسي هو الذي
+
+81
+00:05:48,790 --> 00:05:53,710
+يلعب في المنطقة المشتركة بين هتين الساحتين، ما
+
+82
+00:05:53,710 --> 00:05:58,690
+بتلزمه كامل الدائرة نظريا و ما بتلزمه كامل الدائرة
+
+83
+00:05:58,690 --> 00:06:03,010
+.. الدائرة المتعلقة بالممارسة، بتلزمه مساحة مشتركة
+
+84
+00:06:03,010 --> 00:06:06,790
+بين العالمين عنده قدرة على التحرك بيناتهم بحيث أنه
+
+85
+00:06:06,790 --> 00:06:12,170
+قادر على تطوير أجهزة هندسية أو .. أو معالجة
+
+86
+00:06:12,170 --> 00:06:16,800
+أشكالات ب .. بأنظمة هندسية مختلفةطبعا حتى ما يظل
+
+87
+00:06:16,800 --> 00:06:21,880
+الكلام عام و عايم أنا حابب أعطي شوية أمثلة واقعية
+
+88
+00:06:21,880 --> 00:06:25,660
+على اللي بحكي واحدة من أولى المشاكل اللي .. اللي
+
+89
+00:06:25,660 --> 00:06:29,700
+تصادفنا في موضوع المعرفة النظرية هي أننا في
+
+90
+00:06:29,700 --> 00:06:34,160
+دراستنا كثيرا ما ندرس القواعد ثم لا نكتشف
+
+91
+00:06:34,160 --> 00:06:38,710
+الاستثناءات إلا لما نمارس تطبيقياواحد من الأمثلة
+
+92
+00:06:38,710 --> 00:06:41,670
+اللى بحب دايما أعطيها في هذا المجال هو مثال المكثف
+
+93
+00:06:41,670 --> 00:06:45,250
+إذا بتطلع على ال impedance أو ال reactance لمكثف
+
+94
+00:06:45,250 --> 00:06:48,030
+with respect to frequency كما تعرفون طبعا the
+
+95
+00:06:48,030 --> 00:06:51,670
+reactance decreases with increasing frequency و
+
+96
+00:06:51,670 --> 00:06:53,790
+هذا الموضوع ممكن أستفيد منه حتى أستخدم ال
+
+97
+00:06:53,790 --> 00:06:57,920
+capacitor as a low pass filter على سبيل المثالطبعا
+
+98
+00:06:57,920 --> 00:07:01,620
+هذا أمر ثابت و ال .. و الكل بتعلمه خلال دراسته
+
+99
+00:07:01,620 --> 00:07:07,880
+للهندس الكهربائي بس ما .. ما .. لا نكتشفه في كثير
+
+100
+00:07:07,880 --> 00:07:10,820
+من الأحيان إلا خلال ممارسه العملية رغم أنه طبعا
+
+101
+00:07:10,820 --> 00:07:15,020
+بالإمكان تدريسه خلال دراستنا النظرية أن هناك تردد
+
+102
+00:07:15,020 --> 00:07:20,980
+معين بعده يكفل المكثف عن كونه مكثف و يتحول فجأة
+
+103
+00:07:20,980 --> 00:07:28,380
+إلى محثبمعنى أخر أن هناك تردد معين يكشف عن محف
+
+104
+00:07:28,380 --> 00:07:32,160
+كامن an inductor that is embedded inside the
+
+105
+00:07:32,160 --> 00:07:37,900
+capacitor وهذا له أثار و تدعيات كبيرة بالنسبة لأي
+
+106
+00:07:37,900 --> 00:07:43,960
+تصميم إلكتروني لأنه رقم واحد بحدد ليه شو ال
+
+107
+00:07:43,960 --> 00:07:46,480
+maximum frequency اللي بتوقع فيها ال capacitor
+
+108
+00:07:46,480 --> 00:07:51,620
+يتصرف على النحو اللي اتوقعو مش بس ايه بالإمكان حتى
+
+109
+00:07:51,620 --> 00:07:55,540
+أستفيد منه ليس ك limitation بالعكس ممكن أستفيد منه
+
+110
+00:07:55,540 --> 00:07:59,180
+بتطبيقات عملية لما أطلع على response من هالنوع
+
+111
+00:07:59,180 --> 00:08:04,420
+بلاحظ أنه في تردد معين ال reactants فيه منخفض جدا
+
+112
+00:08:04,420 --> 00:08:08,610
+بينما في ..بقية ال frequencies ال reactance أو ال
+
+113
+00:08:08,610 --> 00:08:11,650
+impedance فيها مرتفع هذا بقى هني ممكن استخدم ال
+
+114
+00:08:11,650 --> 00:08:15,230
+capacitor as a band stop filter or as a band pass
+
+115
+00:08:15,230 --> 00:08:19,490
+filter لأن المكثف فجأة اكتشفت انه ليس مجرد مكثف و
+
+116
+00:08:19,490 --> 00:08:23,110
+مكثف و محث في ذات اللحظة depending on the
+
+117
+00:08:23,110 --> 00:08:26,870
+frequency I'm dealing with طبعا نفس هذا الكلام
+
+118
+00:08:26,870 --> 00:08:29,870
+ينطبق على ال inductors بمعنى ان ال inductors بعد
+
+119
+00:08:29,870 --> 00:08:36,530
+تردد معين ستبدأ بالتصرف ك .. كمكثفاتوفي الحالة هيك
+
+120
+00:08:36,530 --> 00:08:40,250
+بيصير التساؤل حول الجد والتصنيف للأشياء بين قواعد
+
+121
+00:08:40,250 --> 00:08:44,030
+واستثناءات، مع الوقت مابنبطل نتطلع على components
+
+122
+00:08:44,030 --> 00:08:48,670
+من هالنوع بثنائية القاعدة والاستثناء، نحن ننظر لها
+
+123
+00:08:48,670 --> 00:08:53,170
+بوصفها أشياء ده الطبيعة مزدوجة وكل ما يعني اني في
+
+124
+00:08:53,170 --> 00:08:56,880
+الأمر هو التردد اللي .. اللي بدي أشتغل عليهإذا فوق
+
+125
+00:08:56,880 --> 00:09:00,560
+تردد معين بعرف إنه هذا بدي تصرف ك inductor إذا تحت
+
+126
+00:09:00,560 --> 00:09:03,440
+تردد معين بدي أعرف إنه بدي يتصرف ك capacitor أو
+
+127
+00:09:03,440 --> 00:09:07,740
+إذا شغال أنا على bandwidth عريض بعرف إنه قد يتصرف
+
+128
+00:09:07,740 --> 00:09:12,800
+كالعنصرين سويا بمثال .. خلّيني أعطي مثال آخر على
+
+129
+00:09:12,800 --> 00:09:15,800
+.. على هذا الموضوع مثلا في ال printed circuit
+
+130
+00:09:15,800 --> 00:09:22,300
+boards بيكون عندي نحاس و tracks مختلفة كل واحد
+
+131
+00:09:22,300 --> 00:09:26,010
+فيها بيحمل voltية مختلفةو .. و أنا حريص يكون في
+
+132
+00:09:26,010 --> 00:09:30,010
+مسافات معينة بين كل track و الآخر لإنه بيحملوا
+
+133
+00:09:30,010 --> 00:09:33,430
+voltages مختلفة في مفهوم يمكن في كتير منكم سمع عنه
+
+134
+00:09:33,430 --> 00:09:36,450
+اللي هو ال breakdown voltage إنه في voltage معينة
+
+135
+00:09:36,450 --> 00:09:39,910
+بعدها المواد العادية اللي بتتكسر و بتتحول لمواد
+
+136
+00:09:39,910 --> 00:09:44,810
+موصلة فأنا حريص بين track و track يكون في مسافة
+
+137
+00:09:44,810 --> 00:09:49,270
+كافية تمنع يصير في arcing بيناتهماللي أحيانا بيكون
+
+138
+00:09:49,270 --> 00:09:53,750
+فيه قيم نظرية أن مثلا نحكي بالهواء three kilo
+
+139
+00:09:53,750 --> 00:09:57,730
+volts per one millimeter إذا بحط three kilo volts
+
+140
+00:09:57,730 --> 00:10:00,750
+across one millimeter of free space بيصير في عندي
+
+141
+00:10:00,750 --> 00:10:04,510
+arcing بين النقطتين هدول ال circuit هاي اللي كنا
+
+142
+00:10:04,510 --> 00:10:08,690
+شغالين عليها لسبب ما كنا مضطرين أن نخد ال tracks
+
+143
+00:10:08,690 --> 00:10:12,370
+أقرب ما يمكن على بعض فروحنا لل minimum spacings
+
+144
+00:10:12,370 --> 00:10:18,150
+اللي مسموح بيهاوالتي تعمل لما يكون ال tracks موازي
+
+145
+00:10:18,150 --> 00:10:21,550
+لبعض، هلأ بس شو اللي صار عندنا؟ انه بعض ال tracks
+
+146
+00:10:21,550 --> 00:10:26,690
+عندنا كانت موازي لبعض بس و هي ماشي تعمل انحرافات و
+
+147
+00:10:26,690 --> 00:10:31,410
+لفات، عند الزوايا الحد هاي، طبيعة الحال في عندنا
+
+148
+00:10:31,410 --> 00:10:34,290
+حالة استثنائية، الزوايا الحد كما تعرفون تتجمع
+
+149
+00:10:34,290 --> 00:10:37,230
+عليها الشحنات أكترفال electric field intensity
+
+150
+00:10:37,230 --> 00:10:39,470
+عندها كمان بيكون أعلى وبالتالي ال breakdown
+
+151
+00:10:39,470 --> 00:10:43,910
+voltage تحصل أبكر من بقية ال circuit و هذا اللي
+
+152
+00:10:43,910 --> 00:10:47,310
+صار عندنا باحة الزوايا الحادية صار في arcing و
+
+153
+00:10:47,310 --> 00:10:50,750
+خسرنا ال track اللي موجود هناك فده مثال آخر كيف
+
+154
+00:10:50,750 --> 00:10:54,150
+أنه الاستثناءات أحيانا تلعب دور كبير جدا قد يتجاوز
+
+155
+00:10:54,150 --> 00:10:57,720
+حتى أهمية القاعدةلأن أصلا أمتى بتصير الحوادث
+
+156
+00:10:57,720 --> 00:11:01,680
+الكبرى و المقاس الهندسي الكبرى؟ بتصير لما يظهر
+
+157
+00:11:01,680 --> 00:11:05,260
+استثناء لم يكن مدروسا لما واحد صمم جهازه بناء على
+
+158
+00:11:05,260 --> 00:11:10,240
+قاعدة مفترضمة فدائما الاستثناء له أهمية كبرى و ..
+
+159
+00:11:10,240 --> 00:11:13,300
+و .. و المؤسف أنه في كثير من الأحيان نحن لا نكشف
+
+160
+00:11:13,300 --> 00:11:18,780
+الاستثناءات إلا خلال الممارسة العملية للمثال
+
+161
+00:11:18,780 --> 00:11:23,640
+الأخير اللي حابب ..أعطيكم ياعلى هذا الموضوع هو
+
+162
+00:11:23,640 --> 00:11:27,400
+مثال مهم جدا بالنسبالي تعرفوا لما ندرس مثلا
+
+163
+00:11:27,400 --> 00:11:30,720
+circuits على سبيل المثال ممكن ندرس كيف بنحط
+
+164
+00:11:30,720 --> 00:11:34,140
+capacitors مجموعة capacitors in parallel and we
+
+165
+00:11:34,140 --> 00:11:37,660
+find the equivalent value of the capacitance طبعا
+
+166
+00:11:37,660 --> 00:11:42,020
+بعلم ال circuit theory الترتيب الكباسيترات ليس
+
+167
+00:11:42,020 --> 00:11:45,020
+عمرا مهما ممكن الكباسيتر الأخضر اللي شايفينه يكون
+
+168
+00:11:45,020 --> 00:11:47,980
+على الشمال الأحمر يكون على اليمين الأسود يكون
+
+169
+00:11:47,980 --> 00:11:52,340
+بالنص مش بالنص مش قضيةفي نهاية المطاف هذه المكثفات
+
+170
+00:11:52,340 --> 00:11:56,860
+موجودة in parallel so it doesn't really matter in
+
+171
+00:11:56,860 --> 00:12:01,820
+what order they are placed لما أطلع من القاعدة
+
+172
+00:12:01,820 --> 00:12:04,320
+البسيطة هذه الموجودة بال circuit theory إلى مجال
+
+173
+00:12:04,320 --> 00:12:07,400
+عملي شو اللي بيصير عندي؟ شوفوا على سبيل مثلها ده
+
+174
+00:12:07,400 --> 00:12:13,600
+inverter كنا مصممينهإذا بتطلعوا عليه ال .. ال
+
+175
+00:12:13,600 --> 00:12:17,660
+terminals دول اللي مرسوم عليها اسهم هي عبارة عن ال
+
+176
+00:12:17,660 --> 00:12:21,300
+.. ال collector و ال emitter of an IGBT ال IGBT is
+
+177
+00:12:21,300 --> 00:12:25,540
+a switching element هلأ بين هال نقطتين أنا حريص
+
+178
+00:12:25,540 --> 00:12:31,360
+أحط شغلات بسميها decoupling capacitors هي المكثفات
+
+179
+00:12:31,360 --> 00:12:34,200
+اللي شايفينها على سبيل المثال على الشمال و في منها
+
+180
+00:12:34,200 --> 00:12:38,120
+على اليمين بس لما نركب هال capacitors بنكون حريصين
+
+181
+00:12:38,120 --> 00:12:42,710
+للغايةإنه الكبسترات الصغيرة صاحبة القيم الصغيرة ال
+
+182
+00:12:42,710 --> 00:12:46,450
+capacitance الصغيرة تكون أقرب ما يمكن على ال
+
+183
+00:12:46,450 --> 00:12:50,670
+terminals بينما الكبسترات الكبيرة تكون أبعد شوية
+
+184
+00:12:50,670 --> 00:12:55,110
+أنا بودي طبعا إن كلهم يكونوا أقرب ما يمكن بس بسبب
+
+185
+00:12:55,110 --> 00:13:00,450
+المحدودية الفضاء المتاحة لنابدنا نرتبهم بصورة
+
+186
+00:13:00,450 --> 00:13:04,990
+معينة في الترتيب هتبقى ضروري جدا أن تكون ال
+
+187
+00:13:04,990 --> 00:13:08,090
+capacitors with the lowest values as close as
+
+188
+00:13:08,090 --> 00:13:10,970
+possible to the terminals whereas the capacitors
+
+189
+00:13:10,970 --> 00:13:15,530
+with the higher values يكونوا أبعد شوية هلأ بال ..
+
+190
+00:13:15,530 --> 00:13:18,390
+بال .. بالقواعد البسيطة اللي واحد بتعلمها بال
+
+191
+00:13:18,390 --> 00:13:20,590
+circuit theory this doesn't make sense يعني شو
+
+192
+00:13:20,590 --> 00:13:24,110
+فرقة تتحط ال .. الكبير قريب و البعيد قريب ما هو
+
+193
+00:13:24,110 --> 00:13:27,890
+كلهم in parallel في نهاية المطافبس عمليا هنا في
+
+194
+00:13:27,890 --> 00:13:30,510
+عندنا استثناء يمكن ما بتشوفه أحيانا بال circuit
+
+195
+00:13:30,510 --> 00:13:34,630
+theory وهو أن الكباسترات هي بحد ذاتها كل ما تكون
+
+196
+00:13:34,630 --> 00:13:38,470
+قيمها أكبر شو معناها؟ معناها في لفات أكبر من ال
+
+197
+00:13:38,470 --> 00:13:42,650
+conducting material داخلها حتى المصنع اللي عملها
+
+198
+00:13:42,650 --> 00:13:47,010
+يجيب قيم كباستر أكبر وبالتالي لأن كمية المعدن فيها
+
+199
+00:13:47,010 --> 00:13:50,710
+أكبر وفيها عدد لفات أكبر ال internal inductance
+
+200
+00:13:50,710 --> 00:13:54,490
+فيها أعلى وبالتالي اللي بيصير عندي switching event
+
+201
+00:13:55,880 --> 00:13:59,900
+و يصير ال IGBT يطلب current معين انا بالنزام يكون
+
+202
+00:13:59,900 --> 00:14:03,320
+ال capacitor with the lowest internal inductance
+
+203
+00:14:03,320 --> 00:14:06,080
+يكون اقرب ما يمكن على هذا ال terminus حتى يقدر
+
+204
+00:14:06,080 --> 00:14:10,940
+يزود ال current بأقل فترة زمانية لازمة بينما ال
+
+205
+00:14:10,940 --> 00:14:13,640
+capacitors اللي فيها internal inductance أكبر
+
+206
+00:14:13,640 --> 00:14:16,920
+بنقدر نتركها بعيد شوية لأنه أصلا لن تكون قادر على
+
+207
+00:14:16,920 --> 00:14:21,980
+تزويد current بالسرعة الكافية يصعب علي أن أؤكد لكم
+
+208
+00:14:21,980 --> 00:14:25,870
+أن دي هذا الموضوع مهمو أدى بيأثر ع ال performance
+
+209
+00:14:25,870 --> 00:14:29,710
+يعني موضوع ترتيب ال capacitors في سياقات من هذا
+
+210
+00:14:29,710 --> 00:14:33,450
+النوع قد يميز بين دائرة تعمل و دائرة لا تعمل من
+
+211
+00:14:33,450 --> 00:14:39,950
+أساسه قد يميز بين inverter يعيش لسنوات و inverter
+
+212
+00:14:39,950 --> 00:14:44,900
+لا يعمر لساعاتمرة أخرى بنشوف كيف أنه في عندنا
+
+213
+00:14:44,900 --> 00:14:47,780
+قواعد أساسية بندرسها في دراستنا النظرية على
+
+214
+00:14:47,780 --> 00:14:51,220
+المقاعد و بعدين بس نطلع الحياة العملية بنبلش نشوف
+
+215
+00:14:51,220 --> 00:14:56,500
+استثناءات بتلعب دور مهم جدا في تصميم و بناء دوائر
+
+216
+00:14:56,500 --> 00:15:01,770
+ناجحطبعا هذا كله بإمكاننا ندركه أكثر لما نرتد من
+
+217
+00:15:01,770 --> 00:15:04,070
+الحالة الخاصة اللى نسميها circuit theory للحالة
+
+218
+00:15:04,070 --> 00:15:08,750
+الأعمى اللى هى electromagnetics أنا دائما أؤمن أنه
+
+219
+00:15:08,750 --> 00:15:14,490
+بإمكان أي مهندس أنه يطور داخل دماغه كبسة بتحوله ما
+
+220
+00:15:14,490 --> 00:15:17,630
+بين ال circuit theory و النظرية الأعمى اللى هى ال
+
+221
+00:15:17,630 --> 00:15:20,370
+electromagnetic theory لما يكون فى عندي ظاهرة
+
+222
+00:15:20,370 --> 00:15:22,710
+معينة أنا عاجز عن تفسيرها بال circuit theory زى
+
+223
+00:15:22,710 --> 00:15:25,210
+الظاهرة هي أن فى عندي كبسطرة أتحط م parallel و
+
+224
+00:15:25,210 --> 00:15:28,230
+الترتيب قاعد يلعب دورفي ال performance of the
+
+225
+00:15:28,230 --> 00:15:32,490
+circuit بطق الكبسي و بترك مباشرة ان و الله في
+
+226
+00:15:32,490 --> 00:15:35,050
+internal inductance inside these capacitors و
+
+227
+00:15:35,050 --> 00:15:38,290
+بلزمني احط ال capacitor with the lowest inductance
+
+228
+00:15:38,290 --> 00:15:43,170
+as close as possible to the terminals إلى آخرىاللأ
+
+229
+00:15:43,170 --> 00:15:46,690
+في نمط أخر من المشاكل اللي نواجهها في .. في موضوع
+
+230
+00:15:46,690 --> 00:15:51,170
+المادة النظرية على خلاف ال rules and exceptions،
+
+231
+00:15:51,170 --> 00:15:54,670
+القواعد والاستثناءات و هو موضوع rules of thumb
+
+232
+00:15:54,670 --> 00:15:59,110
+اللي هي قواعد بسيطة اللي لا تعتمد على تعقيدات
+
+233
+00:15:59,110 --> 00:16:04,640
+رياضيةاحيانا في الكتب و المراجع النظرية نجد
+
+234
+00:16:04,640 --> 00:16:08,120
+تفصيلات رياضية كبيرة و بعدين يكون في قاعدة بسيطة
+
+235
+00:16:08,120 --> 00:16:12,380
+عملية ممكن تفيدنا جدا تكون غائبة تماما بتعطيكم
+
+236
+00:16:12,380 --> 00:16:16,700
+بثمن من ظاهرة معروفة اسمها ال skin effect لبعضكم
+
+237
+00:16:16,700 --> 00:16:21,100
+قد يكون سمع فيها و لبعضكم لايعرفها بس في ظاهرة
+
+238
+00:16:21,100 --> 00:16:25,740
+بسيطة جدا و مهمة جدا و أحيانا خطيرة جدا و خلاصتها
+
+239
+00:16:25,740 --> 00:16:28,680
+إن إذا عندنا مادة موصل يمر فيها تيار على تردد ماء
+
+240
+00:16:29,430 --> 00:16:32,670
+فإن هذا التيار لن يتوزع بانتظام داخل هذا الموصل
+
+241
+00:16:32,670 --> 00:16:37,890
+وإنما سيتوزع التيار بحيث أنه يكون محتشد ومتركز على
+
+242
+00:16:37,890 --> 00:16:42,490
+السطح الخارجي أكثر مما هو متركز في وسط المادة
+
+243
+00:16:42,490 --> 00:16:46,690
+الموصلة وبالتالي معظم ال current موجود في السطح
+
+244
+00:16:46,690 --> 00:16:50,470
+الخارجي وفي وسط المادة بيكون تركيزه أقل ما يمكن
+
+245
+00:16:50,470 --> 00:16:54,750
+وكل ما ارتفعنا في التردد أكثر و أكثريزيد هذا
+
+246
+00:16:54,750 --> 00:16:59,730
+الاحتشاد و يخفف التيار في وسط الموصل حتى نحسب ..
+
+247
+00:16:59,730 --> 00:17:03,870
+نطلع رقم معبر عن هذه الظاهرة ففي عندنا مصطلح نسميه
+
+248
+00:17:03,870 --> 00:17:07,790
+ال skin depth ال skin depth بيعبرلنا عن السماكة
+
+249
+00:17:07,790 --> 00:17:13,230
+التي سيتواجد فيها جزء كبير من .. من هذا التيار و
+
+250
+00:17:13,230 --> 00:17:15,830
+هي تعتمد على التردد و الموصلية و ال permeability
+
+251
+00:17:15,830 --> 00:17:20,980
+الاخرينلأن معظم المراجعة التي تتحدث عن ال skin
+
+252
+00:17:20,980 --> 00:17:25,260
+effect و skin depth ستذكر هذا التعبير اللي هو
+
+253
+00:17:25,260 --> 00:17:27,760
+تعبير ال skin depth و المعادلة الرياضية اللتي
+
+254
+00:17:27,760 --> 00:17:32,440
+تمثله بس الشيء اللذي يفوت كثير من الكتب أن تذكره
+
+255
+00:17:32,440 --> 00:17:39,920
+هو قاعدة رقمية بسيطة نستخدمها في تصميم أي جسم موصل
+
+256
+00:17:39,920 --> 00:17:44,240
+سيكون عرضة لل skin effect وخلاصة هذه القاعدة
+
+257
+00:17:44,240 --> 00:17:49,110
+البسيطة أننا نصممالمادة الموصلية بحيث أنها تكون
+
+258
+00:17:49,110 --> 00:17:54,890
+خمسة أضعاف ال skin depth فكرة خمسة أضعاف ليست
+
+259
+00:17:54,890 --> 00:17:59,470
+اعتباطية فكرتها أنه عندما يكون سماكة المادة
+
+260
+00:17:59,470 --> 00:18:03,410
+الموصلية خمسة أضعاف ال skin depth سنضمن أن تسعة
+
+261
+00:18:03,410 --> 00:18:07,630
+وتسعين بالمية من التيارة سيكون موجود ضمن المساحة
+
+262
+00:18:07,630 --> 00:18:13,980
+الطبيعيةالتي يسمح بها ال skin depth و في ذات الوقت
+
+263
+00:18:13,980 --> 00:18:17,840
+لن نكون قد أنفقنا كمية مبالغ فيها من المادة
+
+264
+00:18:17,840 --> 00:18:23,370
+الموصلةو التيار هيكون موجود تقريبا بصورة منطلمة
+
+265
+00:18:23,370 --> 00:18:27,610
+داخل المساحة اللتي اختارناها لو كبرنا .. لو كبرنا
+
+266
+00:18:27,610 --> 00:18:31,090
+الموصل و عملناه أكثر من five skin depths عملنا
+
+267
+00:18:31,090 --> 00:18:34,850
+let's say ten skin depths هيك هصير التيار موجود في
+
+268
+00:18:34,850 --> 00:18:38,550
+منطقة معينة في الموصل و جزء كبير من الموصل سيبقى
+
+269
+00:18:38,550 --> 00:18:43,410
+بدون تيار و بالتالي و كأننا كبرنا الموصل و أنفقنا
+
+270
+00:18:43,410 --> 00:18:49,180
+مال أكثر على هذا الموصل بدون فائدة انتجنافالحل
+
+271
+00:18:49,180 --> 00:18:52,740
+العملي ال practical على صعيد اقتصادي و على صعيد
+
+272
+00:18:52,740 --> 00:18:56,400
+كهربائي تخفيف ال losses هو five skin dips this is
+
+273
+00:18:56,400 --> 00:18:58,960
+a rule of thumb بيشتغلوا بال microwaves بيستخدموا
+
+274
+00:18:58,960 --> 00:19:04,360
+هذا الرقم كتير بس قليل ما نشوفه مكتوب او مذكور في
+
+275
+00:19:04,360 --> 00:19:10,500
+مراجع نظرية و قليلا ما واحد خلال دراسته بتمر عليه
+
+276
+00:19:10,500 --> 00:19:13,300
+القواعد من انه الآن دي القواعد ال rules of thumb
+
+277
+00:19:13,300 --> 00:19:18,780
+كثيرة جداو .. و نكاد نجدها في كل مناحي دراستنا في
+
+278
+00:19:18,780 --> 00:19:24,060
+الكهربا النقصية بس مرة أخرى تواجدها و ذكرها في
+
+279
+00:19:24,060 --> 00:19:27,860
+المراجع عموما محدود جدا و هذا بيعملنا مشاكل عندما
+
+280
+00:19:27,860 --> 00:19:31,220
+ننتقل من المعرف النظرية إلى المعرف العملية و هي من
+
+281
+00:19:31,220 --> 00:19:34,640
+المفارقاتها لأن أحيانا المعرف النظرية بتعطيك
+
+282
+00:19:34,640 --> 00:19:39,280
+تفاصيل شديدةلمّا تدخل في الجانب العملي قد تحتاج
+
+283
+00:19:39,280 --> 00:19:42,380
+إلى شيء أبسط منها بكثير وهذا اللي بيكون غائب، فهذا
+
+284
+00:19:42,380 --> 00:19:45,400
+اللي أحيانا بيعمل مشكلة أيضا في الانتقال من النظر
+
+285
+00:19:45,400 --> 00:19:52,100
+إلى العملية، في ظاهرة أيضا بشوفها بتشكل إشكالية في
+
+286
+00:19:52,100 --> 00:19:56,090
+الانتقال من الجانب النظري إلى الجانب العمليوهي لا
+
+287
+00:19:56,090 --> 00:20:00,930
+تتعلق بمشكلة بال .. بال .. بالمادة النظرية نفسها
+
+288
+00:20:00,930 --> 00:20:05,050
+وإنما بمهارتنا في التعاطي معاها اللي بسميها كأن
+
+289
+00:20:05,050 --> 00:20:08,550
+knowledge islands جزر من المعرفة معزولة عن بعض
+
+290
+00:20:08,550 --> 00:20:13,050
+أعطيكم مثال، هلأ في دوائر ال microwaves في نمط من
+
+291
+00:20:13,050 --> 00:20:16,110
+ال transmission lines بنسميه micro strip مرة أخرى
+
+292
+00:20:16,110 --> 00:20:18,770
+يمكن بعض يكون برا عليه بس اللي ما برا عليه فكرة
+
+293
+00:20:18,770 --> 00:20:25,090
+بسيطة جداهذا عبارة عن ثلاث طبقات، طبقتين معمولة من
+
+294
+00:20:25,090 --> 00:20:28,030
+ال .. من المادة موصلة وطبقة وسط بناتهم هي مادة
+
+295
+00:20:28,030 --> 00:20:31,950
+عازلة الطبقة اللي تلي بالأسفل اللي هي مادة موصلة
+
+296
+00:20:31,950 --> 00:20:36,350
+بتمثل ال ground plane وهي بتكون عريضة و الطبقة
+
+297
+00:20:36,350 --> 00:20:38,990
+اللي في الأعلى بتكون رفيعة this is my microstrip
+
+298
+00:20:38,990 --> 00:20:44,170
+وهذا اللي هيحمل ال signal ال microwave signal of
+
+299
+00:20:44,170 --> 00:20:46,850
+.. of interest و ال substrate اللي شايفينه بالنص
+
+300
+00:20:46,850 --> 00:20:51,030
+هذا بيمثل المادة العازلةو التالي بيصير في عندي
+
+301
+00:20:51,030 --> 00:20:54,250
+مجالات كهربائية و مغناطية معظمها موجودة داخل هذا
+
+302
+00:20:54,250 --> 00:20:57,730
+ال substrate بين ال ground plane و ال micro strip
+
+303
+00:20:57,730 --> 00:21:01,730
+في الأعلى ال substrate هات بيكون له سماكة معينة دي
+
+304
+00:21:01,730 --> 00:21:06,990
+و لما ألعب أنا في عرض ال ال conducting material
+
+305
+00:21:06,990 --> 00:21:11,450
+فوق ال substrate بيمكني أأثر على القيم المختلفة
+
+306
+00:21:11,450 --> 00:21:16,900
+المتعلقة بال circuit اللي ببنيهاطبعا ممكن استخدم
+
+307
+00:21:16,900 --> 00:21:20,380
+transmission lines من هالنوع حتى to realize many
+
+308
+00:21:20,380 --> 00:21:23,220
+different things, filters, couplers, delay lines
+
+309
+00:21:23,220 --> 00:21:26,180
+اللي بدكم يا .. الصورة اللي تحت بتعطيني مثال على
+
+310
+00:21:26,180 --> 00:21:29,360
+دائرة which is built out of microstrip طبعا في
+
+311
+00:21:29,360 --> 00:21:33,380
+عندي conducting plane ذكره بالأسفل مش مبين أو في
+
+312
+00:21:33,380 --> 00:21:37,480
+عندي ال microstrip اللي أنا شايفه لأن إذا أنا طرحت
+
+313
+00:21:37,480 --> 00:21:42,730
+على نفسي السؤال التاليكيف يؤثر سماكة ال substrate
+
+314
+00:21:42,730 --> 00:21:46,390
+المادة العازلة على ال losses اللي بتصير بال
+
+315
+00:21:46,390 --> 00:21:49,970
+conducting materials؟ لو واحد قد لا يكون عنده
+
+316
+00:21:49,970 --> 00:21:54,750
+معلومة مباشرة حول هذه العلاقةلكن هو يملك المعرفة
+
+317
+00:21:54,750 --> 00:21:59,230
+النظرية اللازمة للوصول للنتيجة، بورجيكم كيف يعني
+
+318
+00:21:59,230 --> 00:22:04,050
+معادلات بسيطة معظمنا سيكون رأاها سابقا موجودة في
+
+319
+00:22:04,050 --> 00:22:08,910
+ذهنه بس ربطها سويا هو الذي يؤهل الإنسان أن .. أن
+
+320
+00:22:08,910 --> 00:22:12,820
+يصل إلى استنتاجات عملية، مثلالما بدأ أحسب ال
+
+321
+00:22:12,820 --> 00:22:17,040
+capacitance for a parallel plate capacitor المعادل
+
+322
+00:22:17,040 --> 00:22:20,680
+is C سوى أبسلين S على D where D is the distance
+
+323
+00:22:20,680 --> 00:22:26,040
+between the two plates أي .. أي معادلة شائعة ب
+
+324
+00:22:26,040 --> 00:22:30,920
+Electromagnetic Swan في عندنا expression لمصطلح
+
+325
+00:22:30,920 --> 00:22:33,360
+بتسميه ال characteristic impedance اللي هو جذر ال
+
+326
+00:22:33,360 --> 00:22:37,350
+inductance على ال capacitanceفي عندنا تعريف آخر لل
+
+327
+00:22:37,350 --> 00:22:40,490
+characteristic impedance اللي هو ببساطة الشديدة ال
+
+328
+00:22:40,490 --> 00:22:43,390
+ratio between the voltage and the current وفي
+
+329
+00:22:43,390 --> 00:22:47,450
+عندنا ختاما an expression يتعلق بال ال omic losses
+
+330
+00:22:47,450 --> 00:22:50,530
+ال power consumed in a conducting material اللي هو
+
+331
+00:22:50,530 --> 00:22:54,750
+عبارة عن I squared Rإذا قعدت طرح السؤال مرة أخرى
+
+332
+00:22:54,750 --> 00:22:59,370
+كيف يؤثر سماكة ال substrate كيف تؤثر سماكة ال
+
+333
+00:22:59,370 --> 00:23:02,710
+substrate على ال omic losses بال micro strip
+
+334
+00:23:02,710 --> 00:23:05,570
+circuit بمعنى إذا سمكنا ال substrate إذا زدنا
+
+335
+00:23:05,570 --> 00:23:10,330
+سماكة المادة العازلة هل بيزيد عن ال .. بتزيد عن ال
+
+336
+00:23:10,330 --> 00:23:14,840
+omic losses أم بتقل أم لا تتغيرمرة أخرى مافي داعي
+
+337
+00:23:14,840 --> 00:23:17,860
+أكون عارف في المعلومة هذه سالفا، بس إذا عندي أنا
+
+338
+00:23:17,860 --> 00:23:21,500
+مجموعة معادلات بسيطة جدا كهذه بإمكاني أنا أتنقل
+
+339
+00:23:21,500 --> 00:23:26,200
+بينها و أوصل للجواب مباشرةإذا أنا زدت سماكة ال
+
+340
+00:23:26,200 --> 00:23:29,320
+substrate، شو اللي بكون عامله؟ بتطلع المعادل اللي
+
+341
+00:23:29,320 --> 00:23:33,200
+تحت، عاليمين ال D زادت، معناها ال capacitance بين
+
+342
+00:23:33,200 --> 00:23:38,380
+الطرف الأعلى والأسفل سيقل طب إذا ال C قلت، بيمكن
+
+343
+00:23:38,380 --> 00:23:42,180
+أنتقل للمعادلة اللي فوق ع شمال إذا ال C قلت،
+
+344
+00:23:42,180 --> 00:23:44,740
+معناها ال Z node، ال characteristic impedance
+
+345
+00:23:44,740 --> 00:23:49,100
+ستزيد طيب، إذا ال characteristic impedance زادت
+
+346
+00:23:49,730 --> 00:23:53,690
+معناها إذا ال voltage بثبت ايه؟ the current will
+
+347
+00:23:53,690 --> 00:23:58,130
+go down طيب إذا ال current went down معناها the
+
+348
+00:23:58,130 --> 00:24:01,790
+power lossesin the conducting part of this
+
+349
+00:24:01,790 --> 00:24:04,850
+microstrip circuit will also go down وبالتالي
+
+350
+00:24:04,850 --> 00:24:08,190
+شوفنا أنه التحرك بين المعادلات الأربع هذه اللي
+
+351
+00:24:08,190 --> 00:24:11,250
+بالكاد يعني صح أن تسمى معادلات لأنها expressions
+
+352
+00:24:11,250 --> 00:24:15,590
+بسيطة للغاية وصلني لنتيجة عملية ومفيدة جدا على
+
+353
+00:24:15,590 --> 00:24:18,630
+مستوى تطبيقي أنه أنا لما أبدأ أختار substrates
+
+354
+00:24:18,630 --> 00:24:23,070
+مختلفة بلاحظ أنه if my substrate was thicker I
+
+355
+00:24:23,070 --> 00:24:29,180
+would get lessوهذا يعبر عنه من خلال another rule
+
+356
+00:24:29,180 --> 00:24:31,720
+of thumb in fact which is that ohmic losses are
+
+357
+00:24:31,720 --> 00:24:34,640
+reduced by half when the substrate thickness is
+
+358
+00:24:34,640 --> 00:24:38,920
+doubledاللأ من السهل أن واحد يكون حافظ المعادلات
+
+359
+00:24:38,920 --> 00:24:43,620
+الأربع هذه و من السهل أن يدرك معناها الفيزيائي بس
+
+360
+00:24:43,620 --> 00:24:47,560
+ليس من السهل دائما على الناس بدون تدريب أن يكون
+
+361
+00:24:47,560 --> 00:24:51,380
+عندهم قدرة على التحرك بينها برشاقة و بخفقة بحيث
+
+362
+00:24:51,380 --> 00:24:55,400
+أنهم يستنتجوا أمور عملية و تطبيقية لما يواجهوا
+
+363
+00:24:55,400 --> 00:24:59,460
+إشكالات جديدة لم تمر عليهم سابقةهذا أمر يعني يتم
+
+364
+00:24:59,460 --> 00:25:03,600
+تحصيله عموما بالتدريب و بزيادة ثقة الإنسان
+
+365
+00:25:03,600 --> 00:25:07,420
+بالمعادلات اللي بيكون حافظها و بتدرب عليها سابقا
+
+366
+00:25:07,420 --> 00:25:11,020
+في
+
+367
+00:25:11,020 --> 00:25:17,260
+إشكال آخر و هو إشكال حساس جدا و تنتج عنه مشاكل
+
+368
+00:25:17,260 --> 00:25:22,400
+عديدة عدداو هو أنه في فارق بين المعرفة النظرية و
+
+369
+00:25:22,400 --> 00:25:25,900
+العملية أحيان فوارق بسيطة جدا صغيرة جدا بس هذه
+
+370
+00:25:25,900 --> 00:25:30,020
+الفوارق بالرغم أن بساطتها و صغرها مؤهلة دائما أن
+
+371
+00:25:30,020 --> 00:25:34,780
+تكبر كثيرا فجأة و تسبب اختلالات كبيرة في توقعاتنا
+
+372
+00:25:34,780 --> 00:25:39,010
+و في النتائج اللتي نحصل عليها خليني أعطيكم مثلعلى
+
+373
+00:25:39,010 --> 00:25:44,550
+سبيل المثال انا عندي دايوت rated at 7 amperes بس
+
+374
+00:25:44,550 --> 00:25:47,790
+في عندي current مقداره 10 amperes بده يمر من خلال
+
+375
+00:25:47,790 --> 00:25:50,550
+هذا الدايوت بطبيعة الحل اذا مررت 10 amperes في
+
+376
+00:25:50,550 --> 00:25:55,190
+دايوت معير على 7 amperes I will lose my diode ف
+
+377
+00:25:55,190 --> 00:25:57,310
+how can I solve this؟ فاللي انا ممكن theoretically
+
+378
+00:25:57,310 --> 00:26:02,070
+احكي حل المناسب اذا ماعندي دايوت بتحمل 10 amperes
+
+379
+00:26:02,070 --> 00:26:05,670
+او اكثر ان اجيب دايوت اخر مطابق للدايوت الأول
+
+380
+00:26:05,670 --> 00:26:09,580
+واحطه in parallelبالصورة هاي لما تيجي ال 10 امبير
+
+381
+00:26:09,580 --> 00:26:13,560
+it will get split in half between the two diodes 5
+
+382
+00:26:13,560 --> 00:26:17,280
+امبير up and 5 امبير down بالصورة هاي كل دايوت
+
+383
+00:26:17,280 --> 00:26:21,400
+حامل تيار اقل بمقدار 2 امبير من حده الاقصى
+
+384
+00:26:21,400 --> 00:26:24,900
+وبالتالي الدايودين هدول بيضلوا بال safe side
+
+385
+00:26:24,900 --> 00:26:28,240
+وامورهم بتكون على العالم theoretically this is
+
+386
+00:26:28,240 --> 00:26:32,080
+perfect بجيب اعملها عمليا شو بسوي بجيب الدايود
+
+387
+00:26:32,080 --> 00:26:37,010
+الاول بجيب الدايود التاني ودخل ال 10 امبيرهلا
+
+388
+00:26:37,010 --> 00:26:40,770
+شوفوا كيف التباينات البسيطة تحصل بين النظرية و
+
+389
+00:26:40,770 --> 00:26:44,230
+الواقع هلا في النظرية نعرف أنه في عندي IV
+
+390
+00:26:44,230 --> 00:26:47,030
+characteristic للدايوت العلاقة بين التيار و ال
+
+391
+00:26:47,030 --> 00:26:50,350
+voltage inside a diode and across it هيك بيكون
+
+392
+00:26:50,350 --> 00:26:55,250
+شكله بس حقيقة الأمر إن حتى لو أجيب two diodes من
+
+393
+00:26:55,250 --> 00:27:00,540
+نفس الشركة و اللي هم نفس ال numberإلا ما يكون فيه
+
+394
+00:27:00,540 --> 00:27:03,860
+تباين بسيط في ال characteristic مهما كان صغير لكنه
+
+395
+00:27:03,860 --> 00:27:06,840
+سيكون موجود وبالتالي ال characteristic of these
+
+396
+00:27:06,840 --> 00:27:09,780
+two diodes might look something like this الآن هنا
+
+397
+00:27:09,780 --> 00:27:13,820
+تبدأ الخطورة في الحالة النظرية على اليسار ال two
+
+398
+00:27:13,820 --> 00:27:16,680
+diodes are completely in parallel وبالتالي ال
+
+399
+00:27:16,680 --> 00:27:21,270
+voltage across them is the sameبروح على ال curve
+
+400
+00:27:21,270 --> 00:27:25,050
+اللي مرسوم على اليسار اللي فيه بسلون أحمر، شو اللي
+
+401
+00:27:25,050 --> 00:27:27,830
+بيصير عندي؟ اللي بيصير عندي أن ال voltage عندي
+
+402
+00:27:27,830 --> 00:27:32,870
+ثابت وبالتالي ال current هو واحد بالنسبة لل two
+
+403
+00:27:32,870 --> 00:27:36,190
+diodes، both diodes will carry the exact same
+
+404
+00:27:36,190 --> 00:27:40,970
+current اللي هو بالحالة هي will be 5 amperesالان
+
+405
+00:27:40,970 --> 00:27:43,590
+لما اروح على الحالة اللى ع اليمين where I have two
+
+406
+00:27:43,590 --> 00:27:46,250
+real diodes that will have slightly different
+
+407
+00:27:46,250 --> 00:27:49,290
+characteristics اللى حيصير ان ال voltage across
+
+408
+00:27:49,290 --> 00:27:52,490
+them is the same لإن هم وصلين in parallel بس إذا
+
+409
+00:27:52,490 --> 00:27:56,810
+طلعت لفوق بال curve هذه هشوف ان ال curve الأزرق
+
+410
+00:27:56,810 --> 00:28:00,090
+سيكون له current معين بينما ال curve الأحمر هيكون
+
+411
+00:28:00,090 --> 00:28:05,170
+له current أعلى so for the same voltageboth diodes
+
+412
+00:28:05,170 --> 00:28:08,490
+had different currents معناها العشر امبير مش
+
+413
+00:28:08,490 --> 00:28:12,950
+هتتوزع بالتساوي خمس امبير خمس امبير ممكن واحد ياخد
+
+414
+00:28:12,950 --> 00:28:16,930
+ست امبير والتاني ياخد اربع امبير هلأ واحد بيتوقع
+
+415
+00:28:16,930 --> 00:28:20,650
+انه والله هتتوزعت بين ست واربع مافيش مشكلة لإن ال
+
+416
+00:28:20,650 --> 00:28:24,790
+diode had مؤهل انه يتحمل سبعة بس شوفوا شو بصير
+
+417
+00:28:24,790 --> 00:28:28,870
+اللي بصير ان ال diode اللي هياخد ست امبير هيحمى
+
+418
+00:28:28,870 --> 00:28:33,760
+اكتر من ال diode اللي هياخد اربع امبيرو بمجرد ما
+
+419
+00:28:33,760 --> 00:28:39,420
+يحمى الدايوت لسوق الحظ انه ال curve تبعه هيتغير
+
+420
+00:28:39,420 --> 00:28:44,160
+على نحو يجعله يسحب تيار اعلى على نفس ال voltage
+
+421
+00:28:44,160 --> 00:28:48,160
+وبالتالي بعد ما كان يسحب 6 امبير ورتفعت حرارته
+
+422
+00:28:48,160 --> 00:28:54,160
+اكتر كمان شوية هصير يسحب 6.25 6.5 6.75 وكل ما صار
+
+423
+00:28:54,160 --> 00:28:59,290
+يسحب تيار اعلى حرارته هترتفع اكترو العملية هاي
+
+424
+00:28:59,290 --> 00:29:03,950
+بتظل تزيد و تزيد و بندخل في شهر مسمى vicious cycle
+
+425
+00:29:03,950 --> 00:29:08,830
+و بنوصل لمرحل انه هيتجاوز ال 7 امبير و بس يتجاوز 7
+
+426
+00:29:08,830 --> 00:29:13,070
+امبير اتجاوز ال rated قرن بتاعه و بالتالي هنخسره
+
+427
+00:29:13,070 --> 00:29:16,130
+هلاقى he might يمكن يضرب short circuit او يضرب
+
+428
+00:29:16,130 --> 00:29:19,110
+open circuit بس اذا ضرب open circuit كما يحصل
+
+429
+00:29:19,110 --> 00:29:23,530
+عموما وقتها شو هيصير ال 10 امبير كلها هتضطر تدخل
+
+430
+00:29:23,530 --> 00:29:26,960
+في ال diode الباقيو الدايود الباقي كمان مابتحمل
+
+431
+00:29:26,960 --> 00:29:31,060
+غير سبعة أمبير و بالتالي هيضرب هو التاني الأدى
+
+432
+00:29:31,060 --> 00:29:34,460
+مثال بسيط ب two diodes أحيانا بيصير وضعي مكون
+
+433
+00:29:34,460 --> 00:29:37,900
+حاطين فيها عشرين دايود in parallel حتى يحملوا تيار
+
+434
+00:29:37,900 --> 00:29:43,180
+كبير جدا فبعد أربع خمس ساعات بسبب التباين في صفات
+
+435
+00:29:43,180 --> 00:29:47,340
+هاي الدايود ماللاقي واحد منهم ضربمجرد ما يضرب
+
+436
+00:29:47,340 --> 00:29:50,560
+التيار بدي توزع بدل على عشرين دايوت بدي توزع على
+
+437
+00:29:50,560 --> 00:29:55,820
+تسع تاشر دايوت وبالتالي الدايوت التالي اللي مختلف
+
+438
+00:29:55,820 --> 00:29:58,600
+بال characteristic بديه ترتفع حرارته مرة أخرى و
+
+439
+00:29:58,600 --> 00:30:02,460
+هيضرب بعد فترة أقصر و بعدين بيصيروا تمانتاشر دايوت
+
+440
+00:30:02,460 --> 00:30:06,080
+و بعدين سبعتاشر و كل شوية بضرب واحد و كل ما يضرب
+
+441
+00:30:06,080 --> 00:30:09,220
+واحد بيزيد ال load على الباقية و بتسرع العملية
+
+442
+00:30:09,220 --> 00:30:14,050
+أكتر و أكتر و بالآخر بنخسر كل ال diodes سويةالآن
+
+443
+00:30:14,050 --> 00:30:17,250
+هذه أمور قد لا يراها المرء لما يدرس ال diodes
+
+444
+00:30:17,250 --> 00:30:21,330
+بوصفة مثلث في بآخره عصايا لأنه بيبين كأن ال
+
+445
+00:30:21,330 --> 00:30:25,650
+characteristics ثابت للجميع بسبب هالتباين البسيط
+
+446
+00:30:25,650 --> 00:30:30,190
+العملي بين diode و diode اكتشف فجأة أن وضع ال
+
+447
+00:30:30,190 --> 00:30:32,630
+diodes in parallel parallel is a very dangerous
+
+448
+00:30:32,630 --> 00:30:35,650
+thing إذا أنا مش دارس الأمور عن كثب و ضامن أن
+
+449
+00:30:35,650 --> 00:30:40,450
+الزيادة بالحرارةبينضيد وضيد لن تؤدي لظهر اللي
+
+450
+00:30:40,450 --> 00:30:44,590
+بيسميها thermal runaway و تؤدي لتدمير ال system
+
+451
+00:30:44,590 --> 00:30:49,970
+بأكملهطبعا ما سبق كان تأمل في مشاكل تتعلق بالمادة
+
+452
+00:30:49,970 --> 00:30:54,470
+النظرية و طريقة أعطائها على النحو الذي يسبب صعوبات
+
+453
+00:30:54,470 --> 00:30:58,010
+لما نتعاطى مع .. مع قضايا تطبيقية بصحيح حتى لما
+
+454
+00:30:58,010 --> 00:31:01,890
+تكون مادة النظرية شاملة و معطاعة لنحو مناسب جدا
+
+455
+00:31:01,890 --> 00:31:06,890
+بتصير فيه إشكالات في تطبيقها كان في دراسة في
+
+456
+00:31:06,890 --> 00:31:11,530
+إنجلترا مؤخرا عنوان why doctors fail وين بتصير
+
+457
+00:31:11,530 --> 00:31:15,850
+المشاكل مع الأطباء أحيانا خصوصا حديثي التخرجانهم
+
+458
+00:31:15,850 --> 00:31:19,270
+ليش احيانا رغم كل التعليم المكثف اللي .. اللي
+
+459
+00:31:19,270 --> 00:31:24,250
+اتعرضوله يفشلون احيانا في استحضار المعرفة و
+
+460
+00:31:24,250 --> 00:31:28,570
+التعليم اللي حصلوا عليه في حالات واقعية و كان فيه
+
+461
+00:31:28,570 --> 00:31:31,610
+تركيز بالدراسة انه ما اللي دي يحصل يعني في دماغ
+
+462
+00:31:31,610 --> 00:31:35,950
+الطبيب بالضبط لما يواجه مريضو يكون عنده العد
+
+463
+00:31:35,950 --> 00:31:39,430
+النظرية التامة داخل .. داخل ذهنه للتعاطي مع هذا
+
+464
+00:31:39,430 --> 00:31:43,230
+المريض بس يفشل في استحضارها واستخراجها للتعاطي مع
+
+465
+00:31:43,230 --> 00:31:48,490
+المريض بصورة مناسبة لأن نفس السؤال يستحق ان يُطرح
+
+466
+00:31:48,490 --> 00:31:53,150
+في المجال الهندسيما الذي يصعب علينا أحيانا أن
+
+467
+00:31:53,150 --> 00:31:56,570
+نستحضر معرفتنا في سياقات عملية حتى لو أن معرفتنا
+
+468
+00:31:56,570 --> 00:32:01,290
+تم و كامل و شامل و .. و .. و تغطي كل التفاصيل ال
+
+469
+00:32:01,290 --> 00:32:05,930
+.. ال .. التي يحتاجها الإنسان فلأ في .. في سببين
+
+470
+00:32:05,930 --> 00:32:08,990
+أنا في اعتقادي بيلعبوا دور مهم واحد منهم يتعلق
+
+471
+00:32:08,990 --> 00:32:13,570
+بالمبالغة في تبسيط الأمور والآخر يتعلق بالمبالغة
+
+472
+00:32:13,570 --> 00:32:17,650
+بتعقيد الأمور الموضوع اللي بدي أحكي عنه هو علاقة
+
+473
+00:32:17,650 --> 00:32:21,870
+النظرية بالتطبيقفي الهندسة الكهربائية و في مجال
+
+474
+00:32:21,870 --> 00:32:25,230
+الكهروماناطسي على وجه الخصوص، في شقين حابب أحكي
+
+475
+00:32:25,230 --> 00:32:32,320
+عنهم، الشق الأول بتعلق بصعوبات إدراج ال ..المهارات
+
+476
+00:32:32,320 --> 00:32:38,080
+التطبيقية في السياق نظري في التعليم الهندسي والشق
+
+477
+00:32:38,080 --> 00:32:41,660
+الثاني اللي هو تقريبا مقلوب الشق الأول و هي
+
+478
+00:32:41,660 --> 00:32:45,920
+الصعوبات اللي هي تتعلق بالاستفادة من الجوانب
+
+479
+00:32:45,920 --> 00:32:49,440
+النظري واستحضار المعارف النظرية لما واحد يواجه
+
+480
+00:32:49,440 --> 00:32:53,420
+مشاكل تطبيقية حقيقية أثناء ممارسته للمهنة
+
+481
+00:32:55,280 --> 00:32:59,580
+الاستخدامي لمصطلح كهرومناطسي سيكون بمعناه الواسع
+
+482
+00:32:59,580 --> 00:33:03,520
+جدا و الذي يشمل ضمنه الحالات الخاصة من الظهر
+
+483
+00:33:03,520 --> 00:33:06,040
+الكهرومناطسي و من ضمنها الدواء الكهربائي و
+
+484
+00:33:06,040 --> 00:33:11,020
+الإلكترونيات و هدفي من هذا التوسيع هو ان تكون ..
+
+485
+00:33:11,020 --> 00:33:14,520
+يكون الكلام و الأمثل اللي بدي أعطيها ذات دلالة و
+
+486
+00:33:14,520 --> 00:33:18,140
+معنى و مفهومة لأكبر شريحة ممكنة من الحاضرين اليوم
+
+487
+00:36:34,790 --> 00:36:38,630
+هلأ أحيانا يحصل العكس تماما، بمعنى أننا نرى وضع
+
+488
+00:36:38,630 --> 00:36:43,630
+يبدو في ظهري معقدا، بس هو في جوهره بسيط للغاية، بس
+
+489
+00:36:43,630 --> 00:36:47,210
+طبعا بسبب مظهره المعقد يصيبنا الهلع ونبطل نعرف شو
+
+490
+00:36:47,210 --> 00:36:53,090
+بنعملالصورتين اللي شايفينهم هي مقاطع عرضية لجهاز
+
+491
+00:36:53,090 --> 00:36:57,290
+بنسميه magnetron اللي هو كما يعرف بعضكم بالتأكيد
+
+492
+00:36:57,290 --> 00:37:02,350
+جهاز بيولد microwave signals، ردودات مرتفعة
+
+493
+00:37:02,350 --> 00:37:07,870
+ومستخدم في تطبيقات كثيرة بدءا من الرادارات
+
+494
+00:37:07,870 --> 00:37:11,950
+وانتهاءا بأفران microwaveهلا إذا واحد جاب واحد من
+
+495
+00:37:11,950 --> 00:37:15,890
+ال magnetrons و .. و نشرها و اتطلع على مقطعها
+
+496
+00:37:15,890 --> 00:37:18,890
+العرض يبدو يشوف الأشكال التالية هاي هلا إذا واحد
+
+497
+00:37:18,890 --> 00:37:23,930
+ماعنده خبرة سابقة فيها لمراها سابقا سيقدر إن هذا
+
+498
+00:37:23,930 --> 00:37:28,690
+شيء يعني مركب و بالإضافة لكونه جميل للغاية بس واضح
+
+499
+00:37:28,690 --> 00:37:34,730
+إنه شيء مركب و معقد بس كيف يمكن فهمه؟ ال .. ال ..
+
+500
+00:37:34,730 --> 00:37:38,450
+الخطوة الأولى اللي فهم هذه الأشياءهو اللجوء لبرود
+
+501
+00:37:38,450 --> 00:37:42,810
+العصب نتطلع على الشكل اللي أمامنا و بنسأل حالنا
+
+502
+00:37:42,810 --> 00:37:47,350
+إذا في patterns أساسية forms أساسية إحنا متعودين
+
+503
+00:37:47,350 --> 00:37:50,650
+عليها أنا ده بتطلع على المقطع العرضي اللي موجود
+
+504
+00:37:50,650 --> 00:37:56,850
+على اليمين في مجموعة جدران ذهب باتجاهات مختلفة in
+
+505
+00:37:56,850 --> 00:38:00,230
+radial directions إذا أخدت جدارين فيهم على سبيل
+
+506
+00:38:00,230 --> 00:38:03,650
+المثال ووصلت بيناتهم لإن كل هذا معمول من مادة
+
+507
+00:38:03,650 --> 00:38:09,140
+معدنية أنحاس عادةبشوف ان في عندي مسار معين رفيع
+
+508
+00:38:09,140 --> 00:38:12,460
+ماشي سواء بالخلف و بعدين لافف و راجع مرة تانية
+
+509
+00:38:12,460 --> 00:38:16,220
+this is a conductive path that crosses a
+
+510
+00:38:16,220 --> 00:38:19,800
+relatively long distance و بالتالي what is this؟
+
+511
+00:38:19,800 --> 00:38:23,220
+this is basically an inductorطب بتطلع على النهاية
+
+512
+00:38:23,220 --> 00:38:26,320
+الأخرى بتاع ال inductor هذا شو اللي صاير؟ هذا ال
+
+513
+00:38:26,320 --> 00:38:30,020
+inductor الجدارين اللي فيه بيقربوا على بعض بيقربوا
+
+514
+00:38:30,020 --> 00:38:32,760
+على بعض لبين ما يوصلوا للنهاية over here بيصيروا
+
+515
+00:38:32,760 --> 00:38:35,780
+قريبين جدا على بعض بس مابيلمسوا بعض وبالتالي I
+
+516
+00:38:35,780 --> 00:38:38,540
+have two conductors very close to each other وفي
+
+517
+00:38:38,540 --> 00:38:41,360
+فراغ بينهم what is this؟ this is basically a
+
+518
+00:38:41,360 --> 00:38:44,820
+capacitor فأنا بتطلع على وين فيه basic forms أنا
+
+519
+00:38:44,820 --> 00:38:48,600
+معتاد عليها شوفت أنا the basic form of an inductor
+
+520
+00:38:48,600 --> 00:38:52,860
+وشوفت ال basic form of a capacitorوبالتالي ما لديه
+
+521
+00:38:52,860 --> 00:38:59,480
+هنا هو قطعة LC لديه جدران رسمي وواضح أن كل زوج من
+
+522
+00:38:59,480 --> 00:39:05,820
+هذه الجدران بيمثل قطعة LC رسمية ومنهم بإمكاني أقدر
+
+523
+00:39:05,820 --> 00:39:11,220
+أن هذا الجهاز قايم على رسمية وبيولد ليه انه يتحرك
+
+524
+00:39:11,220 --> 00:39:16,460
+في مواقع معينة لها علاقة بأبعاد الحجرات اللي
+
+525
+00:39:16,460 --> 00:39:19,660
+أمامنا ونفس الشي بالنسبة للشمال يعني حتى لما يتغير
+
+526
+00:39:19,660 --> 00:39:23,630
+الشكل نسبياأنا مرة تانية بدور على ال basic forms
+
+527
+00:39:23,630 --> 00:39:26,930
+الأشكال الأصلية شو الأشكال الأصلية مرة أخرى؟ في
+
+528
+00:39:26,930 --> 00:39:29,530
+عندى هذا المسار الأصفر اللى شايفينه على الشمال
+
+529
+00:39:29,530 --> 00:39:33,070
+دلوقت هذا بيمثل لي an inductor و الدائرة الحمراء
+
+530
+00:39:33,070 --> 00:39:36,630
+بتورجينى جسمين معدنين فى بناته مسافة فاصلة مباشرة
+
+531
+00:39:36,630 --> 00:39:39,730
+بيختار فى بالى this has to be a capacitor so again
+
+532
+00:39:39,730 --> 00:39:43,430
+I have an LC tag هذا مثال أخر على ال over
+
+533
+00:39:43,430 --> 00:39:46,390
+complicationو لو ان مافيهوش هال complication
+
+534
+00:39:46,390 --> 00:39:49,010
+الكبيرة على كافة الأحوال this is a microstrip
+
+535
+00:39:49,010 --> 00:39:52,890
+circuit فى عندي داخل خط ماشي باتجاه اليمين و بعدين
+
+536
+00:39:52,890 --> 00:39:57,990
+كاسر و رايح باتجاه اليسار لو أنا بدرس شو ال output
+
+537
+00:39:57,990 --> 00:40:01,720
+response تبع ال circuit من هالنوعwith respect to
+
+538
+00:40:01,720 --> 00:40:04,340
+frequency بيطلع معايا ال figure اللي شايفينه فوق
+
+539
+00:40:04,340 --> 00:40:09,800
+على الشمال بمعنى آخر this acts as a low pass
+
+540
+00:40:09,800 --> 00:40:13,160
+filter بيسمح لل signals على الترددات المنخفضة
+
+541
+00:40:13,160 --> 00:40:17,620
+بالمرور و يمنع ال signals الأخرى من المرور so it
+
+542
+00:40:17,620 --> 00:40:20,860
+acts as a low pass filter هلأ كيف ممكن أفهم شيء من
+
+543
+00:40:20,860 --> 00:40:25,200
+هذا النوع مرة أخرى بدور على ال basic forms شوفي
+
+544
+00:40:25,200 --> 00:40:28,340
+عندي basic forms هتفهم ال basic forms I can do the
+
+545
+00:40:28,340 --> 00:40:31,300
+following أنا بس ألحق لهيه ال circuit شو قصدهاهي
+
+546
+00:40:31,300 --> 00:40:33,700
+ال circuit بالاصل كانت عبارة عن خط مستقيم رايح من
+
+547
+00:40:33,700 --> 00:40:36,800
+طرف لطرف بالحالة هاي ال response بيكون عبارة عن خط
+
+548
+00:40:36,800 --> 00:40:39,200
+مستقيم مش low pass filter everything passes
+
+549
+00:40:39,200 --> 00:40:42,620
+through and gets to the other side فواضح ان الكسرة
+
+550
+00:40:42,620 --> 00:40:45,320
+هاي هي اللي سببت ال low pass filtering
+
+551
+00:40:45,320 --> 00:40:49,000
+characteristic بس كيف صارت الكسرة هاي اللي صارت
+
+552
+00:40:49,000 --> 00:40:52,500
+انه كأني جبنا منشار و قصينا هذا ال line و بعدين
+
+553
+00:40:52,500 --> 00:40:56,200
+لفناه لو عملنا العملية هاي بنشوف انه بصير فعلا
+
+554
+00:40:56,200 --> 00:41:00,200
+فراغ في ال lineفي عندي فراغة حتى أملأ هذا الفراغ
+
+555
+00:41:00,200 --> 00:41:03,780
+بدي أجيب مربع معمول من مادة موصلة و أحطه في منطقة
+
+556
+00:41:03,780 --> 00:41:08,520
+الفراغ غاية فشو اللي صار عمليا الكسرة اللي صارت في
+
+557
+00:41:08,520 --> 00:41:13,120
+هذا ال line لم تحصل لو لا زيادة في كمية ال
+
+558
+00:41:13,120 --> 00:41:16,140
+conducting material اللي موجودةزيادة هال
+
+559
+00:41:16,140 --> 00:41:19,020
+conducting material معناها عمليا هو زيادة في ال
+
+560
+00:41:19,020 --> 00:41:21,540
+capacitance احنا بنعرف انه ال capacitance يتناسب
+
+561
+00:41:21,540 --> 00:41:25,120
+ترضيا مع مساحة ال metallic sheet زي ما نحكي على
+
+562
+00:41:25,120 --> 00:41:28,160
+pearl plate capacitors وبالتالي اللي صار عند
+
+563
+00:41:28,160 --> 00:41:32,020
+الزاوية هاي هو عبارة عن إضافة capacitor to ground
+
+564
+00:41:32,020 --> 00:41:35,400
+عندي capacitor to ground how does a capacitor to
+
+565
+00:41:35,400 --> 00:41:38,300
+ground operate؟ it operates as a low pass filter
+
+566
+00:41:38,300 --> 00:41:42,380
+فهذا بيشرحلي ليش هاي circuit اتصرفت ك low pass
+
+567
+00:41:42,380 --> 00:41:46,820
+filteragain التفسير الفعلي بسيط للغاية بس أحيانا
+
+568
+00:41:46,820 --> 00:41:49,340
+لأنه micro strip circuits ويمكن ماعندي خبرة سابقة
+
+569
+00:41:49,340 --> 00:41:54,920
+فيهم بصيبني الخوف و بحاول ألجأ للتفسيرات معقدة جدا
+
+570
+00:41:54,920 --> 00:41:58,920
+بينما الواقع أن التفسير بلغ البساطة و هيعتمد على
+
+571
+00:41:58,920 --> 00:42:03,360
+أشكال بسيطة جدا فكرتها أنه زادت مساحة ال
+
+572
+00:42:03,360 --> 00:42:06,800
+conducting material الموجودة و بالتالي صار في عندي
+
+573
+00:42:06,800 --> 00:42:09,240
+an effective capacitor or a parasitic capacitance
+
+574
+00:42:09,240 --> 00:42:12,180
+in the circuit هو اللي قاد إلى اللي هو path
+
+575
+00:42:12,180 --> 00:42:17,350
+filtering characteristicآخر مثال حابب أحكيلكم عنه
+
+576
+00:42:17,350 --> 00:42:21,370
+فيما يتعلق بالصعوبات التي تحصل عند الانتقال من
+
+577
+00:42:21,370 --> 00:42:26,550
+النظرية للتطبيق هو موضوع ال compromises المساومات
+
+578
+00:42:26,550 --> 00:42:31,670
+والمقايضات التي هي في جوهر أي ممارسة هندسية حقيقية
+
+579
+00:42:32,480 --> 00:42:39,520
+احنا أحيانا عنا تصور عن العلوم بأنها أشياء قطعية،
+
+580
+00:42:39,520 --> 00:42:45,760
+يا صح يا غلط، الجواب هو كده، الرقم كده، إلى آخرين،
+
+581
+00:42:45,760 --> 00:42:48,940
+بس عمليا في ال .. في الهندسة معظم شغلنا هو عبارة
+
+582
+00:42:48,940 --> 00:42:53,460
+عن البحث عن حلول وسط و جزء كبير من عملنا بيكون
+
+583
+00:42:53,460 --> 00:42:58,700
+أحيانا ترقيع و تلفيق و .. و تقديم تنازلات في مكان
+
+584
+00:42:58,700 --> 00:43:03,290
+ما و الحصول على شيء من المكاسب في مكان آخرو .. و
+
+585
+00:43:03,290 --> 00:43:06,510
+القيام ب .. بترتيبات من هذا النوع، بنخسر شيء من
+
+586
+00:43:06,510 --> 00:43:09,790
+جهة و بنكسبه شويه من جهة و نبحث عن حل وسط مناسب
+
+587
+00:43:09,790 --> 00:43:14,150
+لكل المتطلبات اللتي لدينا أعطيكم مثال على موضوع ال
+
+588
+00:43:14,150 --> 00:43:17,770
+.. مثلا ال transformers اللي من هذا النوع ال ..
+
+589
+00:43:17,770 --> 00:43:21,230
+this is a gate drive transformer again this is
+
+590
+00:43:21,230 --> 00:43:25,450
+used in inverter circuitsو اللي في عندي primary
+
+591
+00:43:25,450 --> 00:43:29,190
+side و two secondary sides بتفرض أن الطرف الأحمر
+
+592
+00:43:29,190 --> 00:43:32,770
+is the primary side شو اللي صير عندي I'm using
+
+593
+00:43:32,770 --> 00:43:37,270
+this transformer حتى أعزل ال gate signal اللي
+
+594
+00:43:37,270 --> 00:43:40,410
+بتروح على let's say a MOSFET على سبيل المثال على
+
+595
+00:43:40,410 --> 00:43:46,930
+اليمين بدي أعزلها .. أعزلها physically from the IC
+
+596
+00:43:46,930 --> 00:43:49,590
+that drives it in the first place اللي شايفينها
+
+597
+00:43:49,590 --> 00:43:52,830
+على الشمال ففي عندي driving IC وفي عندي MOSFET
+
+598
+00:43:54,460 --> 00:43:59,000
+المصفت حيكون شايف ولتيات مرتفعة جدا بينما ال
+
+599
+00:43:59,000 --> 00:44:02,720
+driver head بدو يكون شغال بين 0 و 15 volts فانا
+
+600
+00:44:02,720 --> 00:44:05,040
+حريص دايما يكون في physical separation between
+
+601
+00:44:05,040 --> 00:44:08,220
+them المصفت عادة بتصير فيه المشاكل ممكن ينفجر
+
+602
+00:44:08,220 --> 00:44:12,100
+ومابدي اخسر ال IC اللي موجودة فبحزلهم فيزيائيا عن
+
+603
+00:44:12,100 --> 00:44:15,560
+بعض بس بنفس الوقت مغناطيسيا بيكون شابكهم مع بعض من
+
+604
+00:44:15,560 --> 00:44:19,210
+خلال transformer اللي انا عاملهلما أجيب ده أصمم
+
+605
+00:44:19,210 --> 00:44:21,670
+transformer من هذا النوع شو اللي بيصير عندى السؤال
+
+606
+00:44:21,670 --> 00:44:25,390
+الأول بيكون ان ماهو عدد لفات ال primary side أنا
+
+607
+00:44:25,390 --> 00:44:27,390
+قيمة ال voltage بين ال primary و ال secondary
+
+608
+00:44:27,390 --> 00:44:30,670
+مابدي هتتغير يعني مابدي يكون داخل 15 volt و يطلع
+
+609
+00:44:30,670 --> 00:44:34,390
+15 volt فال turns ratio بين الطرفين one to one بس
+
+610
+00:44:34,390 --> 00:44:38,850
+بيكون السؤال ماهو عدد اللفات أصلا هل هو عشرة لعشرة
+
+611
+00:44:38,850 --> 00:44:43,410
+و لا عشرين لعشرين و لا تلاتين لتلاتين مابنقرر هلأ
+
+612
+00:44:43,410 --> 00:44:47,850
+في الحالة هذه بيكون في عندي نزعتينالنزع الأولى
+
+613
+00:44:47,850 --> 00:44:53,510
+تدفعني صوب زيادة عدد اللفات، كل ما أزيد عدد اللفات
+
+614
+00:44:53,510 --> 00:44:57,490
+اللى موجودة في ال primary side اللى حيصير أنه ال
+
+615
+00:44:57,490 --> 00:45:02,290
+current drawn from the driving IC will become
+
+616
+00:45:02,290 --> 00:45:05,290
+less، ال magnetization current of my core will
+
+617
+00:45:05,290 --> 00:45:09,090
+become less كل ما أزيد عدد اللفاتأنتوا بتقدروا
+
+618
+00:45:09,090 --> 00:45:11,430
+تفكروا فيها بالصورة التالية إذا زدنا عدد اللفات
+
+619
+00:45:11,430 --> 00:45:14,250
+the inductance will be higher the inductance will
+
+620
+00:45:14,250 --> 00:45:16,310
+be higher لما أحط عليه voltage معين ال current
+
+621
+00:45:16,310 --> 00:45:19,970
+drawn will be less وبالتالي هذا أمر جيد هيك ما
+
+622
+00:45:19,970 --> 00:45:25,170
+نخفف الحمل على ال IC نفسها بس في المقابل شو اللي
+
+623
+00:45:25,170 --> 00:45:29,650
+بيصير عندى إذا زدت عدد اللفات I will increase the
+
+624
+00:45:29,650 --> 00:45:33,570
+leakage inductance وبالتالي بيصير في مشكلة في شكل
+
+625
+00:45:33,570 --> 00:45:37,300
+ال signal على الطرف اليمين عند المصفدطيب فشو انا
+
+626
+00:45:37,300 --> 00:45:41,020
+اذا بدي اتجنب المشكلة دي بخفف عدد اللفات على ال
+
+627
+00:45:41,020 --> 00:45:45,440
+core بس مرة أخرى إذا خففت عدد اللفات then the
+
+628
+00:45:45,440 --> 00:45:48,680
+magnetization current will go up وبالتالي بزيد ال
+
+629
+00:45:48,680 --> 00:45:51,820
+load على ال IC الموجودة على اليسار فبترتفع حرارتها
+
+630
+00:45:51,820 --> 00:45:55,580
+و بعرضها لخطر قد يكون الخطر مدروس أو قد يكون غير
+
+631
+00:45:55,580 --> 00:45:59,240
+مدروس بتعتمد على التصميم اللي أنا عامله إذا أنا
+
+632
+00:45:59,240 --> 00:46:02,300
+بدي أهرب من هذا الخطر شو بعمل مرة أخرى بزيد عدد
+
+633
+00:46:02,300 --> 00:46:05,730
+اللفات إذا زيت عدد اللفات بخفف هذا ال currentبس
+
+634
+00:46:05,730 --> 00:46:09,370
+اللي بصير انه leakage inductance بزيد وبالتالي هذا
+
+635
+00:46:09,370 --> 00:46:12,690
+ال leakage inductance بصير يعمل لي ringing على ال
+
+636
+00:46:12,690 --> 00:46:16,630
+secondary side على ال input تبع ال gate هلأ هذا
+
+637
+00:46:16,630 --> 00:46:20,050
+بعرض ال gate تبع المصفة للخطر لإنه ممكن هال
+
+638
+00:46:20,050 --> 00:46:22,930
+overshoot يكون أعلى من ال maximum voltage which
+
+639
+00:46:22,930 --> 00:46:26,690
+the gate can takeفشو بيكون الحل؟ بيكون الحل هو
+
+640
+00:46:26,690 --> 00:46:30,550
+البحث عن حل وسط ما بين عدد لفات كبير و عدد لفات
+
+641
+00:46:30,550 --> 00:46:35,750
+صغير، هل يوجد حل مثالي 100% نأشر عليه و نقول هذا
+
+642
+00:46:35,750 --> 00:46:41,260
+هو الحل؟الممتاز الذي لا يعيبه شيء؟ لأ مافي احنا
+
+643
+00:46:41,260 --> 00:46:45,760
+بنصير نقرب و نبعد و نفكر شو احسن شئ و ممكن نجيب
+
+644
+00:46:45,760 --> 00:46:48,580
+مهندسين بارعين ممتازين و كل واحد منهم يختار رقم
+
+645
+00:46:48,580 --> 00:46:51,300
+مختلف واحد يختار ست لفات و التاني يختار سبع لفات
+
+646
+00:46:51,300 --> 00:46:55,320
+تصير حتى العوامل الشخصية تلعب دور أحيان الناس لما
+
+647
+00:46:55,320 --> 00:47:00,800
+يحسوا أن في عندهم مجال للقيام بقرارات فردية تعتمد
+
+648
+00:47:00,800 --> 00:47:04,610
+على شخصياتهم كمان بصيبهم الرعبو بيصير عندهم تردد
+
+649
+00:47:04,610 --> 00:47:08,210
+شديد و خوف من اتخاذ قرار بس في جزء كبير من ال ..
+
+650
+00:47:08,210 --> 00:47:11,430
+من التعامل مع الواقع الهندسي و التطبيقات الهندسية
+
+651
+00:47:11,430 --> 00:47:13,990
+و ترك المجال النظري اللي عادت الأمور فيه أحيانا
+
+652
+00:47:13,990 --> 00:47:19,130
+محسومة هو الاستعداد للقيام اتخاذ أحكام اتخاذ
+
+653
+00:47:19,130 --> 00:47:23,070
+قرارات القبول بأن الحياة قائمة على مساومات و
+
+654
+00:47:23,070 --> 00:47:27,750
+القبول بحلول وسط و أنه بدك تحط لمستك الخاصةوتتحمل
+
+655
+00:47:27,750 --> 00:47:31,530
+انه جوابك هذا قد يكون مختلف عن جواب غيرك بس انتوا
+
+656
+00:47:31,530 --> 00:47:35,110
+جميعا المفروض كمهندسين جيدين تكون أجابتكم ضمن
+
+657
+00:47:35,110 --> 00:47:38,650
+range واحد يؤدي الغرض المطلوب بحيث انه لا ال
+
+658
+00:47:38,650 --> 00:47:42,030
+driver IC حرارتها تطلع اكتر من اللازم ولا ال
+
+659
+00:47:42,030 --> 00:47:46,850
+overshoot على المصفت يتجاوز الحد اللي منخاف منه
+
+660
+00:47:49,000 --> 00:47:53,920
+ختاما أحب أحكي أنه أول ملاحظة تاريخية في عالم
+
+661
+00:47:53,920 --> 00:47:57,340
+الكهربا نعملت في القرن السادس قبل الميلاد عند
+
+662
+00:47:57,340 --> 00:48:02,220
+اليونان و نحن الآن في القرن ال 21 يعني عمليا نحن
+
+663
+00:48:02,220 --> 00:48:06,120
+لدينا ستة و عشرين قرن أو سبعة و عشرين قرن من
+
+664
+00:48:06,120 --> 00:48:10,120
+الاكتشاف والتطوير الهندسي في عالم الكهربا عم
+
+665
+00:48:10,120 --> 00:48:14,810
+نحشيهم في أربع أو خمس سنوات من التعليم الجامعيهي
+
+666
+00:48:14,810 --> 00:48:19,430
+يعني بمعدل حوالي سبع قرون في سنة واحدة، طبعا هذا
+
+667
+00:48:19,430 --> 00:48:25,350
+لا يعني أن التعليم الهندسي معركة عبثية، العبث هو
+
+668
+00:48:25,350 --> 00:48:32,210
+تصور أن دراسة الهندسة هي معركة ضد وحش معرفي عمره
+
+669
+00:48:32,210 --> 00:48:37,530
+سبعة وعشرين قرن، والعبث هو تصور أن المفاضلة بين
+
+670
+00:48:37,530 --> 00:48:41,250
+الجامعة القوي والجامعة الضعيفة هو بمقدار المادة
+
+671
+00:48:41,250 --> 00:48:46,300
+المعطلةقيمة التعليم الهندسي هو في المهارات التي
+
+672
+00:48:46,300 --> 00:48:51,140
+تُعطى للإنسان في التحول من النظري للعملي و في
+
+673
+00:48:51,140 --> 00:48:54,920
+الجامع بين الأثنين، الجامع بينهم إلى الحد اللي
+
+674
+00:48:54,920 --> 00:48:58,120
+مابقعد في تمييز حتى بين ما هو نظري و ما هو عملي،
+
+675
+00:48:58,120 --> 00:49:02,600
+واحد بتطلع على عناصر الكهربائية أو أنظم الكهربائية
+
+676
+00:49:02,600 --> 00:49:07,140
+و بشوف المعادلات فيها، منها و فيها، مبني داخلهاو
+
+677
+00:49:07,140 --> 00:49:10,520
+بالطريقة هذه بإمكانه يقوم بتطويرات و تعديلات و
+
+678
+00:49:10,520 --> 00:49:15,520
+صيانة و .. و مجمل الأعمال التي يتوقع مهندس الكهربا
+
+679
+00:49:15,520 --> 00:49:20,580
+يقوم فيها في قصة شهيرة يمكن معظمكم تعرفها تنسى
+
+680
+00:49:20,580 --> 00:49:24,520
+بأحيان الأبو تمام أجى واحد شاب و حكاله علملي نظم
+
+681
+00:49:24,520 --> 00:49:31,040
+الشعر فحكاله أحفظ alphabet فراح غاب و حفظ alphabet
+
+682
+00:49:31,040 --> 00:49:35,290
+و لما رجعله حكاله شو أعملها لأ؟فحكاله لأنا فانساها
+
+683
+00:49:35,290 --> 00:49:40,030
+و بتصور التعليم الهندسي الناجح هو الذي ينتهج
+
+684
+00:49:40,030 --> 00:49:45,790
+مقاربة مشابه لهذه بمعنى أنه لا يعتمد على كمية مادة
+
+685
+00:49:45,790 --> 00:49:50,030
+نظرية كبيرة و انما يعتمد على أعطاء عدد كبير من
+
+686
+00:49:50,030 --> 00:49:53,990
+الأمثلة التطبيقية حتى لو على مادة أصغر أن يتم
+
+687
+00:49:53,990 --> 00:49:57,390
+التطحية بحجم المادة المعطاها مقابل زيادة الأمثلة
+
+688
+00:49:57,390 --> 00:50:01,500
+التطبيقية العديدةو المراهن انه الطلب لما يشوفوا
+
+689
+00:50:01,500 --> 00:50:05,080
+هالأمثل العديد و المتنوع للغاية مع الوقت سينسوا
+
+690
+00:50:05,080 --> 00:50:09,720
+الأمثل كل واحد على حدا بس من خلالها رح يطوروا
+
+691
+00:50:09,720 --> 00:50:14,220
+قدرات و مهارات للتحول دائما من المعرف النظرية اللي
+
+692
+00:50:14,220 --> 00:50:18,340
+بيكتسبوها بعدين حتى بعد ما يتخرجوا تطوير مهارة
+
+693
+00:50:18,340 --> 00:50:21,820
+تحويل هذه المعارف النظرية إلى مهارات تطبيقية و
+
+694
+00:50:21,820 --> 00:50:28,280
+عملية تجعل منهم مهندسين مميزينأقول قولي هذا
+
+695
+00:50:28,280 --> 00:50:32,900
+واستغفر الله لي ولكم، حابب بس في النهاية أورجي كام
+
+696
+00:50:32,900 --> 00:50:38,680
+صورة و .. و فيديو بسيط عن تطبيقات هندسية و أجهزة
+
+697
+00:50:38,680 --> 00:50:43,560
+عملناها خلال السنوات الماضية، بس حتى ن .. نسكر
+
+698
+00:50:43,560 --> 00:50:50,410
+فيها المحاضرة هذههذا جهاز induction heater هذا كان
+
+699
+00:50:50,410 --> 00:50:55,230
+prototype أولي مرة أخرى فكرته أساسا هو استخدام
+
+700
+00:50:55,230 --> 00:51:01,190
+مجالات مغناطيسية لرفع حرارة مواد أما بهدف صهرة أو
+
+701
+00:51:01,190 --> 00:51:08,730
+بهدف تعديل تركيبتهاو هذه صورة أخرى إذا بتشوفوا مش
+
+702
+00:51:08,730 --> 00:51:11,170
+عارف إذا بالشاشة عندكم بيكون واضح فيه خطوط حمراء
+
+703
+00:51:11,170 --> 00:51:15,730
+أفقيا هذا بسبب ال .. بسبب التشويش اللي عملوا
+
+704
+00:51:15,730 --> 00:51:19,370
+للمجال المغناطيسي الناتج على ال .. على الكاميرا
+
+705
+00:51:19,370 --> 00:51:30,350
+هذه
+
+706
+00:51:30,350 --> 00:51:35,370
+مجموعة تجارب على ..و اللي ده قول فيه عارف تستخدم
+
+707
+00:53:18,710 --> 00:53:25,190
+و انا انا انا انا انا
+
+708
+00:53:25,190 --> 00:53:27,510
+انا انا انا انا انا انا
+
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0.srt b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0.srt
new file mode 100644
index 0000000000000000000000000000000000000000..61da7ab42f94d55c8864f42f2808d3f39fb056b8
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0.srt
@@ -0,0 +1,2102 @@
+1
+00:00:02,550 --> 00:00:05,710
+السلام عليكم ورحمة الله وبركاته. أهلا وسهلا بكم
+
+2
+00:00:05,710 --> 00:00:10,230
+في هذا العرض، سنتناول تعريفًا لـ smart
+
+3
+00:00:10,230 --> 00:00:13,870
+grids، ما هي الـ smart grid، وما تتكون منه، وما
+
+4
+00:00:13,870 --> 00:00:19,050
+المشاكل التي تعالجها مقارنةً بالـ grid التقليدية، وما
+
+5
+00:00:19,050 --> 00:00:23,370
+مجال البحث
+
+6
+00:00:23,370 --> 00:00:26,650
+والدراسة الذي يمكنكم الاستفادة منه، وما هي أوضاع التشغيل
+
+7
+00:00:26,650 --> 00:00:30,450
+(modes of operation) الخاصة بها، وكل هذا إن شاء الله سيكون مادة
+
+8
+00:00:30,450 --> 00:00:34,010
+خاصةً للطلاب، سواءً ماجستير، دكتوراه، أو
+
+9
+00:00:34,010 --> 00:00:38,020
+مشاريع التخرج العادية، بحيث يستفيدوا من الفكرة
+
+10
+00:00:38,020 --> 00:00:42,840
+أو يطبقوا جزئيًا بعضها في دراساتهم.  لهذا السبب،
+
+11
+00:00:42,840 --> 00:00:47,540
+سأناقش الـ smart grid بعد التعريف، مع مجموعة من
+
+12
+00:00:47,540 --> 00:00:50,560
+المشاكل التي تعانيها، والحلول المقترحة، بحيث
+
+13
+00:00:50,560 --> 00:00:57,320
+تحمسكم لمواصلة البحث في هذا الموضوع من الناحية
+
+14
+00:00:57,320 --> 00:01:02,880
+البحثية. طبعًا، سأكون معكم، المهندس وليد عيسى، مقدم هذا
+
+15
+00:01:02,880 --> 00:01:05,580
+العرض من جامعة إكستر.
+
+16
+00:01:08,610 --> 00:01:12,230
+طبعًا، إذا أردنا البدء بالـ smart grid، أو ما يُعرف باسم آخر،
+
+17
+00:01:12,230 --> 00:01:15,930
+micro grid، وقبل أن أعرف الـ smart grid أو الـ
+
+18
+00:01:15,930 --> 00:01:18,750
+micro grid، لا بد من معرفة ما هي الـ grid في الأساس.  فعندي
+
+19
+00:01:18,750 --> 00:01:23,090
+الـ grid الأساسية، وهي عبارة عن الجسم الكبير الذي
+
+20
+00:01:23,090 --> 00:01:27,850
+يحتوي على محطة توليد الطاقة (power station)، وعندي
+
+21
+00:01:27,850 --> 00:01:31,010
+في الطريق، بالتأكيد، محولات (transformers)، وسيكون
+
+22
+00:01:31,010 --> 00:01:36,470
+عندي أعمدة (poles)،  وسيكون عندي خطوط نقل (transmission
+
+23
+00:01:36,470 --> 00:01:40,270
+line) طويلة حتى تصل إلى المستخدمين (users) في النهاية،
+
+24
+00:01:40,270 --> 00:01:46,750
+عبارة عن مؤسسات أو مصانع أو حتى بيوت عادية. كل هذا
+
+25
+00:01:46,750 --> 00:01:51,810
+يتشارك معًا، أو كله مرتبط ببعضه، وهو ما يُسمى
+
+26
+00:01:51,810 --> 00:01:55,310
+الـ grid الأساسية.  فيوجد محطة توليد، محولات،
+
+27
+00:01:55,310 --> 00:01:59,030
+خطوط نقل طويلة حتى تصل إلى المستخدمين (users).
+
+28
+00:01:59,030 --> 00:02:02,610
+فهذه هي الـ grid.  ما هي المشاكل الموجودة في هذه
+
+29
+00:02:02,610 --> 00:02:07,010
+البنية؟ هذا ما يدفعني للتوجه لما يُعرف بالـ smart grid أو
+
+30
+00:02:07,010 --> 00:02:09,950
+micro grid. ما هي المشاكل؟ ما هي الخصائص الموجودة
+
+31
+00:02:09,950 --> 00:02:13,470
+في الـ grid التي تجعلني أكرهها وأرغب في الانتقال لمنطقة
+
+32
+00:02:13,470 --> 00:02:20,350
+أخرى؟ دعونا نستعرضها معًا. أول خاصية، وهي
+
+33
+00:02:21,060 --> 00:02:23,940
+الاعتماد بشكل كبير على مُولدات الوقود الأحفوري (fossil fuel generators).
+
+34
+00:02:23,940 --> 00:02:26,800
+المولدات الموجودة في محطة التوليد الضخمة هذه
+
+35
+00:02:26,800 --> 00:02:30,440
+التي لدينا تعتمد على مشتقات البترول في
+
+36
+00:02:30,440 --> 00:02:36,760
+إنتاج الطاقة، أو الغاز، أو أشياء أخرى قد تزيد من
+
+37
+00:02:36,760 --> 00:02:39,960
+انبعاثات الكربون (carbon emission)،  أي ثاني أكسيد الكربون
+
+38
+00:02:39,960 --> 00:02:44,120
+(carbon dioxide) والمُلوثات البيئية.  لذا، لدينا
+
+39
+00:02:44,120 --> 00:02:47,140
+اعتماد كبير على هذا النوع من المولدات بسبب
+
+40
+00:02:47,140 --> 00:02:51,920
+ضيق الخناق فيما يتعلق بتلوث البيئة، أو حتى
+
+41
+00:02:51,920 --> 00:02:55,800
+الاعتماد على مشتقات البترول بنسبة كبيرة جدًا يوميًا.
+
+42
+00:02:55,800 --> 00:03:00,940
+الثانية، أنني أُولّد كمية كبيرة من
+
+43
+00:03:00,940 --> 00:03:05,680
+الطاقة أين؟ في مكان واحد، حيث توجد محطة التوليد.
+
+44
+00:03:05,680 --> 00:03:08,600
+أنا أُولّد كمية كبيرة من الطاقة في هذا المكان.
+
+45
+00:03:08,600 --> 00:03:13,160
+حسنًا، إذا أردت نقل هذه الطاقة إلى مكان بعيد، فهذا
+
+46
+00:03:13,160 --> 00:03:16,980
+ليس بالأمر الهين، فالمستخدمون (users) قد يكونون على بعد آلاف
+
+47
+00:03:16,980 --> 00:03:19,940
+كيلومترات، وبالتالي، أنا أحتاج خطوط نقل (transmission line)
+
+48
+00:03:19,940 --> 00:03:24,000
+طويلة جدًا، وأحتاج محولات في الطريق،
+
+49
+00:03:24,000 --> 00:03:27,240
+وأعمدة في الطريق.  هذا يعني أن كل هذا يُمثل تكلفة عالية.
+
+50
+00:03:27,240 --> 00:03:31,560
+قد يحدث انخفاض (drop) في الجهد (voltage) في الطريق، قد يحدث
+
+51
+00:03:31,560 --> 00:03:35,520
+تسخين (heating)، أي مشكلة في الطريق،
+
+52
+00:03:35,520 --> 00:03:39,740
+ستُسبب مشكلة لما بعدها، أليس كذلك؟ وبالتالي، هذا
+
+53
+00:03:39,740 --> 00:03:43,440
+النظام ليس اقتصاديًا (economic) في بعض الأحيان، في بعض
+
+54
+00:03:43,440 --> 00:03:48,290
+الأحيان ليس اقتصاديًا (economic) وله موثوقية منخفضة (low reliability)
+
+55
+00:03:48,290 --> 00:03:51,130
+ضد الانخفاضات المفاجئة (against sudden falls). إذا حدثت مشكلة في الطريق،
+
+56
+00:03:51,130 --> 00:03:56,130
+مثلًا، عاصفة قطعت الأسلاك، أو محولات تضررت، أو
+
+57
+00:03:56,130 --> 00:04:01,210
+صمامات (فيوزات) احترقت، كل هذه الأشياء ستُسبب انقطاعًا عن الجزء
+
+58
+00:04:01,210 --> 00:04:05,650
+الثاني، ولا يوجد احتياط لديهم، وبالتالي
+
+59
+00:04:05,650 --> 00:04:09,090
+ماذا؟ هذا السبب، هذه البنية ستُسبب مشكلة.
+
+60
+00:04:09,090 --> 00:04:13,850
+هذه الأمور هي جزء من الأمور الكثيرة
+
+61
+00:04:13,850 --> 00:04:18,280
+التي تدفعنا للتوجه لما يُعرف بالـ microgrid. الـ
+
+62
+00:04:18,280 --> 00:04:22,200
+microgrid هي عبارة عن جزء صغير،  يمكن من اسمها أن نتوقع
+
+63
+00:04:22,200 --> 00:04:26,160
+ذلك، microgrid.  وهي عبارة عن شبكة، ولكن
+
+64
+00:04:26,160 --> 00:04:31,600
+مُغلقة، جزء صغير من الـ grid الكبيرة.  يمكن أن توضح هذه الصورة
+
+65
+00:04:31,600 --> 00:04:34,300
+ببساطة ما هي الـ microgrid.  نعتبر الـ microgrid
+
+66
+00:04:34,300 --> 00:04:38,020
+عبارة عن دائرة صغيرة، بداخلها بيوت، وفي
+
+67
+00:04:38,020 --> 00:04:41,560
+داخلها مرافق (facilities)، وعناصر (factors)، وكل شيء، ولكن
+
+68
+00:04:41,560 --> 00:04:47,310
+بداخلها أيضًا محطات توليد طاقة صغيرة، مثل
+
+69
+00:04:47,310 --> 00:04:51,170
+تلك التي تعتمد على مصادر الطاقة المتجددة (renewable energy sources)، مثل
+
+70
+00:04:51,170 --> 00:04:56,190
+الرياح، أو الشمس، أو الهيدروجين (hydrogen)، وكل هذا يُنتج
+
+71
+00:04:56,190 --> 00:05:01,290
+طاقة داخل الـ microgrid حسب الحاجة. طبعًا، إذا كانت الطاقة كبيرة
+
+72
+00:05:01,290 --> 00:05:06,170
+أو قليلة، كل هذا يُمكن
+
+73
+00:05:06,170 --> 00:05:11,250
+الاستعانة بمحطة التوليد الرئيسية البعيدة،
+
+74
+00:05:11,250 --> 00:05:16,320
+واستخدام بعض الطاقة منها حسب حاجتنا. أساسًا، الـ
+
+75
+00:05:16,320 --> 00:05:19,040
+microgrid هي جزء منفصل عن الـ grid
+
+76
+00:05:19,040 --> 00:05:23,600
+الرئيسية، يمكن توصيله بها أو فصله عنها، ولكنه يعتمد
+
+77
+00:05:23,600 --> 00:05:26,200
+على الموارد (resources) المتجددة (renewable energy).
+
+78
+00:05:26,200 --> 00:05:31,020
+بحيث يستفيد منها ويقلل الاستهلاك من محطة التوليد
+
+79
+00:05:31,020 --> 00:05:34,580
+الرئيسية. هذه هي الـ microgrid. لنفترض أن لدينا
+
+80
+00:05:34,580 --> 00:05:37,780
+دولة كبيرة، لو كل ولاية أو كل مدينة عبارة عن
+
+81
+00:05:37,780 --> 00:05:40,680
+microgrid، microgrid، microgrid، وبالتالي،
+
+82
+00:05:40,680 --> 00:05:44,600
+كل منطقة تنتج القليل من الطاقة، وبالتالي سيكون هناك
+
+83
+00:05:44,600 --> 00:05:50,490
+تحسين كبير، أو تقليل كبير في استهلاك الطاقة
+
+84
+00:05:50,490 --> 00:05:55,090
+المأخوذة من المولدات (generator) التي تعتمد على
+
+85
+00:05:55,090 --> 00:05:58,950
+مشتقات البترول. الآن، الـ microgrid تُعطيني بعض
+
+86
+00:05:58,950 --> 00:06:02,250
+الخصائص الجيدة، مثل دمج مصادر الطاقة المتجددة (integration of renewable
+
+87
+00:06:02,250 --> 00:06:06,330
+resources)، حيث يمكنني استخدام طاقة الرياح (wind)، والطاقة الشمسية (solar
+
+88
+00:06:06,330 --> 00:06:09,850
+energy)، وطاقة المد والجزر (tidal energy) أيضًا.  إنها تدعم مجموعة
+
+89
+00:06:09,850 --> 00:06:11,950
+البيوت والمصانع الموجودة في المنطقة.
+
+90
+00:06:11,950 --> 00:06:16,430
+ثانيًا، التحكم الجيد في تدفق الطاقة (control of power flow).  إذا
+
+91
+00:06:16,430 --> 00:06:20,650
+كان لديّ microgrid مُصممة تصميمًا جيدًا،
+
+92
+00:06:20,650 --> 00:06:25,230
+سأعرف كل منزل كم من الطاقة يمكنه إعطاء أو أخذ طاقة.  سأقرر
+
+93
+00:06:25,230 --> 00:06:29,020
+متى يمكنني الاستفادة من الـ grid أو لا،  سأعمل على
+
+94
+00:06:29,020 --> 00:06:32,740
+الاتصال بالـ grid أو عدم الاتصال بها،  هل سأعطيها طاقة
+
+95
+00:06:32,740 --> 00:06:35,940
+ومتى سأعطيها ومتى لن أعطيها،  يبقى هذا
+
+96
+00:06:35,940 --> 00:06:39,400
+معدل (macro rate) يعطيني تسهيلات جيدة للتحكم
+
+97
+00:06:39,400 --> 00:06:44,200
+في الطاقة (control of power).  طبعًا، يقلل انبعاثات الكربون (carbon emission) بشكل كبير
+
+98
+00:06:44,200 --> 00:06:48,600
+لأنه يعتمد على هذه الموارد، وهذا أمر طبيعي، ويقلل
+
+99
+00:06:48,600 --> 00:06:51,560
+الخسائر (losses) لأنني قد لا أحتاج خطوط نقل (transmission lines) كبيرة.
+
+100
+00:06:51,560 --> 00:06:54,940
+لماذا؟  لأنني أُولّد الطاقة في نفس المنطقة التي
+
+101
+00:06:54,940 --> 00:07:00,900
+أوجد بها. طبعًا، ستكون أكثر متانة (robustness) ،  ممكن أن تكون
+
+102
+00:07:00,900 --> 00:07:04,720
+المتانة عالية (high robustness) وأكثر موثوقية (reliable) ضد الانخفاضات المفاجئة (against sudden falls)، لماذا؟ لأن
+
+103
+00:07:04,720 --> 00:07:07,760
+لنفترض أن كل مدينة عبارة عن microgrid،  فإذا حدث
+
+104
+00:07:07,760 --> 00:07:11,570
+لا قدر الله مشكلة في مدينة معينة،  عاصفة ضربتها،
+
+105
+00:07:11,570 --> 00:07:14,910
+microgrid الخاصة بها، أو أسلاكها (slags)  انقطعت، المحولات
+
+106
+00:07:14,910 --> 00:07:21,150
+حدثت فيها مشكلة،  فالمدينة الأخرى قد لا تتأثر بذلك،
+
+107
+00:07:21,150 --> 00:07:25,470
+أو يكون هناك تعويض عن هذا التأثير، وبالتالي
+
+108
+00:07:25,470 --> 00:07:29,510
+ستكون أكثر موثوقية (more reliable).  آخر نقطة، وهي الأهم، وهي
+
+109
+00:07:29,510 --> 00:07:32,290
+أن العميل (customer)،  أنت وأنا، بيوتنا، أنا وأنت،
+
+110
+00:07:32,290 --> 00:07:35,530
+إذا كنا جزءًا من الـ microgrid، فنحن نُعتبر جزءًا من
+
+111
+00:07:35,530 --> 00:07:39,410
+الشبكة (grid) الكاملة.  يمكنني المشاركة في الطاقة أو أخذ طاقة
+
+112
+00:07:39,410 --> 00:07:42,990
+حسب رغبتي، وبالتالي، لديّ تحكم في الطاقة
+
+113
+00:07:42,990 --> 00:07:46,830
+هذه، وأستطيع أن أقرر متى أبيعها ومتى أشتريها.
+
+114
+00:07:46,830 --> 00:07:51,230
+وبالتالي، هذا مفيد جدًا للعملاء (customer)، ليس فقط للشركات،
+
+115
+00:07:51,230 --> 00:07:55,790
+أو للتطوير الطبيعي للشبكة (grid)، بل أيضًا
+
+116
+00:07:55,790 --> 00:08:00,110
+للعملاء (customer). هذا رسم توضيحي،  يمكنكم تخيله هكذا.
+
+117
+00:08:00,110 --> 00:08:04,870
+لنلقِ نظرة على الفرق.  الـ grid الأساسية عبارة عن محطة
+
+118
+00:08:04,870 --> 00:08:09,910
+توليد كبيرة تُعطيني طاقة في اتجاه واحد للبيوت،
+
+119
+00:08:09,910 --> 00:08:14,090
+والمصانع، وكل شيء.  أما في الـ microgrid، فأنا
+
+120
+00:08:14,090 --> 00:08:17,990
+لديّ محطة توليد تُعطيني طاقة،  ولكن لديّ محطة
+
+121
+00:08:17,990 --> 00:08:21,730
+توليد صغيرة تعتمد على الرياح، والشمس،
+
+122
+00:08:21,730 --> 00:08:24,210
+والمد والجزر، وأشياء أخرى، مثل الهيدروجين (hydrogen).
+
+123
+00:08:24,900 --> 00:08:28,420
+كل هذا يُعطيني طاقة داخليًا، بحيث يقلل
+
+124
+00:08:28,420 --> 00:08:32,660
+من مقدار الطاقة الكبيرة القادمة من الـ grid.
+
+125
+00:08:32,660 --> 00:08:36,260
+أو حتى يمكن الاستغناء عنها تمامًا، إذا كانت الـ grid
+
+126
+00:08:36,260 --> 00:08:41,500
+متوفرة، أو إذا كانت الطاقة المستخدمة من
+
+127
+00:08:41,500 --> 00:08:46,180
+مصادر الطاقة المتجددة كافية.  الآن،  microgrid، كيف تعمل هذه، أو هل
+
+128
+00:08:46,180 --> 00:08:49,700
+هناك أوضاع للعمل أم لا؟  هناك وضعان، لنفترض أن هذه
+
+129
+00:08:53,280 --> 00:08:58,430
+الـ الصورة. هذا الجزء، أولًا، هذا عبارة عن الـ grid،
+
+130
+00:08:58,430 --> 00:09:01,750
+هذا هو المفتاح (switch)، وهذا هو الـ grid، الـ
+
+131
+00:09:01,750 --> 00:09:06,850
+microgrid الخاصة بي. هذا المربع هنا عبارة عن
+
+132
+00:09:06,850 --> 00:09:09,590
+microgrid.  تحتوي الـ microgrid على أحمال (load)،  الـ
+
+133
+00:09:09,590 --> 00:09:14,020
+أحمال (load) هي البيوت، المصانع، والمؤسسات. يوجد
+
+134
+00:09:14,020 --> 00:09:18,700
+مُولد ديزل (diesel generator) ،  قد يكون بداخلها،  طبعًا، إذا كان
+
+135
+00:09:18,700 --> 00:09:22,240
+الحمل (load) مرتفعًا،  قد يعمل في أوقات معينة وليس دائمًا.
+
+136
+00:09:22,240 --> 00:09:26,660
+يوجد طبعًا طاقة قادمة من الشمس والرياح، وما إلى ذلك،
+
+137
+00:09:26,660 --> 00:09:30,800
+فكل هذا يساهم معًا في دعم
+
+138
+00:09:30,800 --> 00:09:33,100
+الأحمال (load) وتزويدها بالكهرباء اللازمة. هذه هي الـ
+
+139
+00:09:33,100 --> 00:09:37,520
+microgrid. تمام؟ الآن، هذه الـ microgrid يمكن توصيلها بـ
+
+140
+00:09:37,520 --> 00:09:41,020
+الـ grid أو لا.  لذا، هنا لدينا الـ grid، أو محطة
+
+141
+00:09:41,020 --> 00:09:45,360
+التوليد الرئيسية، حسنًا؟ يوجد خيار من خلال
+
+142
+00:09:45,360 --> 00:09:48,680
+المفتاح (switch) هذا، يمكنني توصيل الـ microgrid بـ
+
+143
+00:09:48,680 --> 00:09:51,940
+الـ grid أو لا، وبالتالي، أصبح لدينا وضعان هنا.
+
+144
+00:09:51,940 --> 00:09:54,880
+هذا الخط هنا يُسمى نقطة التوصيل المشتركة (point of common
+
+145
+00:09:54,880 --> 00:09:57,840
+coupling)، point of common coupling، لأن كل
+
+146
+00:09:57,840 --> 00:10:01,000
+الأحمال (loads) وكل الموارد (resources) تتصل به  لتحقيق التوازن
+
+147
+00:10:01,000 --> 00:10:05,700
+بين بعضها البعض،  وهذه النقطة تتصل بالـ grid أو لا. وبالتالي
+
+148
+00:10:05,700 --> 00:10:09,620
+هناك وضعان،  إذا كان المفتاح (switch) مغلقًا،  موصولًا يعني
+
+149
+00:10:09,620 --> 00:10:12,520
+ذلك، أن الـ grid متصلة بـ microgrid، فيُسمى هذا
+
+150
+00:10:12,520 --> 00:10:15,260
+الوضع، يُطلق عليه في الوضع  grid
+
+151
+00:10:15,260 --> 00:10:20,790
+connected mode.  حسنًا، إذا كانت الـ microgrid غير
+
+152
+00:10:20,790 --> 00:10:24,190
+متصلة بالـ grid،  يعني أن هذا المفتاح (switch) مفتوح، وبالتالي
+
+153
+00:10:24,190 --> 00:10:28,070
+يُسمى island mode، وهذا الاسم مشهور جدًا في الأبحاث.
+
+154
+00:10:28,070 --> 00:10:31,190
+island mode أو grid connected mode.  من اسم الـ grid
+
+155
+00:10:31,190 --> 00:10:34,290
+connected mode،  هو الموصول، island mode  هي عبارة عن
+
+156
+00:10:34,290 --> 00:10:37,550
+أو isolated mode،  هو أن الـ microgrid
+
+157
+00:10:37,550 --> 00:10:41,630
+تعمل بمفردها دون أي دعم من الـ grid نفسها.  حسنًا؟
+
+158
+00:10:41,630 --> 00:10:45,290
+هذه هي أوضاع عمل الـ microgrid،  ويُشار إليها كثيرًا في
+
+159
+00:10:45,290 --> 00:10:48,130
+الأوراق البحثية (papers) وفي الأبحاث.  لذا،  على الأقل،  أصبحت تعرف الآن
+
+160
+00:10:48,130 --> 00:10:51,790
+الفرق بينهما،  تعرف الآن إذا أردت العمل في أي وضع ستعمل فيه.
+
+161
+00:10:51,790 --> 00:10:57,350
+حسنًا، قبل أن نرى،  هنا يوجد كما قلت،  هناك
+
+162
+00:10:57,350 --> 00:11:02,210
+مصادر طاقة متجددة، مثل الرياح أو الشمس، أو
+
+163
+00:11:02,210 --> 00:11:05,750
+غيرها.  حسنًا،  هذه الوحدة هنا، هل أُوصل مصدر
+
+164
+00:11:05,750 --> 00:11:09,110
+الطاقة المتجددة مباشرةً بـ microgrid؟  طبعًا لا،  هناك
+
+165
+00:11:09,110 --> 00:11:14,370
+هنا وحدة، دعونا نتعرف على هذه الوحدة معًا. هذه الوحدة
+
+166
+00:11:14,370 --> 00:11:17,510
+تتكون أساسًا من مصدر للطاقة المتجددة، سواءً كان
+
+167
+00:11:17,510 --> 00:11:21,850
+رياحًا أو مدًّا أو شمسًا،  في النهاية، هذه الثلاثة،
+
+168
+00:11:21,850 --> 00:11:26,750
+سأستخرج منها طاقة، إذا كانت تيارًا مستمرًا (DC)،  أُخزنها مباشرةً في
+
+169
+00:11:26,750 --> 
+
+223
+00:14:49,860 --> 00:14:52,120
+control اللي إحنا بندرسه في كتبنا في MedTech
+
+224
+00:14:52,120 --> 00:14:56,980
+Baccalaureate وبعدها كان بيعمل عملية إيش تاخذه
+
+225
+00:14:56,980 --> 00:15:01,620
+لل PWM عشان يصلح الإشارة تمام، فهذا الـ structure
+
+226
+00:15:01,620 --> 00:15:04,900
+تبع الـ inverter لكن في structures تانية إحنا مش
+
+227
+00:15:04,900 --> 00:15:07,360
+شايفين هنا في transit، طبعًا هنا مافيش transit، ليه؟
+
+228
+00:15:07,360 --> 00:15:11,960
+لأن هنا بفترض أن في عندي جهد DC عالي حوالي فوق الـ
+
+229
+00:15:11,960 --> 00:15:15,810
+400 volt تمام، وبالتالي أنا هنا سهل أحصل على 200 volt
+
+230
+00:15:15,810 --> 00:15:21,430
+أو 220 volt من غير عملية رفع وخفض للجهود، لكن في
+
+231
+00:15:21,430 --> 00:15:25,250
+مجموعة تانية من الـ structures تبع الـ inverters
+
+232
+00:15:25,250 --> 00:15:28,790
+اللي إحنا بنعرفها أو هعرضها لكم الآن، أو لو
+
+233
+00:15:28,790 --> 00:15:33,450
+عندي هنا مصدر تيار مستمر تمام، متمثل فيه الوحش
+
+234
+00:15:33,450 --> 00:15:37,530
+الشمسية نفترض، أو بطاريات تمام، نفترض أنه تلاتين volt
+
+235
+00:15:37,530 --> 00:15:41,250
+طيب أنا هنا عايز تلاتمية volt، كيف أرفع تلاتين volt
+
+236
+00:15:41,250 --> 00:15:44,170
+لـ تلاتمية؟ ليه؟ لأن الـ inverter هنا، الـ blocks الزرق
+
+237
+00:15:44,170 --> 00:15:48,310
+دول كلهم inverters، الانفرتر هنا عايز 300 volt
+
+238
+00:15:48,310 --> 00:15:52,130
+حوالي عشان يقدر يطلع الـ 220، فكيف أعمل؟ بقول لك أنت
+
+239
+00:15:52,130 --> 00:15:56,950
+ممكن تستعمل حاجة اسمها boost DC converter، الـ boost
+
+240
+00:15:56,950 --> 00:16:00,770
+DC converter، تمام، هذا بيعمل على stepping up the DC
+
+241
+00:16:00,770 --> 00:16:04,270
+voltage، لو عندي 30 volt هنا ممكن يرفعهم لـ 300
+
+242
+00:16:04,270 --> 00:16:09,460
+لو عندي 200 ممكن يرفعهم لأربعماية، لأي قدر ممكن.
+
+243
+00:16:09,460 --> 00:16:12,160
+أنا بدخله طبعًا اللي هو control معين، لو أنت... هاد
+
+244
+00:16:12,160 --> 00:16:14,000
+عبارة عن دائرة كهربائية، أنت لو بحثت في الـ net
+
+245
+00:16:14,000 --> 00:16:17,900
+هتلاقي boost converter، ابحث عن boost converter
+
+246
+00:16:17,900 --> 00:16:21,200
+هتلاقي دائرة لها و control system معين، فأنت إيش
+
+247
+00:16:21,200 --> 00:16:25,400
+بترفع جهد الـ DC من قيمة صغيرة لقيمة كبيرة، وبعدين
+
+248
+00:16:25,400 --> 00:16:29,160
+بتعطيها للـ inverter، طيب هل في خيار آخر؟ اه، أنا لو
+
+249
+00:16:29,160 --> 00:16:35,340
+عندي هنا جهد صغير، بحوله لـ AC، وبعدين برفع الـ AC عن
+
+250
+00:16:35,340 --> 00:16:38,660
+طريق الـ Trans، فأنا هنا تلاتين Volt بروح أحولها
+
+251
+00:16:38,660 --> 00:16:42,920
+مثلًا لإثنين وعشرين Volt، وبعدين بكبرها بعشر مرات
+
+252
+00:16:42,920 --> 00:16:46,320
+عن طريق الـ Trans، وهذا الـ structure هو اللي
+
+253
+00:16:46,320 --> 00:16:49,500
+بيصنعوه محليًا، هذا هو الـ inverter اللي بيصنعوه
+
+254
+00:16:49,500 --> 00:16:54,180
+محليًا غالبًا، يمكن في غزة بيستعملوا الـ DC بيحولوها لـ
+
+255
+00:16:54,180 --> 00:16:58,560
+AC وبعدين برفعوها عن طريق الـ Trans، ولكن هذه يمكن
+
+256
+00:16:58,560 --> 00:17:01,810
+أسوأ الـ structures الموجودة، أو الـ topology
+
+257
+00:17:01,810 --> 00:17:06,550
+الموجودة في الانفرتر، لماذا؟ لأن الـ trans كبير جدًا
+
+258
+00:17:06,550 --> 00:17:09,790
+و الـ cost ليه كمان؟ لو إذا زاد التيار أنتَ
+
+259
+00:17:09,790 --> 00:17:15,310
+أكيد هيزيد الحجم، طيب خيار آخر، أنت هنا بتستعمل الـ
+
+260
+00:17:15,310 --> 00:17:18,770
+trans ماشي الحال، ولكن الـ trans هذا مختلف، هذا الـ
+
+261
+00:17:18,770 --> 00:17:23,860
+trans عشان يرفع الـ DC من قيمة لقيمة، وهيكون أصغر حجمًا
+
+262
+00:17:23,860 --> 00:17:29,080
+وبتعامل مع high frequency، إيش بيسوّوا هنا مثلًا هنا
+
+263
+00:17:29,080 --> 00:17:33,220
+في عندي أنا قيمة صغيرة للـ DC بروح أحولها AC، و
+
+264
+00:17:33,220 --> 00:17:37,000
+بعدين برفعها عن طريق Trans، وبعدين بحولها لـ DC عن
+
+265
+00:17:37,000 --> 00:17:41,660
+طريق مقوم مرة تانية، وبالتالي هنا رفع عملية الجهد
+
+266
+00:17:41,660 --> 00:17:45,340
+الـ DC لقيمة عالية عن طريق تحويله لـ AC و رفعه، بعدين
+
+267
+00:17:46,430 --> 00:17:51,830
+التحويل إلى DC، التحويل هنا الـ AC هنا بتردد كبير
+
+268
+00:17:51,830 --> 00:17:56,070
+جدًا، فهذا يسمونه frequency transformer، أنا هنا حصلت
+
+269
+00:17:56,070 --> 00:18:00,150
+على 300 400 volt، وبالتالي بقدر أحولها، وبالتالي هنا
+
+270
+00:18:00,150 --> 00:18:04,310
+uses transformer to step up the DC voltage، آخر
+
+271
+00:18:04,310 --> 00:18:09,210
+structure اللي هو أن أنا بكون عندي هنا مجموعة كبيرة
+
+272
+00:18:09,210 --> 00:18:13,390
+من الألواح الشمسية مثلًا، كل لوح بيعطيني تلاتين volt
+
+273
+00:18:13,390 --> 00:18:16,110
+وأنا عندي عشرة عشرين لوح، وبالتالي صار عندي الـ volt
+
+274
+00:18:16,110 --> 00:18:19,550
+تلاتمية أو اربعماية volt، ممكن أنا استعملها بشكل
+
+275
+00:18:19,550 --> 00:18:24,710
+مباشر من غير transit أو boost converter، تمام؟
+
+276
+00:18:24,710 --> 00:18:28,490
+الأغلب أو الأشهر اللي هو الـ structure الأول اللي
+
+277
+00:18:28,490 --> 00:18:32,150
+هو بيستعمل boost converter، نجي لـ Inverter بشكل
+
+278
+00:18:32,150 --> 00:18:34,970
+سريع بس عشان أعمل لكم عملية تحفيز لـ structure
+
+279
+00:18:34,970 --> 00:18:38,910
+تبعه، قلنا هنا عبارة عن الـ IGBT أو الـ mosfet، وطبعًا
+
+280
+00:18:38,910 --> 00:18:42,390
+two leg أو one leg حسب، أو three legs حسب الـ phase
+
+281
+00:18:42,390 --> 00:18:48,350
+اللي بدك إياه، طبعًا بيكون عندي هنا ملف ومكثف بيعمل
+
+282
+00:18:48,350 --> 00:18:53,210
+عملية filter، وهنا بيطبق عليهم PWM، طيب الملف و
+
+283
+00:18:53,210 --> 00:18:55,830
+المكثف دول قيمتهم، ممكن تكون قيمتهم، أنا بأعطيك قيم
+
+284
+00:18:55,830 --> 00:19:00,320
+بس هيك عشان تحفيز لكم، أغلب القيم بتدور حوالي واحد
+
+285
+00:19:00,320 --> 00:19:03,660
+ملي هنري هنا، وهنا خمسين مايكرو فراد، الواحد ملي
+
+286
+00:19:03,660 --> 00:19:07,580
+هنري هنا، لو الـ inverter تبعك واحد كيلو، معناته لازم
+
+287
+00:19:07,580 --> 00:19:10,620
+الملف يتحمل الواحد كيلو، وبالتالي أنت لازم تختار
+
+288
+00:19:10,620 --> 00:19:15,120
+تيار حسب قيمة الـ kilowatt تبع مين؟ تبع الـ
+
+289
+00:19:15,120 --> 00:19:18,080
+inverter تبعك، هنا واحد ملي وهنا خمسين مايكرو، طبعًا
+
+290
+00:19:18,080 --> 00:19:21,840
+كل ما زودت الـ capacitance كل ما كان أفضل، ولكن أنتَ
+
+291
+00:19:21,840 --> 00:19:26,750
+بدك تعمل حساب الـ cost والحجم، تمام. طيب أنا الآن بعد
+
+292
+00:19:26,750 --> 00:19:29,770
+ما أولد هنا sine wave، أنا لازم أعمل عملية feedback
+
+293
+00:19:29,770 --> 00:19:33,630
+ليه؟ لأنه بتعمل عملية control، أو عن طريق نوع من الـ
+
+294
+00:19:33,630 --> 00:19:39,550
+control، بي بي أي، fuzzy، أي حاجة، وطبعًا بأولد إشارة
+
+295
+00:19:39,550 --> 00:19:43,080
+PWM مناسبة عشان يطلع لي الـ sine wave، متناسبة مع
+
+296
+00:19:43,080 --> 00:19:48,140
+الداخل، عملية الـ sensing هذه بتتم عن طريق
+
+297
+00:19:48,140 --> 00:19:51,860
+حاجة اسمها LEM Sensors، نوع من السنسورات مشهور في
+
+298
+00:19:51,860 --> 00:19:56,180
+الأبحاث، موجود في الـ papers، وهذا وأنا بديك نوع من
+
+299
+00:19:56,180 --> 00:20:00,520
+أنواع السنسور المستخدمة اسمه LEM sensor، بتدور على
+
+300
+00:20:00,520 --> 00:20:03,300
+جوجل LEM voltage sensor و LEM current sensor
+
+301
+00:20:03,300 --> 00:20:06,420
+هتلاقي عندك مجموعة كبيرة، ممكن تختار اللي بدك إياه
+
+302
+00:20:06,420 --> 00:20:09,060
+منها، في ناس بيستعملوش LEM sensor بيستعملوا الـ
+
+303
+00:20:09,060 --> 00:20:14,230
+circuit  الـ سعادية، وكل واحد طبعًا إلها advantage و
+
+304
+00:20:14,230 --> 00:20:19,270
+disadvantage، طيب أنا في عندي هنا grid، هذه طبعًا أنا
+
+305
+00:20:19,270 --> 00:20:22,070
+inverter يفترض أنه يا ينشبك على الـ load يا ينشبك
+
+306
+00:20:22,070 --> 00:20:24,910
+على الـ LED، أو يشبك طبعًا مع الاتنين على التوازي، أنا
+
+307
+00:20:24,910 --> 00:20:27,810
+إذا عندي خيار ممكن أشبك مع الـ grid أو لأ، فإحنا
+
+308
+00:20:27,810 --> 00:20:30,990
+ممكن ما نشبكوش مع الـ grid، فهذه المنطقة أعتبرها
+
+309
+00:20:30,990 --> 00:20:34,610
+مهملة، لكن لو كنت أشبك مع الـ grid يفضل يحط هنا إيش
+
+310
+00:20:34,610 --> 00:20:39,310
+ملف تقريبًا 100 microhenry أو 200 microhenry، وهي الـ
+
+311
+00:20:39,310 --> 00:20:42,220
+grid، وطبعًا عامل لازم عملية synchronization، و
+
+312
+00:20:42,220 --> 00:20:45,560
+الأشياء هذه، الـ capacitor هذا قولنا لازم يكون كبير
+
+313
+00:20:45,560 --> 00:20:52,480
+بقدر الإمكان عشان يعمل عملية إيش؟ يخلص من أي ripple
+
+314
+00:20:52,480 --> 00:20:56,920
+موجود في الـ DC اللي داخل الـ inverter، هذه عملية الـ
+
+315
+00:20:56,920 --> 00:21:00,560
+controller هنا مهمة جدًا، أنت ممكن تقول لي هل ممكن
+
+316
+00:21:00,560 --> 00:21:04,730
+أستعمل الـ BEC microcontroller، الـ atmel، الـ avr، الـ
+
+317
+00:21:04,730 --> 00:21:08,590
+arduino، الـ raspberry pi؟ بقول لك طبعًا ممكن تستعملها
+
+318
+00:21:08,590 --> 00:21:13,950
+طبعًا كل واحد حسب الـ professional تبع الـ programmer
+
+319
+00:21:13,950 --> 00:21:17,770
+هو اللي بيحسن في البرنامج أو لأ، ولكن أنا بحكيلك أن
+
+320
+00:21:17,770 --> 00:21:21,480
+أغلب الـ papers، كتير من الـ papers بتستعمل نوعين من
+
+321
+00:21:21,480 --> 00:21:25,840
+الـ... الـ controller، الـ FBGA، والأشهر من الـ... مش
+
+322
+00:21:25,840 --> 00:21:28,960
+الأشهر، الأكثر استعمالًا من الـ FBGA اللي هو الـ DSP
+
+323
+00:21:28,960 --> 00:21:31,940
+Controller اللي يحتوي على كمية كبيرة... chains
+
+324
+00:21:31,940 --> 00:21:35,620
+كتير من الـ PWM و timers و الـ Antidistrict
+
+325
+00:21:35,620 --> 00:21:39,240
+converter و Antidistrict converter، فـ... هذه يمكن
+
+326
+00:21:39,240 --> 00:21:44,700
+أشهر كتير، بالنسبة لصناعة الـ inverters حتى
+
+327
+00:21:44,700 --> 00:21:46,980
+commercially، كل الـ inverters اللي أنا شوفتها
+
+328
+00:21:46,980 --> 00:21:50,680
+commercially بتستعمل DSP Controller، طبعًا إيش
+
+329
+00:21:50,680 --> 00:21:54,980
+العائلة بتستعملها TMS320F28XX
+
+330
+00:21:54,980 --> 00:22:01,780
+2808 أو 2812 أو 28357 على اعتقادي، فهذه العائلة
+
+331
+00:22:01,780 --> 00:22:07,020
+مشهورة بالنسبة لعمل الـ control تبع الـ inverter، هذه
+
+332
+00:22:07,020 --> 00:22:10,560
+فقط عبارة عن معلومات فقط لتحفيزك أو لتضيق دائرة
+
+333
+00:22:10,560 --> 00:22:14,520
+البحث لبحثك، لو نتطلع الـ electric... كان الـ electric
+
+334
+00:22:14,520 --> 00:22:17,640
+vehicle هذا عبارة عن... جواتها عبارة عن نفس الـ
+
+335
+00:22:17,640 --> 00:22:21,000
+elements برضه، electric vehicle، يعني معناته أن
+
+336
+00:22:21,000 --> 00:22:25,120
+العجلات هذه بدها موتور يدورها، تمام؟ والـ motor
+
+337
+00:22:25,120 --> 00:22:29,180
+هذا لازم يكون يا إما AC يا إما DC، إذا كان DC ماشي
+
+338
+00:22:29,180 --> 00:22:32,700
+الحال بياخد من البطارية بشكل مباشر، لكن لو كان AC
+
+339
+00:22:32,700 --> 00:22:37,040
+الـ AC هنا، لو كان الـ motor AC معناته أنا عندي لازم
+
+340
+00:22:37,040 --> 00:22:40,830
+يحصل على AC، طيب أنا عندي بطارية، أنا عندي جوا الـ car
+
+341
+00:22:40,830 --> 00:22:44,490
+هنا في بطارية DC، معناته أنا لازم inverter، طب
+
+342
+00:22:44,490 --> 00:22:48,310
+مرات البطارية الجهد تبعه منخفض، فأنا لازم boost
+
+343
+00:22:48,310 --> 00:22:52,630
+converter، بيعمل عملية رفع للجهد وبيعطيها للإنفرتر
+
+344
+00:22:52,630 --> 00:22:57,070
+وبالتالي بشغل الـ motor زي ما أنا بدي، فهذا عبارة عن
+
+345
+00:22:57,070 --> 00:23:00,630
+جزء بسيط من تطبيقات الـ inverter اللي هو الـ
+
+346
+00:23:00,630 --> 00:23:03,590
+electric، في كده بس حبيت أحط الـ block عشان أفرجيكم
+
+347
+00:23:03,590 --> 00:23:07,340
+جدًّا المترابطات مع بعض، طيب مثلًا لو أنت صنعتَ
+
+348
+00:23:07,340 --> 00:23:10,060
+inverter وحابب يعني تزوّد الـ properties إيه له
+
+349
+00:23:10,060 --> 00:23:15,500
+مثلًا، بتجيس الـ active و الـ reactive power، اللي هي
+
+350
+00:23:15,500 --> 00:23:19,740
+الـ P و الـ Q، أكيد كلنا بنعرف الـ P و الـ Q، تمام، الـ
+
+351
+00:23:19,740 --> 00:23:22,260
+active و الـ reactive power، كيف بيجيسها؟ طبعًا إذا
+
+352
+00:23:22,260 --> 00:23:26,260
+بتجيس الـ active power، تمام، الـ P بضرب التيار في الـ
+
+353
+00:23:26,260 --> 00:23:29,640
+volt بشكل عادي، طبعًا بعد ما أجيسهم بالـ sensors هدول
+
+354
+00:23:29,640 --> 00:23:32,700
+بضرب التيار في الـ volt، وعن طريق low pass filter
+
+355
+00:23:32,700 --> 00:23:36,520
+بحصل على إيش؟ قيمة الـ P، 1 كيلو، 2 كيلو، يعني بحصل على
+
+356
+00:23:36,520 --> 00:23:40,130
+جدًّا الـ load ماخذ مني، بدي أجيس الـ Q، نفس القصة
+
+357
+00:23:40,130 --> 00:23:44,310
+ولكن إيش؟ بجيس التيار، وبأعمل عملية تأخير لإشارة الـ
+
+358
+00:23:44,310 --> 00:23:48,030
+volt، هنا سالب مش موجب، بأعمل عملية تأخير للـ volt
+
+359
+00:23:48,030 --> 00:23:51,990
+بمقدار تسعين درجة، وبعدين بضربها بالتيار، وبأعمل له
+
+360
+00:23:51,990 --> 00:23:55,530
+low pass filter، وبيعطيني قيمة الـ Q، طيب عملية التأخير
+
+361
+00:23:55,530 --> 00:23:58,410
+لـ... إيش... إيش التسعين درجة؟ هذه التسعين درجة
+
+362
+00:23:58,410 --> 00:24:02,630
+هذه هي عبارة عن ربع cycle، يعني ربع T، تمام، فإن الـ T
+
+363
+00:24:02,630 --> 00:24:05,030
+... الـ cycle عبارة عن إيش؟ اللي هو واحد على
+
+364
+00:24:05,030 --> 00:24:07,420
+frequency، وإن الـ frequency عندي خمسين hertz، يعني
+
+365
+00:24:07,420 --> 00:24:10,080
+هيكون الـ T عندي 20 millisecond، يبقى الربع هيكون
+
+366
+00:24:10,080 --> 00:24:14,620
+عندي 5 millisecond، فأنا بأعمل على تحويل أو عملية
+
+367
+00:24:14,620 --> 00:24:19,400
+تأخير الـ volt بـ 5 milliseconds، okay، لو أنا عندي
+
+368
+00:24:19,400 --> 00:24:24,220
+برضه بدي أطلع PWM عشان يطلع لي sine wave، كيف أنا
+
+369
+00:24:24,220 --> 00:24:28,320
+أطبق PWM عشان يطلع لي sine wave؟ أنا أفترض عندي هنا
+
+370
+00:24:28,320 --> 00:24:30,620
+أن الـ sine wave موجودة، أنا بس حاطط لكم الـ block هذا
+
+371
+00:24:30,620 --> 00:24:34,880
+ليتحفيزكم أيضًا، هنا في sine wave نفترض، okay، أنتَ
+
+372
+00:24:34,880 --> 00:24:39,790
+هتجيبها من أي مكان، عن طريق الـ block هذا تمام، هتقدر
+
+373
+00:24:39,790 --> 00:24:43,950
+أنت تطلع هنا إشارة الـ PWM على الأربع ترانزستورات، لو
+
+374
+00:24:43,950 --> 00:24:46,690
+كان single phase، هيفي عندك أربع ترانزستورات هنا
+
+375
+00:24:46,690 --> 00:24:50,330
+أربع pulses هيروحوا لأربع ترانزستورات، وبهيك أنتَ
+
+376
+00:24:50,330 --> 00:24:54,510
+بتقدر تولد PWM تمام، متناسبة مع أي sine wave، وبالتالي
+
+377
+00:24:54,510 --> 00:24:58,230
+لما تولدها بتروح تحط filter، بتحصل على pure sine
+
+378
+00:24:58,230 --> 00:25:03,130
+wave، Okay، نيجي الآن لـ microgrid literature review
+
+379
+00:25:03,130 --> 00:25:06,250
+اللي... اللي... اللي يمكن أنا تعرضت لها أنا خلال
+
+380
+00:25:06,250 --> 00:25:11,210
+قراءتي لـ microgrid papers كتيرة، ففي بعض المشاكل
+
+381
+00:25:11,210 --> 00:25:15,570
+ناقشوها، وفي papers كتيرة انتشرت عليها، فأنا هعطيك
+
+382
+00:25:15,570 --> 00:25:20,430
+مجموعة بشكل سريع من هذه المشاكل، ومجموعة من الحلول
+
+383
+00:25:20,430 --> 00:25:24,510
+فقط كتحفيز لك كطالب ماجستير أو دكتوراه حابب يكتب
+
+384
+00:25:24,510 --> 00:25:27,510
+proposal في الموضوع هذا، أنه إيش فيه keywords أنا
+
+385
+00:25:27,510 --> 00:25:31,010
+ممكن أستفيد منها، وعلى وين أبحث، أول مشكلة بتواجههم
+
+386
+00:25:31,010 --> 00:25:34,790
+أو يعني بتعرضها اللي هي عملية voltage and
+
+387
+00:25:34,790 --> 00:25:38,790
+current regulation، أنا بدي الـ volt عبارة عن sine
+
+388
+00:25:38,790 --> 00:25:43,590
+wave من غير أي resonance، من غير أي harmonics، ويكون
+
+389
+00:25:43,590 --> 00:25:48,550
+regular دائمًا 220 volt لو بالـ load أو من غير load
+
+390
+00:25:48,
+
+445
+00:29:12,900 --> 00:29:16,420
+بحاول أحل المشكلة وأجعلهم اثنين متساويات، طبعا هذه
+
+446
+00:29:16,420 --> 00:29:22,320
+فيها أسباب اللي حابب يدرسها بعدين، ولكن هذه مشكلة
+
+447
+00:29:22,320 --> 00:29:25,380
+المشاكل، الـ drop control بعمل لي deviation في الـ
+
+448
+00:29:25,380 --> 00:29:29,040
+frequency والـ voltage، يعني الـ 220 متكونش 220 مية
+
+449
+00:29:29,040 --> 00:29:32,140
+مئة، شوية أقل، الـ frequency برضه بعمل لي عملية
+
+450
+00:29:32,140 --> 00:29:36,340
+deviation، جليل ليش؟ لأنه هو أصلا بيستعين فيهم عشان
+
+451
+00:29:36,340 --> 00:29:41,280
+يعمل عملية تصحيح للـ power، إيش في solutions لتحسين
+
+452
+00:29:41,280 --> 00:29:44,860
+الـ drop control؟ في عندك الـ BID control، استعملوها مع
+
+453
+00:29:44,860 --> 00:29:48,420
+الـ drop control عشان تحسن، أو angle drop control، لأن
+
+454
+00:29:48,420 --> 00:29:50,320
+هذا بتعتمد على الـ frequency، لما تستعملوا angle
+
+455
+00:29:50,320 --> 00:29:53,720
+مرات، أو في عندك loops ثانية ممكن تساعد الـ drop control
+
+456
+00:29:53,720 --> 00:29:58,200
+للي حابب يتعمق، ممكن يخلق papers عن هذه القصص، في عندك
+
+457
+00:29:58,200 --> 00:30:01,620
+حاجة مهمة جدا اسمها Islanding Detection، الآن لو في
+
+458
+00:30:01,620 --> 00:30:05,140
+عندك inverter ومشبوك، هذا الـ inverter شوف كيف الـ
+
+459
+00:30:05,140 --> 00:30:08,100
+inverter مشبوك مع الـ grid، الآن خلاص Synchronized
+
+460
+00:30:08,100 --> 00:30:10,740
+مع بعضه ومبسوط وجايّ بيبعت power أو بياخد power
+
+461
+00:30:10,740 --> 00:30:14,680
+و100%، نفترض فجأة أو لسبب من الأسباب، الـ grid هذه
+
+462
+00:30:14,680 --> 00:30:18,360
+انفصلت، الـ Trans انحرجت، الفيوزية انحرجت، الـ
+
+463
+00:30:18,360 --> 00:30:21,660
+transmission line انقطع تماما، إيش لازم الـ inverter
+
+464
+00:30:21,660 --> 00:30:25,880
+يعمل حسب الـ standard تبع الـ IEEE، إيش بيحكي؟ بيقول
+
+465
+00:30:25,880 --> 00:30:30,320
+في هذه الحالة، على طول الـ inverter معاه ثانيتين فقط
+
+466
+00:30:30,720 --> 00:30:35,180
+عشان يوقف أو يفصل حاله عن الـ micro grid، هي كان
+
+467
+00:30:35,180 --> 00:30:39,000
+النظام، هي كان الـ standard تبع IEEE، ليش؟ لأنه بيقول لك
+
+468
+00:30:39,000 --> 00:30:42,080
+لو استمر في إعطاء الطاقة، أول حاجة ممكن الـ load
+
+469
+00:30:42,080 --> 00:30:46,040
+يكون أكبر من حجمه، فيمكن ينحرق، أكبر من قدرته، ممكن
+
+470
+00:30:46,040 --> 00:30:51,470
+ينحرق، ثانيا ممكن لو الـ load عادي طبيعي، هيصير
+
+471
+00:30:51,470 --> 00:30:55,470
+الأسلاك المفترض ما فيش فيها كهربا، هيكون فيها كهربا
+
+472
+00:30:55,470 --> 00:30:58,550
+ليش؟ الأسلاك المفترض انقطعت، ففي الجزء الثاني مفترض
+
+473
+00:30:58,550 --> 00:31:01,390
+ما يكون فيه كهربا، ولكن عشان الـ inverter شغال، هيصير فيه
+
+474
+00:31:01,390 --> 00:31:05,370
+كهربا، ويصير فيه خطر على العمال اللي بيشتغلوا في هذاك
+
+475
+00:31:05,370 --> 00:31:07,750
+... على هذه المنطقة أو في الأسلاك هذه، وبالتالي
+
+476
+00:31:07,750 --> 00:31:11,730
+المفروض أنه ينقطع هذا الـ inverter عن العمل خلال
+
+477
+00:31:11,730 --> 00:31:16,560
+ثانيتين، معاه طيب، إيش في حلول للشغل هذا؟ في عندك
+
+478
+00:31:16,560 --> 00:31:19,000
+حاجة اسمها passive methods وactive methods، الـ
+
+479
+00:31:19,000 --> 00:31:21,320
+passive method بيقول لك من أول ما تروح الـ grid، والله
+
+480
+00:31:21,320 --> 00:31:25,060
+هيصير أكيد مشكلة في الـ volt والـ frequency أو الـ
+
+481
+00:31:25,060 --> 00:31:28,960
+phase، وبالتالي هنعرف طبعا هي هذا الـ solution، أو
+
+482
+00:31:28,960 --> 00:31:32,320
+solution ثانية اسمها active method، يمكن أشهر، أشهر
+
+483
+00:31:32,320 --> 00:31:37,000
+method اللي هي positive feedback، وهي الأقوى، اللي
+
+484
+00:31:37,000 --> 00:31:39,640
+هي الـ active method أقوى من الـ passive method، okay
+
+485
+00:31:39,640 --> 00:31:43,520
+فهذه برضه مجال بحث حلو جدا، وkeyword ممتاز جدا
+
+486
+00:31:43,520 --> 00:31:46,800
+طبعا الـ Islanding detection، دراسة الماجستير والدكتور
+
+487
+00:31:46,800 --> 00:31:50,910
+رابطن عمل عليها لحالها فقط، طيب okay، لو أنا
+
+488
+00:31:50,910 --> 00:31:54,010
+عندي micro grid كاملة فعليا، أنا كـ ... كـ ... كـ
+
+489
+00:31:54,010 --> 00:31:58,550
+customer، عندي inverter وعندي ... عندي ألواح شمسية
+
+490
+00:31:58,550 --> 00:32:01,550
+وفي غيري وجاري وجاري وجاري وكلنا مكونين micro
+
+491
+00:32:01,550 --> 00:32:04,910
+grid، وفي switch يا إما بشبكنا مع الـ grid أو لأ
+
+492
+00:32:04,910 --> 00:32:08,550
+مين بتحكم في هذا الكل؟ ومين بتحكم في عملية الـ
+
+493
+00:32:08,550 --> 00:32:12,490
+monitoring للجثث دي كلها؟ هذا ... هذه عبارة عن
+
+494
+00:32:12,490 --> 00:32:18,060
+structure، بيسموه hierarchical control، تمام، هذا نوع
+
+495
+00:32:18,060 --> 00:32:22,040
+من الـ solutions ... من الـ solutions المقترحة، أنه في
+
+496
+00:32:22,040 --> 00:32:25,040
+عندك levels للـ control، level للـ customer، وlevel
+
+497
+00:32:25,040 --> 00:32:29,560
+للأعلى من الـ customer، وlevel في النهاية للـ ... للـ
+
+498
+00:32:29,560 --> 00:32:34,900
+manager، أنه كل واحد له يعني صلاحيات، أنه يغير في
+
+499
+00:32:34,900 --> 00:32:38,060
+عدة درجات ما بده، فهذه عبارة عن نوع من الـ control
+
+500
+00:32:38,060 --> 00:32:44,420
+اللي لازم... طيب، الآن بالنسبة للـ research تبعي، أنا لو
+
+501
+00:32:44,420 --> 00:32:53,140
+بدي أحكي لكم عنه بشكل سريع، في عندي أنا تركيز في الـ
+
+502
+00:32:53,140 --> 00:32:55,940
+research تبعي على الـ inverters، معناه الكلام، أنا مش
+
+503
+00:32:55,940 --> 00:32:59,540
+مهم عندي الـ DC source، الـ DC source من وين ما هو
+
+504
+00:32:59,540 --> 00:33:03,540
+جاي، مش مش مشكلة عندي، تمام؟ وإيش لو كان في عندك ripple
+
+505
+00:33:03,540 --> 00:33:07,080
+أو مالول، برضه مش دراستي هذه، أنا إيش دراستي؟ دراستي
+
+506
+00:33:07,080 --> 00:33:09,780
+أنه لو كان عندي inverterات مع بعض على التوازي، كيف
+
+507
+00:33:09,780 --> 00:33:13,700
+ينشبكوا من غير مشاكل، كيف يكونوا مع بعض شغالين من
+
+508
+00:33:13,700 --> 00:33:17,500
+غير أي مشاكل بالنسبة للـ power، وبالنسبة للـ voltage
+
+509
+00:33:17,500 --> 00:33:20,060
+وبالنسبة للـ synchronization، كل إيش من غير مشاكل
+
+510
+00:33:20,220 --> 00:33:23,720
+في عندي طبعا بعض المشاكل بتصير في بعض الحالات، أنا
+
+511
+00:33:23,720 --> 00:33:26,240
+في دراستي بعالجها، في بعض المشاكل طبعا زي
+
+512
+00:33:26,240 --> 00:33:28,920
+circulation current, power sharing, smooth
+
+513
+00:33:28,920 --> 00:33:31,800
+transition لما أحول من grid connected mood لـ
+
+514
+00:33:31,800 --> 00:33:35,160
+island mood والعكس، ما في عندي مشكلة، وطبعا بدرس الـ
+
+515
+00:33:35,160 --> 00:33:38,420
+macro instability، هذا ... هذا خلال دراستي، فأنا
+
+516
+00:33:38,420 --> 00:33:41,200
+بشتغل في island mood أكثر من grid connected mood
+
+517
+00:33:41,200 --> 00:33:45,960
+أو أكثر من تركيز على أي منطقة ثانية، okay، معناته أنا
+
+518
+00:33:45,960 --> 00:33:49,760
+هاي الـ structure تبع الـ ... الـ setup تبعي الدراسي
+
+519
+00:33:49,760 --> 00:33:52,660
+تبعي، أنا هاي الـ inverter، هذا الـ inverter الأول
+
+520
+00:33:52,660 --> 00:33:55,760
+هاي inverter الثاني، تمام، الـ DC source هذا اللي أنا
+
+521
+00:33:55,760 --> 00:33:59,660
+جايلكم عنه، إيش ماله؟ بعتبره stable and fixed، و
+
+522
+00:33:59,660 --> 00:34:02,580
+هنا stable and fixed يعني ثابت ومستقر، ما ليش دخل
+
+523
+00:34:02,580 --> 00:34:06,020
+فيه، أنا بطلع للجزء هذا، هاي inverter، أول inverter
+
+524
+00:34:06,020 --> 00:34:09,480
+ثاني، تمام، ثاني، متواصلين مع بعض، وممكن يتوصلوا بالشبكة
+
+525
+00:34:09,480 --> 00:34:14,160
+أو لأ، وين أنا شغلي؟ أنا شغلي في الجزء الـ ... الـ
+
+526
+00:34:14,160 --> 00:34:17,860
+orange، هذا الـ unit controller هذه، تمام؟ أنا بقترح
+
+527
+00:34:17,860 --> 00:34:21,340
+control معين، وبدرسه، بعمل عملية معالجة لمشكلة
+
+528
+00:34:21,340 --> 00:34:25,940
+معينة، عشان يحسن الـ operation مع ... أو بين inverter
+
+529
+00:34:25,940 --> 00:34:29,160
+و inverter الثاني، تمام؟ فهنّي دراسة سابعة موجودة
+
+530
+00:34:29,160 --> 00:34:33,490
+هنا، لما بتقدرش تعمل دراسة، لازم تعمل عملية modeling
+
+531
+00:34:33,490 --> 00:34:36,950
+يمكن هذا الـ modeling كلمة هيك إحنا ما بنحبهاش، لأنها
+
+532
+00:34:36,950 --> 00:34:40,650
+كلها رياضيات وmatrices وtransfer function وroot
+
+533
+00:34:40,650 --> 00:34:44,390
+locus والجثث هذه، جميل جدا إنك تتعرف وتعمل
+
+534
+00:34:44,390 --> 00:34:47,250
+validation للـ practical work تبعك، بالـ modeling
+
+535
+00:34:47,250 --> 00:34:50,710
+ولكن هذا جزء أساسي لازم ينعمل في أي paper أو
+
+536
+00:34:50,710 --> 00:34:55,060
+بحث، ما ما ما ما لا يمكن أنه يمر إلا بالـ modeling
+
+537
+00:34:55,060 --> 00:34:58,600
+تمام، فأنا عملت، عملت modeling، عملت proposing
+
+538
+00:34:58,600 --> 00:35:01,860
+لـ controller لمشكلة معينة، اختبرتها بالـ matlab والـ
+
+539
+00:35:01,860 --> 00:35:04,780
+simulink في البداية، عشان أشوف هل والله الـ
+
+540
+00:35:04,780 --> 00:35:06,720
+controller تبعي شغال ولا لأ، في النهاية عملت
+
+541
+00:35:06,720 --> 00:35:10,300
+practical implementation، بنيت microgrid صغيرة على
+
+542
+00:35:10,300 --> 00:35:14,720
+جد، واختبرت الـ controller تبعي، الحمد لله، أشوف
+
+543
+00:35:14,720 --> 00:35:18,770
+طبعا، إذا نجح ولا لأ، فأنا أول تلاتة parts أنا مش
+
+544
+00:35:18,770 --> 00:35:22,290
+هحكي فيهم، لأنه مش ... مش مساعدنا الوقت، فأنا هأشوف
+
+545
+00:35:22,290 --> 00:35:25,150
+بس ... هأطلقكم بقى، قطع الـ practical implementation
+
+546
+00:35:25,150 --> 00:35:28,630
+عالسريع، بشوية صور، أنا في عندي هنا الـ microgrid
+
+547
+00:35:28,630 --> 00:35:32,490
+الصغيرة، هاي inverter الأول، هذه عبارة عن الـ IGBT اللي
+
+548
+00:35:32,490 --> 00:35:35,510
+هو ستة ترانزستورات مع بعض، وهنا كمان ستة ترانزستورات
+
+549
+00:35:35,510 --> 00:35:38,750
+مع بعض، inverter الثاني، وهذه عبارة عن الـ LC filter
+
+550
+00:35:38,750 --> 00:35:45,640
+أنا في عندي هنا LC filter، وهي بشكل آخر، sensor أنا
+
+551
+00:35:45,640 --> 00:35:49,480
+قلت، هاي voltage sensor، وهي voltage sensor
+
+552
+00:35:49,480 --> 00:35:53,300
+هذا عبارة عن الـ current sensor، وهذا عبارة عن فلاتر
+
+553
+00:35:53,300 --> 00:35:57,760
+تمام، هذا بس circuit أنا بنيتها، وهنا برضه طبعا لكل
+
+554
+00:35:57,760 --> 00:36:00,260
+inverter أنا فيه عندي أكثر من current sensor، هنا
+
+555
+00:36:00,260 --> 00:36:03,900
+لأن أنا بدي أقيس أكثر من تيار، و... وهذه برضه صورة
+
+556
+00:36:03,900 --> 00:36:07,280
+جانبية، وهذا الـ setup كله بعد ما انبنى، كله هنا الـ
+
+557
+00:36:07,280 --> 00:36:11,820
+inverters الاثنين، وهنا الـ sensors، وهنا الـ power
+
+558
+00:36:11,820 --> 00:36:14,660
+supply للـ sensors، وهنا عبارة عن contactors عشان
+
+559
+00:36:14,660 --> 00:36:17,580
+يتحكمولي، إذا والله بده ينشبك مع الـ grid أو لأ، إذا
+
+560
+00:36:17,580 --> 00:36:19,860
+بده يشبك load ولا لأ، إذا صار في عملية
+
+561
+00:36:19,860 --> 00:36:22,790
+synchronization ولا لأ، هذا كله بتحكم فيه من هنا، عن
+
+562
+00:36:22,790 --> 00:36:26,030
+طريق الـ contactors هدول، ولكن مين هو المتحكم
+
+563
+00:36:26,030 --> 00:36:28,990
+الرئيسي؟ مين اللي بيبعت لي الـ signal؟ في عندي
+
+564
+00:36:28,990 --> 00:36:32,750
+هنا واحدة اسمها dSPACE، مشهورة جدا برضه في الـ
+
+565
+00:36:32,750 --> 00:36:38,290
+... في ... في عملية الـ ... اللي بيبنوا السيارات والـ
+
+566
+00:36:38,290 --> 00:36:41,850
+... واللي بيختبروها بيستعملوا dSPACE كتير
+
+567
+00:36:41,850 --> 00:36:44,510
+فبيستعملوها برضه، الـ inverters هدول، الـ dSPACE
+
+568
+00:36:44,510 --> 00:36:47,990
+control unit هدول، بتتبرمج عن طريق الـ Simulink، فأنا
+
+569
+00:36:47,990 --> 00:36:51,310
+بشبك هنا عن طريق الـ MATLAB، هنا الـ Simulink، فأنا بحط
+
+570
+00:36:51,310 --> 00:36:53,670
+الـ block diagram زي ما بدي، وببقى تخيله أقل دقيقة
+
+571
+00:36:53,670 --> 00:36:56,950
+بتوفر علي وقت كبير في البرمجة، مش محتاج أكثر بقى
+
+572
+00:36:56,950 --> 00:37:00,270
+quite أبدا، كله عن طريق الـ Simulink، فهذه الـ dSPACE
+
+573
+00:37:00,270 --> 00:37:05,510
+مع الـ MATLAB بيكونوا لي فريق ممتاز وسهل جدا، وهدول
+
+574
+00:37:05,510 --> 00:37:09,940
+عبارة عن الـ loads، هنا الـ loads عندي أنا inductive و
+
+575
+00:37:09,940 --> 00:37:13,920
+resistive، يعني active وreactive، هذه بتعطيني P
+
+576
+00:37:13,920 --> 00:37:17,840
+وهذه بتعطيني Q، تمام، فدول نوعين من الـ loads، وهذه
+
+577
+00:37:17,840 --> 00:37:20,280
+عبارة عن shot من الـ interfacing platform تبعي
+
+578
+00:37:20,280 --> 00:37:23,380
+اللي أنا عملتها، ممكن أتحكم في كل inverter on أو
+
+579
+00:37:23,380 --> 00:37:28,360
+off، وقت إيش يشتغل ووقت إيش لأ، و... وبقدر آخد الـ
+
+580
+00:37:28,360 --> 00:37:32,000
+signals، الـ sine wave اللي طالعة من الخارج لكل واحد
+
+581
+00:37:32,000 --> 00:37:35,240
+وفي النهاية كمان بقدر أقيس الـ power اللي طالعة من
+
+582
+00:37:35,240 --> 00:37:41,330
+كل واحد بسهولة عن طريق الـ dSPACE هذه، هذه مجموعة من
+
+583
+00:37:41,330 --> 00:37:46,010
+الـ results بشكل سريع، بـ ... بعرضها عليكم، هذه عبارة
+
+584
+00:37:46,010 --> 00:37:47,810
+عن الـ sine wave اللي طالعة من الـ inverter، هذه مش
+
+585
+00:37:47,810 --> 00:37:49,770
+sine wave واحدة، هذين ثانية، واحدة من الـ inverter
+
+586
+00:37:49,770 --> 00:37:51,670
+الأول، واحدة من الـ inverter الثاني، زي ما إحنا
+
+587
+00:37:51,670 --> 00:37:54,590
+ملاحظين، إنهم synchronized مع بعض، والـ distortion
+
+588
+00:37:54,590 --> 00:37:59,010
+تبعها 1.8، يعني ... يعني قليل جدا جدا جدا، فش ... فش
+
+589
+00:37:59,010 --> 00:38:03,490
+harmonics هنا، وهذا شيء ممتاز، في عندي أنا مشكلة من
+
+590
+00:38:03,490 --> 00:38:05,950
+المشاكل اللي أنا قلت لكم بيها، إن الـ drop control
+
+591
+00:38:05,950 --> 00:38:09,890
+اللي أنا اعتمدته، بيعمل reactive power sharing
+
+592
+00:38:09,890 --> 00:38:15,310
+كويس، تمام، تشوف الـ drop controller القديم، يعني هدول
+
+593
+00:38:15,310 --> 00:38:17,790
+الاثنين لازم يكونوا زي بعض، الـ power sharing لازم
+
+594
+00:38:17,790 --> 00:38:22,550
+يكون متساوي، هذا بيعطيني 35 Var، وهذا
+
+595
+00:38:22,550 --> 00:38:25,230
+بيعطيني سالب 15، وبالتالي في عندي difference
+
+596
+00:38:25,230 --> 00:38:28,850
+كبير جدا بينهم، فأنا عملت controller، عمل لي على
+
+597
+00:38:28,850 --> 00:38:33,390
+minimization للـ difference هذا، وحسن لي فيها، وعملت
+
+598
+00:38:33,390 --> 00:38:36,430
+controller ثاني، والحمد لله يعني صفر لي الـ
+
+599
+00:38:36,430 --> 00:38:39,370
+difference بينهم، وهذا هو المطلوب عندي، إني أنا في
+
+600
+00:38:39,370 --> 00:38:43,070
+عندي two inverters، بدي أنا يكون عندهم إيش؟ zero
+
+601
+00:38:43,070 --> 00:38:48,310
+difference between الـ reactive power تبع الـ
+
+602
+00:38:48,310 --> 00:38:51,850
+inverters، okay، فهذه جزء من الـ results اللي أنا
+
+603
+00:38:51,850 --> 00:38:56,490
+موجودة عندي، بعد اقتراح الـ two controllers، في عندي
+
+604
+00:38:56,490 --> 00:39:01,360
+برضه مشكلة ثانية بتحصل، الـ active power، لو ما يكون
+
+605
+00:39:01,360 --> 00:39:04,820
+في عندي أنا inverterين مع بعض على التوازي، في حالة
+
+606
+00:39:04,820 --> 00:39:09,300
+من الحالات، في inverter بينحرق أو في inverter بيفصل
+
+607
+00:39:09,300 --> 00:39:14,500
+تمام، في حالة من الحالات، طيب، وطبعا بعد دراسة للقصة
+
+608
+00:39:14,500 --> 00:39:18,340
+هذه، اكتشفنا إيش السبب، وعرفنا أنه السبب في الـ DC
+
+609
+00:39:18,340 --> 00:39:22,760
+voltage، بيرتفع بشكل كبير جدا، يعني في الحالة هذه
+
+610
+00:39:22,760 --> 00:39:26,440
+وبالتالي، أنا عملت controller، طرحنا controller هذا
+
+611
+00:39:26,440 --> 00:39:31,720
+عمل ... عملية تصبيط للـ ... للـ DC voltage، وبيخليش الـ
+
+612
+00:39:31,720 --> 00:39:35,820
+inverter لا ينحرق ولا يصير له trapping، وبالتالي
+
+613
+00:39:35,820 --> 00:39:38,620
+أنا هيك بزود الـ reliability تبع الـ microgrid
+
+614
+00:39:38,620 --> 00:39:42,580
+عندي، تمام؟ فالـ controller هذا اشتغل شغل ممتاز معنا
+
+
+667
+00:42:53,830 --> 00:42:58,350
+MATLAB هيديكوا inverter و له control system يعني
+
+668
+00:42:58,350 --> 00:43:01,750
+MATLAB .. ملف MATLAB عليه، فانت ممكن تستفيد منه و
+
+669
+00:43:01,750 --> 00:43:04,730
+ممكن فعلا تستفيد منه و تطبقه عملياً، و هيديكوا
+
+670
+00:43:04,730 --> 00:43:08,610
+microgrid صغيرة من two inverters و كيف عملية drop
+
+671
+00:43:08,610 --> 00:43:12,430
+control بتصير فيها، فهيديكوا بعض ملفات MATLAB بحيث
+
+672
+00:43:12,430 --> 00:43:15,330
+أنك تستفيد منها إن شاء الله. في النهاية الـ macro
+
+673
+00:43:15,330 --> 00:43:19,550
+grid، لو أنه في دول متقدمة طبعاً، ومطبقة في جزئي
+
+674
+00:43:19,550 --> 00:43:24,270
+أكثر من العالم، الـ customer يعني بده يصل لحد إن هو
+
+675
+00:43:24,270 --> 00:43:28,150
+بيولد طاقة تكفي طول الـ .. طول السنة، ومش محتاج لـ
+
+676
+00:43:28,150 --> 00:43:31,590
+grid بتاعة الـ .. الـ .. الـ .. الشركات الرئيسية
+
+677
+00:43:31,590 --> 00:43:35,860
+المولدة، وفي بعض الأحيان هو بيبيع لها كهربا، وممكن
+
+678
+00:43:35,860 --> 00:43:39,540
+الشركة الكهربا هي اللي تدفع له. فهذه عبارة عن تقنية
+
+679
+00:43:39,540 --> 00:43:42,260
+زي ما احنا قلنا، ممتازة وكويسة، وإن شاء الله في
+
+680
+00:43:42,260 --> 00:43:47,120
+يوم هيك نقدر نشوفها مطبقة في بلادنا. في النهاية
+
+681
+00:43:47,120 --> 00:43:50,440
+شكراً لكم، ولإستماعكم، ونرجو أن يكون العرض ممتعاً
+
+682
+00:43:50,440 --> 00:43:55,160
+لكم ومفيداً، وإن شاء الله العرض هذا مع المجموعة
+
+683
+00:43:55,160 --> 00:43:58,540
+الملفات كلها هتلاقوها على الصفحة الخاصة فيه على
+
+684
+00:43:58,540 --> 00:44:03,300
+Facebook بالعنوان هذا. شكراً لكم مرة ثانية، والسلام
+
+685
+00:44:03,300 --> 00:44:05,460
+عليكم ورحمة الله وبركاته
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_postprocess.srt b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..d7ff7b47c7a19d5a44b551c28860e725b5e4d23b
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_postprocess.srt
@@ -0,0 +1,2740 @@
+1
+00:00:02,550 --> 00:00:05,710
+السلام عليكم ورحمة الله وبركاته أهلا وسهلا فيكوا
+
+2
+00:00:05,710 --> 00:00:10,230
+في هذا العرض اللي هاتناول فيه تعريف عن ال smart
+
+3
+00:00:10,230 --> 00:00:13,870
+grids إيش هي ال smart grid و من إيش بتتكون و إيش
+
+4
+00:00:13,870 --> 00:00:19,050
+مشاكل هي بت .. بتعالجها مقارنة مع ال grid ال ..ال
+
+5
+00:00:19,050 --> 00:00:23,370
+traditional و إيش في مو .. يعني مجال للبحث
+
+6
+00:00:23,370 --> 00:00:26,650
+والدراسة ممكن تستفيدوا منه و إيش ال moods of
+
+7
+00:00:26,650 --> 00:00:30,450
+operation تبعتها و كل هذا ان شاء الله هيكون مادة
+
+8
+00:00:30,450 --> 00:00:34,010
+خاصة للطلاب إن كان ماجستير، إن كان دكتوراه أو إن
+
+9
+00:00:34,010 --> 00:00:38,020
+كان مشاريع التخرج العاديةبحيث يستفيدوا من الفكرة
+
+10
+00:00:38,020 --> 00:00:42,840
+أو يعني يطبقوا جزئيا بعضها في دراساتهم عشان هيك
+
+11
+00:00:42,840 --> 00:00:47,540
+انا هناقش ال smart grid بعد التعريف مجموعة من
+
+12
+00:00:47,540 --> 00:00:50,560
+المشاكل اللي بتاعنيها و ال solutions بحيث انها
+
+13
+00:00:50,560 --> 00:00:57,320
+تكون تحميسلكوا انكوا تتابعوا الموضوع من ناحية
+
+14
+00:00:57,320 --> 00:01:02,880
+بحثية طبعا هكون معاكم المهندس وليد عيسى مقدم هذا
+
+15
+00:01:02,880 --> 00:01:05,580
+العرض من جامعة اكستر
+
+16
+00:01:08,610 --> 00:01:12,230
+طبعا لو بدنا نبدأ smart grid أو إيه لأ اسم تاني
+
+17
+00:01:12,230 --> 00:01:15,930
+اسمه micro grid و قبل ما أنا أعرف smart grid أو ال
+
+18
+00:01:15,930 --> 00:01:18,750
+micro grid لازم أعرف شو هي ال grid في الأساس فعندي
+
+19
+00:01:18,750 --> 00:01:23,090
+ال grid الأساسية هي عبارة عن الجسم الكبير اللي
+
+20
+00:01:23,090 --> 00:01:27,850
+بيحتوي على المحطة التوليد ال power station وعندي
+
+21
+00:01:27,850 --> 00:01:31,010
+في الطريق أكيد هيكون في عندي transformers هيكون
+
+22
+00:01:31,010 --> 00:01:36,470
+عندي poolsاللي هو الأعمدة هيكون عندي transmission
+
+23
+00:01:36,470 --> 00:01:40,270
+line طويلة حتى توصل لل users اللي هم في النهاية
+
+24
+00:01:40,270 --> 00:01:46,750
+عبارة عن مؤسسات أو مصانع أو حتى بيوت عادية كل هذا
+
+25
+00:01:46,750 --> 00:01:51,810
+طبعا بيساهم عنديأو كله بيكون مع بعضه اللي هو ال
+
+26
+00:01:51,810 --> 00:01:55,310
+grid الأساسية ففي عندي محاطة توليد transformers
+
+27
+00:01:55,310 --> 00:01:59,030
+transmission line طويلة لحد ما يوصل إيش لل users
+
+28
+00:01:59,030 --> 00:02:02,610
+فهذه هي ال grid شو في عندي أنا مشاكل في ال
+
+29
+00:02:02,610 --> 00:02:07,010
+structure هذا بيخليني أتجه لما يسمى smart grid أو
+
+30
+00:02:07,010 --> 00:02:09,950
+ال micro grid شو عندي المشاكل شو الخصائص الموجودة
+
+31
+00:02:09,950 --> 00:02:13,470
+في ال grid بتخليني لأ ما أحبهاش و بدي أروح لمنطقة
+
+32
+00:02:13,470 --> 00:02:20,350
+تانية تعالى نستعرضها مع بعضأول خاصية اللي هي
+
+33
+00:02:21,060 --> 00:02:23,940
+الاعتماد بشكل كبير على ال fossil fuel generators
+
+34
+00:02:23,940 --> 00:02:26,800
+المؤلدات الموجودة في المحطة التوليد الضخمة هذه
+
+35
+00:02:26,800 --> 00:02:30,440
+اللي عندنا بتعتمد على اللي هو مشتقات البترول في
+
+36
+00:02:30,440 --> 00:02:36,760
+إنتاج الطاقة أو الغاز أو حاجات يعني ممكن تزيد عندي
+
+37
+00:02:36,760 --> 00:02:39,960
+اللي هو ال carbon emission اللي هو ال carbon
+
+38
+00:02:39,960 --> 00:02:44,120
+dioxide والحاجات الملوثات للبيئة فانا عندي
+
+39
+00:02:44,120 --> 00:02:47,140
+الاعتماد كبير على هذا النوع من ال generators بسبب
+
+40
+00:02:47,140 --> 00:02:51,920
+عندي نوع من الضيقفي .. بالنسبة لتلوث البيئة أو حتى
+
+41
+00:02:51,920 --> 00:02:55,800
+السهلات مشتقات البترول بنسبة كبيرة جدا يوميا
+
+42
+00:02:55,800 --> 00:03:00,940
+الحاجة التانية انه انا قاعد بولد كمية كبيرة من
+
+43
+00:03:00,940 --> 00:03:05,680
+الطاقة وين؟ في مكان واحد وين محطة التوليد موجودة
+
+44
+00:03:05,680 --> 00:03:08,600
+انا قاعد بولد كمية كبيرة من الطاقة في هذا المكان
+
+45
+00:03:08,600 --> 00:03:13,160
+طيب انا لو بدي انجل هذه الطاقة لمكان بعيدلأ في
+
+46
+00:03:13,160 --> 00:03:16,980
+عندى والله users فى مكان بعيد على .. على بعد ألاف
+
+47
+00:03:16,980 --> 00:03:19,940
+كيلومترات وبالتالي أنا محتاج إيش transmission line
+
+48
+00:03:19,940 --> 00:03:24,000
+وهتكون طويلة أكيد كتير ومحتاج محولات فى الطريق
+
+49
+00:03:24,000 --> 00:03:27,240
+وأعمدة فى الطريق معناته هذا كله عبارة عن cost عالى
+
+50
+00:03:27,240 --> 00:03:31,560
+ممكن يصير عندى drop فى الطريق ممكن لل voltage ممكن
+
+51
+00:03:31,560 --> 00:03:35,520
+يصير heating ممكن أي مشكلة طبعا فى الطريقهت .. هي
+
+52
+00:03:35,520 --> 00:03:39,740
+.. هتسبب مشكلة لللي بعده، تمام؟ وبالتالي هذا ال
+
+53
+00:03:39,740 --> 00:03:43,440
+system مش كتير economic في بعض الأحيان، في بعض
+
+54
+00:03:43,440 --> 00:03:48,290
+الأحيان مش كتير economicو طبعا has low reliability
+
+55
+00:03:48,290 --> 00:03:51,130
+against sudden falls لو صار عندى مشكلة في الطريق
+
+56
+00:03:51,130 --> 00:03:56,130
+لو صارت عندى مثلا عاصفة جطعت الأسلاك محولات ضربت
+
+57
+00:03:56,130 --> 00:04:01,210
+فيوزات ولعت كل هذه الأشياء بتسبب عندى قطع عن الجزء
+
+58
+00:04:01,210 --> 00:04:05,650
+الثاني و .. و مافيش يمكن احتياط عندهم وبالتالي
+
+59
+00:04:05,650 --> 00:04:09,090
+إيش؟ هالسبب ليه؟ هال structure هده هيسبب اللي عندى
+
+60
+00:04:09,090 --> 00:04:13,850
+مشكلةإيش طبعا هذه الحاجات جزء من الحاجات الكتيرة
+
+61
+00:04:13,850 --> 00:04:18,280
+اللي بتخلينا نتجه لما يسمى ال microgridال
+
+62
+00:04:18,280 --> 00:04:22,200
+microgrid هي عبارة عن جزء صغير يمكن من اسمها نقدر
+
+63
+00:04:22,200 --> 00:04:26,160
+نتوقع microgrid وبالتالي هي عبارة عن شبكة ولكن
+
+64
+00:04:26,160 --> 00:04:31,600
+مسغرة Milligrade الكبيرة يمكن الصورة هذه بتوضح
+
+65
+00:04:31,600 --> 00:04:34,300
+بشكل بسيط إيش هي ال microgrid نعتبر ال microgrid
+
+66
+00:04:34,300 --> 00:04:38,020
+هو عبارة عن دائر هذا الصغيرة في جواتها بيوت وفي
+
+67
+00:04:38,020 --> 00:04:41,560
+جواتها facilities وفي جواتها factors وكل إشي ولكن
+
+68
+00:04:41,560 --> 00:04:47,310
+في جواتها كمان محطاتتوليد طاقة صغيرة زي مثلا ..
+
+69
+00:04:47,310 --> 00:04:51,170
+طبعا تعتمد على ال renewable energy sources زي
+
+70
+00:04:51,170 --> 00:04:56,190
+الرياح أو زي الشمس أو زي ال hydrogen و كل هذا بتصب
+
+71
+00:04:56,190 --> 00:05:01,290
+طاقة جوا ال microgrid حسب الحاجةطبعا لو طاقة كتيرة
+
+72
+00:05:01,290 --> 00:05:06,170
+أو قليلة، كل هذا يمكن
+
+73
+00:05:06,170 --> 00:05:11,250
+أنه نستعين بالمحطة التوليد الرئيسية البعيدة هذه،
+
+74
+00:05:11,250 --> 00:05:16,320
+أنه ببعض الطاقة منها حسب الحاجة تبعتنابالأساس ال
+
+75
+00:05:16,320 --> 00:05:19,040
+microgrid هو عبارة عن جزء منفصل عن ال grid
+
+76
+00:05:19,040 --> 00:05:23,600
+الأساسية ممكن يتوصل فيه أو ينفصل عنه ولكن بيعتمد
+
+77
+00:05:23,600 --> 00:05:26,200
+على ال resources اللي هو تبع ال renewable energy
+
+78
+00:05:26,200 --> 00:05:31,020
+بحيث يستفيدوا منها ويجللوا السهلاك من محطة التوليد
+
+79
+00:05:31,020 --> 00:05:34,580
+الرئيسية فهذه عبارة عن microgrid نفترض أنه في عندى
+
+80
+00:05:34,580 --> 00:05:37,780
+دولة كبيرة لو كل ولاية أو كل مدينة عبارة عن
+
+81
+00:05:37,780 --> 00:05:40,680
+microgrid microgrid microgrid وبالتالي إيش وكل
+
+82
+00:05:40,680 --> 00:05:44,600
+طبعا منطقة بتولد شوية من الطاقة وبالتالي هيصير عند
+
+83
+00:05:44,600 --> 00:05:50,490
+إيشتحسين كبير أو تقليل من استهلاك الطاقة اللى
+
+84
+00:05:50,490 --> 00:05:55,090
+موجودة اللى مأخوذة من ال ال generator بتستمد على
+
+85
+00:05:55,090 --> 00:05:58,950
+مشتقات البترول الآن ال microgrid يجاه تديني بعض
+
+86
+00:05:58,950 --> 00:06:02,250
+خصصيات كويسة زى انها تعمل integration لل renewable
+
+87
+00:06:02,250 --> 00:06:06,330
+resourcesاللي بقدر استعمل ال wind و ال solar
+
+88
+00:06:06,330 --> 00:06:09,850
+energy و ال tidal energy برضه فإنها تدعم مجموعة
+
+89
+00:06:09,850 --> 00:06:11,950
+البيوت و ال factories اللي موجودة عندى في المنطقة
+
+90
+00:06:11,950 --> 00:06:16,430
+تاني إشي بتعملى control كويس لل flow of power انا
+
+91
+00:06:16,430 --> 00:06:20,650
+لو عندي مثلا ال micro grid هد مصممة تصميمه كويس
+
+92
+00:06:20,650 --> 00:06:25,230
+هعرف كل بيت جداش ممكن يعطي طاقة أو ياحط طاقة هقرر
+
+93
+00:06:25,230 --> 00:06:29,020
+جداش انا ممكن استفيد من ال grid او لأهل هأعملها
+
+94
+00:06:29,020 --> 00:06:32,740
+أشبك مع ال grid ولا ماشبكش معها، هل هديها power
+
+95
+00:06:32,740 --> 00:06:35,940
+وقتاش أديها ووقتاش ما أعطيهاش، يبقى هذه ال .. ال
+
+96
+00:06:35,940 --> 00:06:39,400
+macro rate بتعمل .. بتعطيني facility كويس لل
+
+97
+00:06:39,400 --> 00:06:44,200
+control of powerطبعا بتجلل كتير carbon emission
+
+98
+00:06:44,200 --> 00:06:48,600
+لإن بعتمد على ال resources هذا طبيعي و reduce
+
+99
+00:06:48,600 --> 00:06:51,560
+losses لإن ممكن محتاجش transmission lines كبيرة
+
+100
+00:06:51,560 --> 00:06:54,940
+ليش لإن أنا جاعة بولد طاقة في نفس المنطقة اللي أنا
+
+101
+00:06:54,940 --> 00:07:00,900
+فيها طبعا هتكون أكثر robust robustness ممكن تكون
+
+102
+00:07:00,900 --> 00:07:04,720
+عالية و أكثر reliable against sudden falls ليش لإن
+
+103
+00:07:04,720 --> 00:07:07,760
+نفترض إن كل مدينة عبارة عن macro grid فلو لا سمح
+
+104
+00:07:07,760 --> 00:07:11,570
+الله صار فيه مشكلةفي مدينة معينة عاصفة ضربتها ال
+
+105
+00:07:11,570 --> 00:07:14,910
+microgrid تبعتها أو ال slag تبعتها اتقطعت المحولات
+
+106
+00:07:14,910 --> 00:07:21,150
+صار فيها مشكلة فالمدير التاني ممكن ما تتأثر فيها
+
+107
+00:07:21,150 --> 00:07:25,470
+او او يكون في عندها تعويض عن هذا التأثير وبالتالي
+
+108
+00:07:25,470 --> 00:07:29,510
+هتكون more reliableأخر حاجة و هي أهم حاجة اللي هي
+
+109
+00:07:29,510 --> 00:07:32,290
+أن ال customer اللي هو أنا و أنت بيوتنا أنا و إياك
+
+110
+00:07:32,290 --> 00:07:35,530
+لو أنا جزء من ال micro grid فأنا يُعتبر جزء من ال
+
+111
+00:07:35,530 --> 00:07:39,410
+grid الكاملة أنا بقدر أشارك في طاقة أو أاخد طاقة
+
+112
+00:07:39,410 --> 00:07:42,990
+حسب ما بدي وبالتالي أنا عندي control على الطاقة
+
+113
+00:07:42,990 --> 00:07:46,830
+هذه و أنا بقدر أقرر وقتيش أبيعها و وقتيش أشتريها
+
+114
+00:07:46,830 --> 00:07:51,230
+وبالتالي هذه مفيدة جدا لل customer مش بس للشركات
+
+115
+00:07:51,230 --> 00:07:55,790
+أو ل .. ل .. فقط للتطور الطبيعي لل grid ولكن برضه
+
+116
+00:07:55,790 --> 00:08:00,110
+لل customerهذا عبارة عن رسمة ممكن تخيلينا بس هيكا
+
+117
+00:08:00,110 --> 00:08:04,870
+ناخد لمحة عن الفرج فال grid الأساسي عبارة عن محطة
+
+118
+00:08:04,870 --> 00:08:09,910
+توليد كبيرة بتعطيني طاقة في اتجاه واحد للي بيوت و
+
+119
+00:08:09,910 --> 00:08:14,090
+ال factories و كل إشي ولكن في ال micro grid أنا
+
+120
+00:08:14,090 --> 00:08:17,990
+عندي محطة توليد بتعطيني طاقة ولكن في عندي محطة
+
+121
+00:08:17,990 --> 00:08:21,730
+توليد صغيرة بتعتمد على الرياح و على الشمس و على
+
+122
+00:08:21,730 --> 00:08:24,210
+المد والجزر و على حاجاتك التانية مثلا ال hydrogen
+
+123
+00:08:24,900 --> 00:08:28,420
+كل هذه بتعطيني طاقة داخليا بحيث انه هي بتعملي
+
+124
+00:08:28,420 --> 00:08:32,660
+تقليل من مقدار الطاقة الكبير اللي جاي من ال grid
+
+125
+00:08:32,660 --> 00:08:36,260
+او حتى ممكن استغنى عنها تماما اذا كان عندى ال grid
+
+126
+00:08:36,260 --> 00:08:41,500
+كان او كان اذا كان عندى ال الطاقة المستخدمة من
+
+127
+00:08:41,500 --> 00:08:46,180
+مصادر الطاقة المتجددة كافية اليه الان لل micro
+
+128
+00:08:46,180 --> 00:08:49,700
+grid انا مافي عندى micro grid كيف بتشتغل هذه او هل
+
+129
+00:08:49,700 --> 00:08:53,280
+في الها أوضاع للشغل ولا لأ في عندى وضعين نفترض هي
+
+130
+00:08:53,280 --> 00:08:58,430
+الرسمةهذا الجزء الآن أولا هذا عبارة عن ال grid،
+
+131
+00:08:58,430 --> 00:09:01,750
+هذا عبارة عن ال switch وهذا عبارة عن ال grid .. ال
+
+132
+00:09:01,750 --> 00:09:06,850
+micro grid تبعتي، فأنا هذا المربع هنا هو عبارة عن
+
+133
+00:09:06,850 --> 00:09:09,590
+ال micro grid، ال micro grid تحتوي على load، ال
+
+134
+00:09:09,590 --> 00:09:14,020
+load هو عبارة عن البيوت، المصانعالمؤسسات في عندي
+
+135
+00:09:14,020 --> 00:09:18,700
+diesel generator ممكن يكون جواها طبعا إذا كان ال
+
+136
+00:09:18,700 --> 00:09:22,240
+load عندي عالي ممكن يشتغل في أوقات معينة مش كل وقت
+
+137
+00:09:22,240 --> 00:09:26,660
+في عندي طبعا energy جاية من الشمس و من الريح و من
+
+138
+00:09:26,660 --> 00:09:30,800
+غيره فكل هدول بيساهموا مع بعض على إيش أنهم يدعموا
+
+139
+00:09:30,800 --> 00:09:33,100
+ال load و يعطيلوا الكهربا اللازمة هذه هي ال
+
+140
+00:09:33,100 --> 00:09:37,520
+microgrid تمام؟ الآن ال microgrid هذه ممكنتنشبك مع
+
+141
+00:09:37,520 --> 00:09:41,020
+ال grid او لا وبتالي هنا في عندي ال grid او محطة
+
+142
+00:09:41,020 --> 00:09:45,360
+التوليد الرئيسية اللي جاية okay في عندي خيار عن
+
+143
+00:09:45,360 --> 00:09:48,680
+طريق ال switch هذا انا ممكن اشبك ال microgrid مع
+
+144
+00:09:48,680 --> 00:09:51,940
+ال grid او لا وبتالي انا صار في عندي وضعين هنا
+
+145
+00:09:51,940 --> 00:09:54,880
+طبعا هذا الخط اللي هنا بيسمو point of common
+
+146
+00:09:54,880 --> 00:09:57,840
+couplingpoint of common coupling لأنه هذا كل ال
+
+147
+00:09:57,840 --> 00:10:01,000
+loads و كل ال resources بتنشبك فيه على التوازن مع
+
+148
+00:10:01,000 --> 00:10:05,700
+بعض وهذا النقطة هي بتتوصل بال grid او لأ وبالتالي
+
+149
+00:10:05,700 --> 00:10:09,620
+أنا في عنده وضعين إذا كان ال switch مقفل موصل يعني
+
+150
+00:10:09,620 --> 00:10:12,520
+معناه تقول إن ال grid متواصلة مع ال microgrid فإيش
+
+151
+00:10:12,520 --> 00:10:15,260
+بيسموه ال microgrid وجدها بيسموها في الوضع grid
+
+152
+00:10:15,260 --> 00:10:20,790
+connected mode طيب إذا كانال microgrid عندي مش
+
+153
+00:10:20,790 --> 00:10:24,190
+موصلة مع ال grid يعني هذا ال switch مفتوح وبالتالي
+
+154
+00:10:24,190 --> 00:10:28,070
+بيسموها island mode وهذا اسم مشهور جدا في الأبحاث
+
+155
+00:10:28,070 --> 00:10:31,190
+island mode أو grid connected mode من اسم ال grid
+
+156
+00:10:31,190 --> 00:10:34,290
+connected mode هو الموصول island mode هي عبارة عن
+
+157
+00:10:34,290 --> 00:10:37,550
+او isolated mode هو عبارة عن ان ال microgrid
+
+158
+00:10:37,550 --> 00:10:41,630
+بتشتغل لحالها من غير اي دعم من ال grid نفسها okay
+
+159
+00:10:41,630 --> 00:10:45,290
+فهذه ال microgrid modes و كتير ب .. بذكرهم في ال
+
+160
+00:10:45,290 --> 00:10:48,130
+papers و في الأبحاثفانت يعني على الأقل الآن عرفت
+
+161
+00:10:48,130 --> 00:10:51,790
+الفرق بينهم وعرفت لو بدك تشتغل في أي mood تشتغل
+
+162
+00:10:51,790 --> 00:10:57,350
+طيب جابل ما نشوف هنا في عندي انا زي ما قولت هنا في
+
+163
+00:10:57,350 --> 00:11:02,210
+عندي مصادر طاقة متجددة مثل الريح او .. او الشمس او
+
+164
+00:11:02,210 --> 00:11:05,750
+غيره طب هذه الوحدة اللي هنا يعني هل انا بشبك مصدر
+
+165
+00:11:05,750 --> 00:11:09,110
+الطاقة متجددة مباشرة مع ال microwave طبعا لأ في
+
+166
+00:11:09,110 --> 00:11:14,370
+هنا عندي وحدة نتعرف على هذه الوحدة مع بعضالوحدة
+
+167
+00:11:14,370 --> 00:11:17,510
+تتكون أساسيا من مصدر للطاقة المتجددة اللي هو إن
+
+168
+00:11:17,510 --> 00:11:21,850
+كانت ريح أو جزر أو شمس في النهاية التلاتي هدولة
+
+169
+00:11:21,850 --> 00:11:26,750
+أنا هستخرج منهم طاقة إن كانت DC بخزينها على طول في
+
+170
+00:11:26,750 --> 00:11:31,810
+البطارية وإن كانت AC بحاول أعملها قنطرة أو يعني
+
+171
+00:11:31,810 --> 00:11:36,700
+تقويمو إيش و بقى أحولها ل DC طبعا ليش لأنه بتخزنها
+
+172
+00:11:36,700 --> 00:11:40,020
+في بطاريات طبعا جزء البطاريات هذا optional يعني في
+
+173
+00:11:40,020 --> 00:11:43,020
+بعض الناس ما بيحبوا البطاريات و بيشوفوها انها not
+
+174
+00:11:43,020 --> 00:11:49,940
+economic وبالتالي بتجنبوهاولكن احنا في ال general
+
+175
+00:11:49,940 --> 00:11:53,620
+structure يعني في عندنا storage unit اللي هي
+
+176
+00:11:53,620 --> 00:11:56,380
+متمثلة في البطاريات عندنا وبالتالي انا الحين بفترض
+
+177
+00:11:56,380 --> 00:12:00,040
+ان في عندى مصدر طاقة انا قاعد حوّرته ل DC كله و
+
+178
+00:12:00,040 --> 00:12:04,080
+هيأغزنته في البطاريات البطاريات معروفة انها DC طب
+
+179
+00:12:04,080 --> 00:12:07,800
+انا بدي AC ليش لأن كل أجسا عندى بتعامل معاه AC
+
+180
+00:12:07,800 --> 00:12:12,300
+فإيش أعمل؟بدي ما يسمى ال inverter اللي هو بيحولي
+
+181
+00:12:12,300 --> 00:12:16,300
+من DC ل AC تمام بعد ما يتحول ل AC انا في عندي
+
+182
+00:12:16,300 --> 00:12:20,100
+خيارات يا اما باشتبكهم على ال loads على طول زي
+
+183
+00:12:20,100 --> 00:12:23,900
+التلفزيون زي اللمبة زي ال laptop اي حاجة او ممكن
+
+184
+00:12:23,900 --> 00:12:27,220
+خيار اخر انه اشتبكها مع ال micro او مع ال grid
+
+185
+00:12:27,220 --> 00:12:30,380
+الأساسي ففي عندى ممكن اشتبكها مع ال grid مباشرة
+
+186
+00:12:30,380 --> 00:12:33,320
+تصير ال grid connected mode او افصلها عن ال grid و
+
+187
+00:12:33,320 --> 00:12:37,620
+احطها لل loads و أصير عندى island modeهو فيه عندى
+
+188
+00:12:37,620 --> 00:12:40,240
+هنا جزء مهم اللى هو اياش ال inverter هو هذا اللى
+
+189
+00:12:40,240 --> 00:12:43,660
+احنا بنركز عليه لإنه الجزء التانى يعني مش كتير مهم
+
+190
+00:12:43,660 --> 00:12:49,640
+في البحث عنديهذه رسمة توضح برضه نفس القصة في عندى
+
+191
+00:12:49,640 --> 00:12:54,660
+شمس في عندى هنا لوح شمسي في عندى charger بيعمل ال
+
+192
+00:12:54,660 --> 00:12:57,360
+charging لل battery انا ممكن اخد من البطارية بشكل
+
+193
+00:12:57,360 --> 00:13:01,760
+مباشر ل DC load او ممكن احول ال DC power اللى هنا
+
+194
+00:13:01,760 --> 00:13:05,800
+ل AC على طريق من ال inverter فال inverter هو عبارة
+
+195
+00:13:05,800 --> 00:13:10,080
+عن محور من DC ل AC تعالى ندخل جوا ال inverter هذا
+
+196
+00:13:10,080 --> 00:13:13,800
+شوية و نعرف ال element المكون منههنا في عندى انا
+
+197
+00:13:13,800 --> 00:13:19,180
+part يسمى DC power و انا بدي هنا AC ال DC ثابت و
+
+198
+00:13:19,180 --> 00:13:22,860
+اي ripple فيه او اي حاجة انا جاعة بتخلص منها عن
+
+199
+00:13:22,860 --> 00:13:26,260
+طريق ايش بحط كمستور و قيمته عالية فوق 2000
+
+200
+00:13:26,260 --> 00:13:30,290
+ميكروفاراد بحيث انه ايشيتخلصني من أي ربل موجودة
+
+201
+00:13:30,290 --> 00:13:33,150
+أنا بدي هنا sine wave pure sine wave كيف أحصل
+
+202
+00:13:33,150 --> 00:13:36,330
+عليها؟ في عندك كتير تقنيات و في عندك كتير طرق من
+
+203
+00:13:36,330 --> 00:13:38,830
+ضمن أشهر الطرق و يمكن هذه اللي بستخدمها في بحثي
+
+204
+00:13:38,830 --> 00:13:42,130
+أنه بستخدم اللي هو ما يسمى بال IGBT ال structure
+
+205
+00:13:42,130 --> 00:13:45,670
+هذا هي عندك مجموعة من ال transistors هنا three
+
+206
+00:13:45,670 --> 00:13:47,790
+phase عشان انا three phase عشان انا انا بتستخدم
+
+207
+00:13:47,790 --> 00:13:52,200
+ايش؟ three legsو كل leg طبعا في عندها اياش two
+
+208
+00:13:52,200 --> 00:13:55,160
+transistors هدول ال transistor اسمهم IGBT طبعا
+
+209
+00:13:55,160 --> 00:13:58,420
+ممكن تستخدم ال MOSFET مافي مشكلة ولكن هاي ال
+
+210
+00:13:58,420 --> 00:14:01,180
+structure لو أنت بدك single phase يا بتستخدم leg
+
+211
+00:14:01,180 --> 00:14:07,010
+واحدة او two legs يعني في عندك خيارين okayطيب أنا
+
+212
+00:14:07,010 --> 00:14:10,790
+بعد ما ال IGBTs هتقولوا إيش .. إيش .. إيش وظيفتهم؟
+
+213
+00:14:10,790 --> 00:14:15,450
+IGBTs هتقولوا بدهم يطبّج عليهم إشارة PWM على كل
+
+214
+00:14:15,450 --> 00:14:20,310
+gate من هنا أو جهة أو بوابة بده يطبّج هنا PWM و
+
+215
+00:14:20,310 --> 00:14:24,250
+هيطلع عندي على الطرف هذا PWM تمام؟ و .. بس إيه؟
+
+216
+00:14:24,250 --> 00:14:28,450
+عشان ال PWM هذه هتطلعلي sine wave و لكن .. هتطلعلي
+
+217
+00:14:28,450 --> 00:14:31,050
+sine wave بعد إيش؟ بعد عملية ال filter إيش ال
+
+218
+00:14:31,050 --> 00:14:33,730
+filter اللي عندي هنا؟ ال filter هنا عندي LCL
+
+219
+00:14:33,730 --> 00:14:34,190
+filter
+
+220
+00:14:39,760 --> 00:14:43,900
+الهدى ممكن يستغنى عنهاطبعا انا في عندى شوية
+
+221
+00:14:43,900 --> 00:14:46,440
+سنصيرات و بيجيسوا التيارات و ال volt و بيعملى
+
+222
+00:14:46,440 --> 00:14:49,860
+عملية feedback ل control system معين و هذا ال
+
+223
+00:14:49,860 --> 00:14:52,120
+control اللى احنا بندرسه في كتبنا في MedTech
+
+224
+00:14:52,120 --> 00:14:56,980
+Baccalaureate و بعد هي كان بيعملى عملية ايش تاخديه
+
+225
+00:14:56,980 --> 00:15:01,620
+لل PWM عشان يصلح الإشارة تمام فهذا ال structure
+
+226
+00:15:01,620 --> 00:15:04,900
+تبع ال inverter لكن في structures تانية احنا مش
+
+227
+00:15:04,900 --> 00:15:07,360
+شايفين هنا في transit طبعا هنا مافيش transit ليش
+
+228
+00:15:07,360 --> 00:15:11,960
+لأن هنا بفترض ان في عندى جهد DC عالى حوالى فوق ال
+
+229
+00:15:11,960 --> 00:15:15,810
+400 voltتمام وبالتالي انا هنا سهل احصار 200 volt
+
+230
+00:15:15,810 --> 00:15:21,430
+او 220 volt من غير عملية رفع وخفط للجهود لكن في
+
+231
+00:15:21,430 --> 00:15:25,250
+مجموعة تانية من ال structures تبع ال inverters
+
+232
+00:15:25,250 --> 00:15:28,790
+اللي احنا بنعرفها او هعرضها ايه لكوا الآنأو لو
+
+233
+00:15:28,790 --> 00:15:33,450
+عندى هنا مصدر تيار مستمر تمام متمثل فيه الوحش
+
+234
+00:15:33,450 --> 00:15:37,530
+شمسية نفترض أو بطاريات تمام نفترض انه تلاتين volt
+
+235
+00:15:37,530 --> 00:15:41,250
+طيب انا هنا عايز تلاتمية volt كيف ارفع تلاتين volt
+
+236
+00:15:41,250 --> 00:15:44,170
+ل تلاتمية ليش لأن ال inverter هنا ال blocks الزرق
+
+237
+00:15:44,170 --> 00:15:48,310
+هدول كلهم invertersالانفرتار هنا عايز 300 volt
+
+238
+00:15:48,310 --> 00:15:52,130
+حوالي عشان يقدر يطلع إلى 220 فكيف اعمل بقول انت
+
+239
+00:15:52,130 --> 00:15:56,950
+ممكن تستعمل حاجة اسمها boost DC converter ال boost
+
+240
+00:15:56,950 --> 00:16:00,770
+DC converter تمام هذا بعمل على stepping up the DC
+
+241
+00:16:00,770 --> 00:16:04,270
+voltage لو عندى 30 هنا volt ممكن يرفع ليهم ل 300
+
+242
+00:16:04,270 --> 00:16:09,460
+لو عندى 200 ممكن يرفع ليهملأربعمية لأي قدر ممكن
+
+243
+00:16:09,460 --> 00:16:12,160
+انا بدخله طبعا اللي هو control معين لو انت .. هاد
+
+244
+00:16:12,160 --> 00:16:14,000
+عبارة عن دائرة كهربائية انت لو بحث في ال net
+
+245
+00:16:14,000 --> 00:16:17,900
+هتلاقي boost converter ابحث عن boost converter
+
+246
+00:16:17,900 --> 00:16:21,200
+هتلاقي دائرة لها و control system معين فانت ايش
+
+247
+00:16:21,200 --> 00:16:25,400
+بترفع جهد ال DC من قيمة صغيرة لقيمة كبيرة و بعدين
+
+248
+00:16:25,400 --> 00:16:29,160
+بتعطيها لل inverter طيب هل في خيار اخر اه انا لو
+
+249
+00:16:29,160 --> 00:16:35,340
+عندي هنا جهد صغير بحاوله ل ACو بعدين برفع ال AC عن
+
+250
+00:16:35,340 --> 00:16:38,660
+طريق ال Trans فانا هنا تلاتين Volt بروح حوّلها
+
+251
+00:16:38,660 --> 00:16:42,920
+مثلا لإنان و عشرين Volt و بعدين بكبرها بعشر مرات
+
+252
+00:16:42,920 --> 00:16:46,320
+عن طريق ال Trans و هذا ال structure هو اللي
+
+253
+00:16:46,320 --> 00:16:49,500
+بيصنعوه محليا هذا هو ال inverter اللي بيصنعوه
+
+254
+00:16:49,500 --> 00:16:54,180
+محليا غالبا يمكن في غزة بيستعملوا ال DC بحوّلها ل
+
+255
+00:16:54,180 --> 00:16:58,560
+AC و بعدين برفعها عن طريق ال Trans ولكن هذه يمكن
+
+256
+00:16:58,560 --> 00:17:01,810
+أسوأالـ structures الموجودة أو الـ topology
+
+257
+00:17:01,810 --> 00:17:06,550
+الموجودة في الانفيرتر لماذا؟ لأن ال trans كبير جدا
+
+258
+00:17:06,550 --> 00:17:09,790
+و ال cost ليه كمان؟ لو إذا كنت تزيد أنت التيار
+
+259
+00:17:09,790 --> 00:17:15,310
+أكيد هيزيد الحجم طيب خيار آخر أنت هنا بتستعمل ال
+
+260
+00:17:15,310 --> 00:17:18,770
+trans ماشي الحال ولكن ال trans هذا مختلف هذا ال
+
+261
+00:17:18,770 --> 00:17:23,860
+trans عشان يرفع ال DC من قيمة لقيمةوهيكون أصغر حجم
+
+262
+00:17:23,860 --> 00:17:29,080
+وبتعامل مع high frequency إيش بيسووا هنا مثلا هنا
+
+263
+00:17:29,080 --> 00:17:33,220
+في عندي أنا قيمة صغيرة لل DC بروح يحولها AC و
+
+264
+00:17:33,220 --> 00:17:37,000
+بعدين برفعها عن طريق Trans و بعدين بحولها ل DC عن
+
+265
+00:17:37,000 --> 00:17:41,660
+طريق مقوم مرة تانية وبالتالي هنا رفع عملية الجهد
+
+266
+00:17:41,660 --> 00:17:45,340
+ال DC لقيمة عالية عن طريق تحويله ل AC و رفعه بعدين
+
+267
+00:17:46,430 --> 00:17:51,830
+التحويل الى DC التحويل هنا ال AC هنا بتردد كبير
+
+268
+00:17:51,830 --> 00:17:56,070
+جدا فهذا يسمونه frequency transformer انا هنا حصلت
+
+269
+00:17:56,070 --> 00:18:00,150
+على 300 400 volt وبالتالي بقدر احولها وبالتالي هنا
+
+270
+00:18:00,150 --> 00:18:04,310
+uses transformer to step up the DC voltage اخر
+
+271
+00:18:04,310 --> 00:18:09,210
+structure اللي هو ان انا بكون عند هنامجموعة كبيرة
+
+272
+00:18:09,210 --> 00:18:13,390
+من الألواح الشمسية مثلا كل لوح بيعطيني تلاتين volt
+
+273
+00:18:13,390 --> 00:18:16,110
+وانا عندى عشرة عشرين لوح وبالتالي صار عندى ال volt
+
+274
+00:18:16,110 --> 00:18:19,550
+تلاتمية او اربعمية volt ممكن انا استعملهم بشكل
+
+275
+00:18:19,550 --> 00:18:24,710
+مباشر من غير transit او boost converter تمام؟
+
+276
+00:18:24,710 --> 00:18:28,490
+الأغلب او الأشهر اللى هو ال structure الأول اللى
+
+277
+00:18:28,490 --> 00:18:32,150
+هو بيستعمل boost converterنجي لـ Inverter بشكل
+
+278
+00:18:32,150 --> 00:18:34,970
+سريع بس عشان اعملكوا عملية تحفيز ل ال structure
+
+279
+00:18:34,970 --> 00:18:38,910
+تبعه قلنا هنا عبارة عن ال IGBT أو ال mosfet و طبعا
+
+280
+00:18:38,910 --> 00:18:42,390
+two leg او one leg حسب او three legs حسب ال phase
+
+281
+00:18:42,390 --> 00:18:48,350
+اللي بدك إياه طبعا بيكون عندى هنا ملف و مكثف بيعمل
+
+282
+00:18:48,350 --> 00:18:53,210
+عملية filter و هنا بيطبق عليهم PWM طيب الملف و
+
+283
+00:18:53,210 --> 00:18:55,830
+المكثف دول جديش ممكن تكون قيمتهم انا بتعطيكى قيم
+
+284
+00:18:55,830 --> 00:19:00,320
+بس هيك عشان تحميس اليكأغلب القيم بتدور حوالين واحد
+
+285
+00:19:00,320 --> 00:19:03,660
+ملي هنري هنا و هنا خمسين مايكرو فراد الواحد ملي
+
+286
+00:19:03,660 --> 00:19:07,580
+هنري هنا لو ال inverter تبعك واحد كيلو معناته لازم
+
+287
+00:19:07,580 --> 00:19:10,620
+الملف يتحمل الواحد كيلو وبالتالي انت لازم تختار
+
+288
+00:19:10,620 --> 00:19:15,120
+تيار حسب قيمة ال ال kilowatt تبع مين تبع ال
+
+289
+00:19:15,120 --> 00:19:18,080
+inverter تبعك هنا واحد ملي و هنا خمسين مايكرو طبعا
+
+290
+00:19:18,080 --> 00:19:21,840
+كل ما زوده ال capacitance كل ما كان أفضل ولكن انت
+
+291
+00:19:21,840 --> 00:19:26,750
+بدك تعمل حساب ال cost و الحجم تمامطيب انا الان بعد
+
+292
+00:19:26,750 --> 00:19:29,770
+ما اولد هنا sign wave انا لازم اعمل عملية feedback
+
+293
+00:19:29,770 --> 00:19:33,630
+ليش؟ لأنه بتعمل عملية control او عن طريق نوع من ال
+
+294
+00:19:33,630 --> 00:19:39,550
+control بي بي اي fuzzy اي حاجة و طبعا اولد إشارة
+
+295
+00:19:39,550 --> 00:19:43,080
+PWM مناسبة عشان يطلعلي ال sign waveمتناسبة مع
+
+296
+00:19:43,080 --> 00:19:48,140
+الداخل الفدية العملية ال sensing هذه بتتم عن طريق
+
+297
+00:19:48,140 --> 00:19:51,860
+حاجة اسمها LEM Sensors نوع من السنسورات مشهور في
+
+298
+00:19:51,860 --> 00:19:56,180
+الأبحاث موجود في ال papers و هذا و أنا بديك نوع من
+
+299
+00:19:56,180 --> 00:20:00,520
+أنواع السنسور المستخدمة اسمه LEM sensor بتدور على
+
+300
+00:20:00,520 --> 00:20:03,300
+جوجل LEM voltage sensor و LEM current sensor
+
+301
+00:20:03,300 --> 00:20:06,420
+هتلاقي عندك مجموعة كبيرة ممكن تختار اللي بدك إياه
+
+302
+00:20:06,420 --> 00:20:09,060
+منها في ناس بستعملوش LEM sensor بستعملوا ال
+
+303
+00:20:09,060 --> 00:20:14,230
+circuit السعاديةوكل واحد طبعا إلها advantage و
+
+304
+00:20:14,230 --> 00:20:19,270
+disadvantage طيب أنا في عند هنا grid هذه طبعا أنا
+
+305
+00:20:19,270 --> 00:20:22,070
+inverter يفترض أنه يا ينشبك على ال load يا ينشبك
+
+306
+00:20:22,070 --> 00:20:24,910
+على ال LED أو يشبك طبعا مع الاتنين على التوازي أنا
+
+307
+00:20:24,910 --> 00:20:27,810
+إذا عندي خيار ممكن أشبك مع ال grid أو لأ فاحنا
+
+308
+00:20:27,810 --> 00:20:30,990
+ممكن ما نشبكوش مع ال grid فهذا المنطقة أعتبرها
+
+309
+00:20:30,990 --> 00:20:34,610
+منسية لكن لو كنت أشبك مع ال grid يفضل يحط هنا إيش
+
+310
+00:20:34,610 --> 00:20:39,310
+ملف تقريبا 100 microhenry أو 200 microhenry وهي ال
+
+311
+00:20:39,310 --> 00:20:42,220
+grid وطبعا عامللازم عملية synchronization و
+
+312
+00:20:42,220 --> 00:20:45,560
+الأشياء هذه ال capacitor هذا قولنا لازم يكون كبير
+
+313
+00:20:45,560 --> 00:20:52,480
+بقدر الإمكان عشان يعمل عملية إيش تخلص من أي ripple
+
+314
+00:20:52,480 --> 00:20:56,920
+موجود في ال DC اللي داخل ال inverter هذا عملية ال
+
+315
+00:20:56,920 --> 00:21:00,560
+controller هنا مهمة جدا انت ممكن تقوللي هل ممكن
+
+316
+00:21:00,560 --> 00:21:04,730
+أستعمل ال BECmicrocontroller ال atmel ال avr ال
+
+317
+00:21:04,730 --> 00:21:08,590
+arduino ال raspberry pi بقولك طبعا ممكن تستعملها
+
+318
+00:21:08,590 --> 00:21:13,950
+طبعا كل واحد حسب ال professional تبع ال programmer
+
+319
+00:21:13,950 --> 00:21:17,770
+هو اللي بيحسن في البرنامج أو لا ولكن انا بحكيلك ان
+
+320
+00:21:17,770 --> 00:21:21,480
+اغلب ال papersكتير من ال papers بتستعمل نوعين من
+
+321
+00:21:21,480 --> 00:21:25,840
+ال .. ال controller ال FBGA و الأشهر من ال .. مش
+
+322
+00:21:25,840 --> 00:21:28,960
+الأشهر الأكتر استعملان من ال FBGA اللي هو ال DSP
+
+323
+00:21:28,960 --> 00:21:31,940
+Controller اللي احتويها على كمية كبيرة .. chains
+
+324
+00:21:31,940 --> 00:21:35,620
+كتير من ال PWM و timers و ال Antidistrict
+
+325
+00:21:35,620 --> 00:21:39,240
+converter و Antidistrict converter ف .. هذه يمكن
+
+326
+00:21:39,240 --> 00:21:44,700
+أشهر كتيربالنسبة لصناعة ال inverterات حتى
+
+327
+00:21:44,700 --> 00:21:46,980
+commercially كل ال inverterات اللي انا شوفتها
+
+328
+00:21:46,980 --> 00:21:50,680
+commercially تستعمل DSP Controller طبعا ايش
+
+329
+00:21:50,680 --> 00:21:54,980
+العائلة بتستعملها TMS320F28XX
+
+330
+00:21:54,980 --> 00:22:01,780
+2808 او 2812 او 28357 على معتقد فهذه العائلة
+
+331
+00:22:01,780 --> 00:22:07,020
+مشهورة بالنسبة لعمل ال control تبع ال inverter هذه
+
+332
+00:22:07,020 --> 00:22:10,560
+فقط عبارة عن معلومات فقط لتحفيزك او لتضريق دائرة
+
+333
+00:22:10,560 --> 00:22:14,520
+البحث لبحثكلو نتطلع ال electric .. كان ال electric
+
+334
+00:22:14,520 --> 00:22:17,640
+vehicle هذا عبارة عن .. جواتها عبارة عن نفس ال
+
+335
+00:22:17,640 --> 00:22:21,000
+element برضه electric vehicle يعني معناته أن
+
+336
+00:22:21,000 --> 00:22:25,120
+العجلات هذه بده في motor يدورها تمام؟ و ال motor
+
+337
+00:22:25,120 --> 00:22:29,180
+هذا لازم يكون يا إما AC يا إما DC إذا كان DC ماشي
+
+338
+00:22:29,180 --> 00:22:32,700
+الحال بياخد من البطارية بشكل مباشر لكن لو كان AC
+
+339
+00:22:32,700 --> 00:22:37,040
+ال AC هنا لو كان ال motor AC معناته أنا عندي لازم
+
+340
+00:22:37,040 --> 00:22:40,830
+يحصل على AC طب أنا عندي بطاريةأنا عندى جوا ال car
+
+341
+00:22:40,830 --> 00:22:44,490
+هنا فى بطارية DC معناته أناش لازم ن inverter طب
+
+342
+00:22:44,490 --> 00:22:48,310
+مرات البطارية الجهد تبعه منخفض فأناش لازم ن post
+
+343
+00:22:48,310 --> 00:22:52,630
+converter بعمل عملية رفع للجهد و بيعطل الإنفرتر
+
+344
+00:22:52,630 --> 00:22:57,070
+وبالتالي بشغل ال motor زى ما أنا بدي فهذا عبارة عن
+
+345
+00:22:57,070 --> 00:23:00,630
+جزء بسيط من تطبيقات ال inverter اللى هو ال
+
+346
+00:23:00,630 --> 00:23:03,590
+electric فى كده بس حبيت أحط ال block عشان أفرجيكى
+
+347
+00:23:03,590 --> 00:23:07,340
+جداش المترابطات مع بعضطيب مثلا لو أنت صنعت
+
+348
+00:23:07,340 --> 00:23:10,060
+inverter و حابب يعني تزوّد ال properties إيه له
+
+349
+00:23:10,060 --> 00:23:15,500
+مثلا ده تجيس ال active و ال reactive powerاللي هي
+
+350
+00:23:15,500 --> 00:23:19,740
+ال B و ال Q أكيد كلنا بنعرف ال B و ال Q تمام ال
+
+351
+00:23:19,740 --> 00:23:22,260
+active و ال reactive power كيف بيجيسها طبعا إذا
+
+352
+00:23:22,260 --> 00:23:26,260
+بتجيسي ال active power تمام ال B بضرب الطيار في ال
+
+353
+00:23:26,260 --> 00:23:29,640
+volt بشكل عادي طبعا بعد ما جيسهم بال sensors هدولة
+
+354
+00:23:29,640 --> 00:23:32,700
+بضرب الطيار في ال volt و عن طريق low pass filter
+
+355
+00:23:32,700 --> 00:23:36,520
+بحصل على إيش قيمة ال B 1 كيلو 2 كيلو يعني بحصل ع
+
+356
+00:23:36,520 --> 00:23:40,130
+جدش ال load ماخد منيلو بدى اجيس ال Q نفس القصة
+
+357
+00:23:40,130 --> 00:23:44,310
+ولكن ايش باجيس التيار و بعمل عملية تأخير لإشارة ال
+
+358
+00:23:44,310 --> 00:23:48,030
+volt هنا سالب مش موجب بعمل عملية تأخير لل volt
+
+359
+00:23:48,030 --> 00:23:51,990
+بمقدار تسعين درجة و بعدين بضربها بالتيار و بعمل له
+
+360
+00:23:51,990 --> 00:23:55,530
+pass filter و بيعطيني وجتها ال Q طيب عملية التأخير
+
+361
+00:23:55,530 --> 00:23:58,410
+لل جو .. ايش .. ايش التسعين درجة هذه التسعين درجة
+
+362
+00:23:58,410 --> 00:24:02,630
+هذه هي عبارة عن ربع cycle يعني ربع T تمام فان ال T
+
+363
+00:24:02,630 --> 00:24:05,030
+.. ال cycle عبارة عن ايش اللي هو واحد عالي
+
+364
+00:24:05,030 --> 00:24:07,420
+frequency و ان ال frequency عندى خمسين hertzيعني
+
+365
+00:24:07,420 --> 00:24:10,080
+هيكون ال T عندى 20 millisecond يبقى الربع هيكون
+
+366
+00:24:10,080 --> 00:24:14,620
+عندى 5 millisecond فانا بعمل على تحويلأو عملية
+
+367
+00:24:14,620 --> 00:24:19,400
+تأخير ال volt ب 5 miliseconds okay لو أنا عندى
+
+368
+00:24:19,400 --> 00:24:24,220
+برضه بدى أطلع PWM عشان أطلعلي sine wave كيف أنا
+
+369
+00:24:24,220 --> 00:24:28,320
+أطبق PWM عشان أطلعلي sine wave أنا أفترض عندى هنا
+
+370
+00:24:28,320 --> 00:24:30,620
+أن ال sine wave موجودة أنا بس حاططلك ال block هده
+
+371
+00:24:30,620 --> 00:24:34,880
+هتحفيزك أيضا هنا في sine wave نفترض okay أنت
+
+372
+00:24:34,880 --> 00:24:39,790
+هتجيبها من أى مكان على طريق ال block هده تمامهتقدر
+
+373
+00:24:39,790 --> 00:24:43,950
+انت تطلع هنا إشارة ال PWM على الأربع ترانزسترات لو
+
+374
+00:24:43,950 --> 00:24:46,690
+كان single phase هيفي عندك أربع ترانزسترات هنا
+
+375
+00:24:46,690 --> 00:24:50,330
+أربع pulses هيروحوا لأربع ترانزسترات وبهيك انت
+
+376
+00:24:50,330 --> 00:24:54,510
+بتقدر تولد PWM تمام متناسبة مع أي sine wave وبتالي
+
+377
+00:24:54,510 --> 00:24:58,230
+لما تولدها بتروح تحط filter بتحصل على pure sine
+
+378
+00:24:58,230 --> 00:25:03,130
+waveOkay نيجي الآن ل microgrid literature review
+
+379
+00:25:03,130 --> 00:25:06,250
+اللي .. اللي .. اللي يمكن أنا اتعرضتلها أنا خلال
+
+380
+00:25:06,250 --> 00:25:11,210
+قراقتي ل microgrid papers كتيرة ففي بعض المشاكل
+
+381
+00:25:11,210 --> 00:25:15,570
+نقشوها و في papers كتيرة انتشرت عليها فانا هديك
+
+382
+00:25:15,570 --> 00:25:20,430
+مجموعةبشكل سريع من هذه المشاكل ومجموعة من الحلول
+
+383
+00:25:20,430 --> 00:25:24,510
+فقط كتحفيز اليك كطالب ماجستير او دكتورة حابب يكتب
+
+384
+00:25:24,510 --> 00:25:27,510
+proposal في الموضوع هذا انه ايش فيه keywords انا
+
+385
+00:25:27,510 --> 00:25:31,010
+ممكن استفيد منها وعلى وين ابحث اول مشكلة بتواجههم
+
+386
+00:25:31,010 --> 00:25:34,790
+او يعني بتعرضولها اللي هي عملية voltage and
+
+387
+00:25:34,790 --> 00:25:38,790
+current regulation انا بد ال volt عبارة عن sine
+
+388
+00:25:38,790 --> 00:25:43,590
+waveمن غير اي resonance من غير اي harmonics و يكون
+
+389
+00:25:43,590 --> 00:25:48,550
+regular دائما 220 volt لو بال load او من غير load
+
+390
+00:25:48,550 --> 00:25:51,370
+لو عالي ال load او وطي لو شبكته مع ال grid او ما
+
+391
+00:25:51,370 --> 00:25:55,390
+شبكته كله لازم يكون stable ال system دائما فاش
+
+392
+00:25:55,390 --> 00:25:57,750
+مجموعة الحلول اللي ممكن اقتراحها في عندك كتير من
+
+393
+00:25:57,750 --> 00:26:02,290
+ال controllers B I B I D controller في عندك B زائد
+
+394
+00:26:02,290 --> 00:26:05,290
+resonant controllers في adaptive controller و
+
+395
+00:26:05,290 --> 00:26:09,320
+repetitive controllerهدول عبارة عن keywords ممكن
+
+396
+00:26:09,320 --> 00:26:13,500
+تبحث عنهم عشان تفهم كل واحد إذا حابب أنت تتعمق في
+
+397
+00:26:13,500 --> 00:26:16,280
+أي واحدة تاني إيش أنا هعطيك مجموعة من ال papers في
+
+398
+00:26:16,280 --> 00:26:20,060
+آخر العرض ممكن يعني يعطيك لمحة عن هذه المجموعة
+
+399
+00:26:20,060 --> 00:26:24,280
+كلها في ال paper واحدةالحاجة التانية انا لو عندي
+
+400
+00:26:24,280 --> 00:26:27,680
+inverter وفي مجموعة inverter تانية مع التوازي معها
+
+401
+00:26:27,680 --> 00:26:31,320
+فبعد ما يصير عملية synchronization بينهم من بعض في
+
+402
+00:26:31,320 --> 00:26:35,060
+حاجة بتصير اسمها power sharing power sharing نفترض
+
+403
+00:26:35,060 --> 00:26:39,540
+ان في عندي تلاتة inverters مشبكات مع بعض انا مابدي
+
+404
+00:26:39,540 --> 00:26:43,520
+واحد يتحمل اكثر من طاقته او قدرته نفترض في واحد
+
+405
+00:26:43,520 --> 00:26:45,980
+قدرته واحد كيلو والتاني واحد كيلو والتالت واحد
+
+406
+00:26:45,980 --> 00:26:49,900
+كيلوما بدي الأول يعطيني واحد و نص كيلو والتانيات
+
+407
+00:26:49,900 --> 00:26:52,740
+يعطوني نص كيلو نص كيلو لأ بدي أنا ال power sharing
+
+408
+00:26:52,740 --> 00:26:56,240
+يكون بالتساوي بينهم من بعض قدر الإمكان و يكون
+
+409
+00:26:56,240 --> 00:27:00,620
+متناسب مع قدرة كل واحد ما بدي أحمل واحد أكتر من
+
+410
+00:27:00,620 --> 00:27:03,600
+طاقته و إلا إيش هانحرج و هجلل من عمره الأفتراضي
+
+411
+00:27:03,600 --> 00:27:11,800
+طيب إيشأنا عندي حاجات ممكن تساعد في هذا الموضوع في
+
+412
+00:27:11,800 --> 00:27:15,320
+عندي حلين أوليين اللي هو master slave controller
+
+413
+00:27:15,320 --> 00:27:18,500
+بيعملوا inverter master والتانيات slave بحيث أنه
+
+414
+00:27:18,500 --> 00:27:22,000
+يقرر ال master كل واحد كده لازم يعطي power أو
+
+415
+00:27:22,000 --> 00:27:24,820
+current chain scheme برضه نفس القصة تقريبا زي
+
+416
+00:27:24,820 --> 00:27:29,100
+master slave ولكن مختلفة فهدول الطريقتين بيستعملوا
+
+417
+00:27:29,100 --> 00:27:31,140
+communication إيش يعني communication؟ معناته أن ال
+
+418
+00:27:31,140 --> 00:27:35,580
+inverter كل inverterفي جواته communication module
+
+419
+00:27:35,580 --> 00:27:39,580
+بتصل مع ال inverterات التانية بيعمل عملية تواصل
+
+420
+00:27:39,580 --> 00:27:44,000
+تمام و .. و بيقرروا مع بعض جداش ال power اللي يطلع
+
+421
+00:27:44,000 --> 00:27:48,260
+او .. او .. او يستهلك تمام لكن هنا في مشكلة كبيرة
+
+422
+00:27:48,260 --> 00:27:53,560
+ال communication هذا بده bandwidth عالي بيزود ال
+
+423
+00:27:53,560 --> 00:27:57,360
+cost و بيخل ال .. ال .. ال .. ال reliability تبع
+
+424
+00:27:57,360 --> 00:28:00,280
+ال system أقل تمام يعني لو المصر صار في مشكلة هذا
+
+425
+00:28:00,280 --> 00:28:05,630
+مصيبة تمامفهذا الطرق غير محبدة الطرق اللي بتعتمد
+
+426
+00:28:05,630 --> 00:28:08,010
+على ال communication غير محبدة بتاتا طب إيش في
+
+427
+00:28:08,010 --> 00:28:10,750
+طريقة ما بتعتمد على ال communication يعني أنا بجيب
+
+428
+00:28:10,750 --> 00:28:13,990
+ال inverter بشبك مع ال microgrid من غير ما يعرف ال
+
+429
+00:28:13,990 --> 00:28:17,530
+أو يحكي مع ال inverter التانية بعملي power sharing
+
+430
+00:28:17,530 --> 00:28:22,350
+ممتاز من هو هذا هو كلمة السر واللي يمكن ال
+
+431
+00:28:22,350 --> 00:28:25,780
+research تبعي كله عليهاو في مجموعة كبير من ال
+
+432
+00:28:25,780 --> 00:28:27,960
+research اللي قاعدة ال micro red كلها مبنية على
+
+433
+00:28:27,960 --> 00:28:31,320
+حاجة اسمة drop control هذه drop control طبعا اللي
+
+434
+00:28:31,320 --> 00:28:35,520
+حابب يتعمق فيها حاجة ممتازة جدا وسهلة جدا يعني مش
+
+435
+00:28:35,520 --> 00:28:40,220
+صعبة وهذه بتعمل لي power sharing من غير اتصالات
+
+436
+00:28:40,220 --> 00:28:44,020
+طبعا فانا حاططة هيك بلور مختلف عشان تتميزطيب ال
+
+437
+00:28:44,020 --> 00:28:47,240
+drop control انا عشان انا مركز عليها اكتر حاجة هل
+
+438
+00:28:47,240 --> 00:28:50,640
+الها مشاكل طبعا الها مشاكل هي حل ولكن اللي عيوب
+
+439
+00:28:50,640 --> 00:28:53,700
+العيوب يمكن الأكبر انه بيعملش reactive power
+
+440
+00:28:53,700 --> 00:28:57,780
+control او reactive power sharing كويس يعني انا
+
+441
+00:28:57,780 --> 00:29:02,880
+مثلا لو بدى لو بدى two inverters بلاقي واحد من ال
+
+442
+00:29:02,880 --> 00:29:05,180
+inverters لو شبكتهم اتنين مع بعض بلاقي واحد من ال
+
+443
+00:29:05,180 --> 00:29:08,220
+inverter ماعطيني واحد kilo var والتاني ماعطيني
+
+444
+00:29:08,220 --> 00:29:12,900
+تلاتمية او اربعمية var ليش؟هذه مشكلة لدي فأنا
+
+445
+00:29:12,900 --> 00:29:16,420
+بحاول أحل المشكلة و أجعلهم إثنين متساويات طبعا هذه
+
+446
+00:29:16,420 --> 00:29:22,320
+فيها أسباب اللي حابب يدرسها بعدين ولكن هذه مشكلة
+
+447
+00:29:22,320 --> 00:29:25,380
+المشاكل ال drop control بعمل لي deviation في ال
+
+448
+00:29:25,380 --> 00:29:29,040
+frequency و ال voltage يعني ال 220 متكونش 22% ميه
+
+449
+00:29:29,040 --> 00:29:32,140
+ميه شوية أقل ال frequency برضه بعمل لي عملية
+
+450
+00:29:32,140 --> 00:29:36,340
+deviation جليل ليش لأنه هو أصلا باستعين فيهم عشان
+
+451
+00:29:36,340 --> 00:29:41,280
+يعمل عملية تصحيح لل powerأيش في solutions لتحسين
+
+452
+00:29:41,280 --> 00:29:44,860
+drop control في عند ال BID control استعملوها مع
+
+453
+00:29:44,860 --> 00:29:48,420
+drop control عشان تحسن او angle drop control لأن
+
+454
+00:29:48,420 --> 00:29:50,320
+هذا بتعتمد على ال frequency لما تستعملوا angle
+
+455
+00:29:50,320 --> 00:29:53,720
+مرات او في عند loops تانية ممكن تساعد drop control
+
+456
+00:29:53,720 --> 00:29:58,200
+للي حاب يتعرق ممكن يخلق papers عن هذه القصص في عند
+
+457
+00:29:58,200 --> 00:30:01,620
+حاجة مهمة جدا اسمها I Landing Detection الآن لو في
+
+458
+00:30:01,620 --> 00:30:05,140
+عند inverter ومشبوك هذا ال inverter شوف كيف ال
+
+459
+00:30:05,140 --> 00:30:08,100
+inverter مشبوك مع ال grid الآنو خلاص Synchronized
+
+460
+00:30:08,100 --> 00:30:10,740
+مع بعضه و مبسوط و جاعب بيبعت power أو بياخد power
+
+461
+00:30:10,740 --> 00:30:14,680
+و 100% لفترض فجأة أو لسبب من الأسباب ال grid هذه
+
+462
+00:30:14,680 --> 00:30:18,360
+انفصلت ال Trans انحرجت الفيوزية انحرجت ال
+
+463
+00:30:18,360 --> 00:30:21,660
+transmission line انقطع تمام ايش لازم ال inverter
+
+464
+00:30:21,660 --> 00:30:25,880
+يعمل حسب ال standard تبع الاية AAA ايش بيحكي بيقول
+
+465
+00:30:25,880 --> 00:30:30,320
+في هذه الحالة على طول ال inverter معاه ثانيتين فقط
+
+466
+00:30:30,720 --> 00:30:35,180
+عشان يوقف أو يفصل حاله عن ال micro grid هي كان
+
+467
+00:30:35,180 --> 00:30:39,000
+النظام هي كان ال standard تبع IEEE ليش لأنه بيقولك
+
+468
+00:30:39,000 --> 00:30:42,080
+لو استمر في إعطاء الطاقة أول حاجة ممكن ال load
+
+469
+00:30:42,080 --> 00:30:46,040
+يكون أكبر من حجمه فيمكن ينحرق أكبر من قدرته ممكن
+
+470
+00:30:46,040 --> 00:30:51,470
+ينحرقثانيا ممكن لو ال load عادي طبيعي هيصير
+
+471
+00:30:51,470 --> 00:30:55,470
+الأسلاك المفترض مافيش فيها كهربا هيكون فيها كهربا
+
+472
+00:30:55,470 --> 00:30:58,550
+ليش؟ الأسلاك المفترض انقطعت ففي الجزء التاني مفترض
+
+473
+00:30:58,550 --> 00:31:01,390
+مايكون فيه كهربا ولكن عشان inverter شغر هيصير فيه
+
+474
+00:31:01,390 --> 00:31:05,370
+كهربا ويصير فيه خطر على عمال اللي بيشتغلوا في هذاك
+
+475
+00:31:05,370 --> 00:31:07,750
+.. على هذه المنطقة أو في الأسلاك هذهك وبالتالي
+
+476
+00:31:07,750 --> 00:31:11,730
+المفروض أنه ينقطع هذا ال inverter عن العمل خلال
+
+477
+00:31:11,730 --> 00:31:16,560
+ثانيتين معاه طيب إيش في حلول للشغل هذا؟في عندك
+
+478
+00:31:16,560 --> 00:31:19,000
+حاجة اسمها passive methods و active methods ال
+
+479
+00:31:19,000 --> 00:31:21,320
+passive method بيقولك من أول ما تروح ال grid والله
+
+480
+00:31:21,320 --> 00:31:25,060
+هيصير أكيد مشكلة في ال volt و ال frequency أو ال
+
+481
+00:31:25,060 --> 00:31:28,960
+phase وبالتالي هنعرف طبعا هي هذا ال solution أو
+
+482
+00:31:28,960 --> 00:31:32,320
+solution تاني اسمها active method ع يمكن أشهر أشهر
+
+483
+00:31:32,320 --> 00:31:37,000
+method اللي هي positive feedbackو هي الأقوى اللي
+
+484
+00:31:37,000 --> 00:31:39,640
+هي ال active method أقوى من ال passive method okay
+
+485
+00:31:39,640 --> 00:31:43,520
+فهذه برضه مجال بحث حلو جدا و keyword ممتاز جدا
+
+486
+00:31:43,520 --> 00:31:46,800
+طبعا ال I landing detection دراسة المجستير و
+
+487
+00:31:46,800 --> 00:31:50,910
+الدكتور رابطن عمل عليها لحالها فقططيب okay لو انا
+
+488
+00:31:50,910 --> 00:31:54,010
+عندي micro grid كاملة فعليا انا ك .. ك .. ك
+
+489
+00:31:54,010 --> 00:31:58,550
+customer عندي inverter و عندي .. عندي ألواح شمسية
+
+490
+00:31:58,550 --> 00:32:01,550
+و في غيري و جاري و جاري و جاري و كلنا مكونين micro
+
+491
+00:32:01,550 --> 00:32:04,910
+grid و في switch يا إما بشبكنا معالي grid أو لأ
+
+492
+00:32:04,910 --> 00:32:08,550
+مين بتحكم في هذا الكل و مين بتحكم في المعمل ال
+
+493
+00:32:08,550 --> 00:32:12,490
+monitoring للجثث دي كلها هذا .. هذه عبارة عن
+
+494
+00:32:12,490 --> 00:32:18,060
+structureبيسموه hierarchical control تمام هذا نوع
+
+495
+00:32:18,060 --> 00:32:22,040
+من ال solution .. من ال solutions المقترحة أنه في
+
+496
+00:32:22,040 --> 00:32:25,040
+عندى levels لل control level لل customer و level
+
+497
+00:32:25,040 --> 00:32:29,560
+للأعلى من ال customer و level في النهاية ل .. لل
+
+498
+00:32:29,560 --> 00:32:34,900
+manager أنه كل واحد له يعني صلاحيات أنه يغير في
+
+499
+00:32:34,900 --> 00:32:38,060
+عدة درجة ما بده فهذه عبارة عن نوع من ال control
+
+500
+00:32:38,060 --> 00:32:44,420
+اللي لازمطيب، الآن بالنسبة لل research تبعي أنا لو
+
+501
+00:32:44,420 --> 00:32:53,140
+بدي أحكيلكوا عنه بشكل سريع في عندي أنا تركيز في ال
+
+502
+00:32:53,140 --> 00:32:55,940
+research تبعي على ال inverters معناه الكلام أنا مش
+
+503
+00:32:55,940 --> 00:32:59,540
+مهم عندي ال DC source ال DC source من وين ما هو
+
+504
+00:32:59,540 --> 00:33:03,540
+جاي مش مش مشكلة عندي، تمام؟وإيش لو كان في عند ربل
+
+505
+00:33:03,540 --> 00:33:07,080
+أو مالول برضه مش دراستي هذه أنا إيش دراستي؟ دراستي
+
+506
+00:33:07,080 --> 00:33:09,780
+إنه لو كان عندي inverterات مع بعض على التوازي كيف
+
+507
+00:33:09,780 --> 00:33:13,700
+ينشبكوا من غير مشاكل، كيف يكونوا مع بعض شغالين من
+
+508
+00:33:13,700 --> 00:33:17,500
+غير أي مشاكل بالنسبة لل power و بالنسبة لل voltage
+
+509
+00:33:17,500 --> 00:33:20,060
+و بالنسبة لل synchronization، كل إيش من غير مشاكل
+
+510
+00:33:20,220 --> 00:33:23,720
+في عندى طبعا بعض المشاكل بتصير في بعض الحالات انا
+
+511
+00:33:23,720 --> 00:33:26,240
+فى دراستى بعالجها فى بعض المشاكل طبعا زى
+
+512
+00:33:26,240 --> 00:33:28,920
+circulation current, power sharing, smooth
+
+513
+00:33:28,920 --> 00:33:31,800
+transition لما احوّى من grid connected mood ل
+
+514
+00:33:31,800 --> 00:33:35,160
+island mood و العكس مافي عندى مشكلة و طبعا بدرس ال
+
+515
+00:33:35,160 --> 00:33:38,420
+macro instability هذا .. هذا خلال دراستى فانا
+
+516
+00:33:38,420 --> 00:33:41,200
+بشتغل فى island mood اكتر من grid connected mood
+
+517
+00:33:41,200 --> 00:33:45,960
+او اكتر من تركيز على اي منطقة تانيةOkay معناته انا
+
+518
+00:33:45,960 --> 00:33:49,760
+هاي ال structure تبع ال .. ال setup تبعي الدراسي
+
+519
+00:33:49,760 --> 00:33:52,660
+تبعتي انا هاي ال inverter هذا ال inverter الأول
+
+520
+00:33:52,660 --> 00:33:55,760
+هاي inverter التاني تمام ال DC source هذا اللي انا
+
+521
+00:33:55,760 --> 00:33:59,660
+جايلكوا عنه ايش ماله بعتبره في stable and fixed و
+
+522
+00:33:59,660 --> 00:34:02,580
+هنا stable and fixed يعني ثابت و مستقر ماليش دخل
+
+523
+00:34:02,580 --> 00:34:06,020
+فيه انا بتطلع للجزء هذا هاي inverter أول inverter
+
+524
+00:34:06,020 --> 00:34:09,480
+تاني تمام تاني مواصلات مع بعض و ممكن توصل بالشبكة
+
+525
+00:34:09,480 --> 00:34:14,160
+او لأوين أنا شغلي؟ أنا شغلي في الجزء ال .. ال
+
+526
+00:34:14,160 --> 00:34:17,860
+orange هذا ال unit controller هذي، تمام؟ أنا بقترح
+
+527
+00:34:17,860 --> 00:34:21,340
+control معين و بدرسه و بعمل عملية معالجة لمشكلة
+
+528
+00:34:21,340 --> 00:34:25,940
+معينة عشان يحسن ال operation مع .. او بين inverter
+
+529
+00:34:25,940 --> 00:34:29,160
+و inverter تاني، تمام؟ فانهي دراسة سابعة موجودة
+
+530
+00:34:29,160 --> 00:34:33,490
+هنالما بتقدرش تاك دراسة لازم اعمل عملية modeling
+
+531
+00:34:33,490 --> 00:34:36,950
+يمكن هذا ال modeling كلمة هيك احنا مانحبهاش لإنها
+
+532
+00:34:36,950 --> 00:34:40,650
+كلها رياضيات و matrices و transfer function و root
+
+533
+00:34:40,650 --> 00:34:44,390
+locus و الجثث هذه جميل جدا إنك تتعرف و تعمل
+
+534
+00:34:44,390 --> 00:34:47,250
+validation لل practical work تبعك بال modeling
+
+535
+00:34:47,250 --> 00:34:50,710
+ولكن هذا جزء أساسي لازم ينعمل في البقية paper أو
+
+536
+00:34:50,710 --> 00:34:55,060
+بحثما ما ما ما لا يمكن انه يمر الا بال modeling
+
+537
+00:34:55,060 --> 00:34:58,600
+تمام فانا عملت عملت modeling عملت proposing
+
+538
+00:34:58,600 --> 00:35:01,860
+لcontroller لمشكلة معينة اختبرتها بالمثلاب و ال
+
+539
+00:35:01,860 --> 00:35:04,780
+simulink في البداية عشان اشوف هل والله ال
+
+540
+00:35:04,780 --> 00:35:06,720
+controller تبعي شغال ولا لأ في النهاية عملت
+
+541
+00:35:06,720 --> 00:35:10,300
+practical implementation بنيت microgrid صغيرة على
+
+542
+00:35:10,300 --> 00:35:14,720
+جدنا واختبرت ال controller تبعي الحمد لله اذا مشوف
+
+543
+00:35:14,720 --> 00:35:18,770
+طبعا اذا نجح ولا لأ فاناأول تلاتة parts أنا مش
+
+544
+00:35:18,770 --> 00:35:22,290
+هحكي فيهم لإنه مش .. مش مساعدتنا الوقت فأنا هشوف
+
+545
+00:35:22,290 --> 00:35:25,150
+بس .. هاطلقكوا بقى قطع ال practical implementation
+
+546
+00:35:25,150 --> 00:35:28,630
+عالسريع بشوية صور أنا في عند هنا ال microgrid
+
+547
+00:35:28,630 --> 00:35:32,490
+صغيرة هاي inverter الأول هذه عبارة عن ال IGBT اللي
+
+548
+00:35:32,490 --> 00:35:35,510
+هو 6 ترانزوسترات مع بعض و هنا كمان 6 ترانزوسترات
+
+549
+00:35:35,510 --> 00:35:38,750
+مع بعض inverter تاني وهذه عبارة عن ال LC filter
+
+550
+00:35:38,750 --> 00:35:45,640
+أنا في عند هنا LC filter وهيه بشكل أخرسنسور انا
+
+551
+00:35:45,640 --> 00:35:49,480
+قلت هاي lip sensor من نوع voltage وهي lip sensor
+
+552
+00:35:49,480 --> 00:35:53,300
+هذا عبارة عن ال current sensor وهذا عبارة عن فلاتر
+
+553
+00:35:53,300 --> 00:35:57,760
+تمام هذا بس circuit انا بنيتها و هنا برضه طبعا لكل
+
+554
+00:35:57,760 --> 00:36:00,260
+inverter انا فيه عندي اكتر من current sensor هنا
+
+555
+00:36:00,260 --> 00:36:03,900
+لان انا بدي أجيس اكتر من تيارو .. و هذه برضه صورة
+
+556
+00:36:03,900 --> 00:36:07,280
+جانبية و هذا ال setup كله بعد ما انبنى كله هنا ال
+
+557
+00:36:07,280 --> 00:36:11,820
+inverters التانين و هنا ال sensors و هنا ال power
+
+558
+00:36:11,820 --> 00:36:14,660
+supply لل sensors و هنا عبارة عن contactors عشان
+
+559
+00:36:14,660 --> 00:36:17,580
+يتحكمولي إذا والله بدى ينشبك مع ال grid أو لأ، إذا
+
+560
+00:36:17,580 --> 00:36:19,860
+بده يشبك load ولا لأ، إذا صار في عملين
+
+561
+00:36:19,860 --> 00:36:22,790
+synchronization ولا لأ، هذا كله بتحكم فيه من هناعن
+
+562
+00:36:22,790 --> 00:36:26,030
+طريق ال contactors هدولة ولكن مين هو المتحكم
+
+563
+00:36:26,030 --> 00:36:28,990
+الرئيسي؟ مين اللي بدي بعت بيه و ام signal؟ في عندى
+
+564
+00:36:28,990 --> 00:36:32,750
+هنا واحدة اسمها D space هد مشهورة جدا برضه في ال
+
+565
+00:36:32,750 --> 00:36:38,290
+.. في .. في عملية ال .. اللي بيبنوا السيارات و ال
+
+566
+00:36:38,290 --> 00:36:41,850
+.. و اللي بيختبروها بيستعملوا D space كتير
+
+567
+00:36:41,850 --> 00:36:44,510
+فبتستعملوها برضه ال inverters هد ال D space
+
+568
+00:36:44,510 --> 00:36:47,990
+control unit هد بتتبرمج عن طريق ال Simulink فأنا
+
+569
+00:36:47,990 --> 00:36:51,310
+شبكة هنا عن طريق ال MATLABهنا ال simulink فانا بحط
+
+570
+00:36:51,310 --> 00:36:53,670
+ال block diagram زي ما بدي و ببقى تخيله أقل دقيقة
+
+571
+00:36:53,670 --> 00:36:56,950
+بتوفر علي وقت كبير في البرمجة مش محتاج أكتر بقى
+
+572
+00:36:56,950 --> 00:37:00,270
+quiet أبدا كله عن طريق ال simulink فهذه ال d space
+
+573
+00:37:00,270 --> 00:37:05,510
+مع ال MATLAB بيكونولي فريق ممتاز وسهل جدا وهدول
+
+574
+00:37:05,510 --> 00:37:09,940
+عبارة عن ال loads هنا ال loads عندي أنا inductiveو
+
+575
+00:37:09,940 --> 00:37:13,920
+resistive يعني active و reactive هذه بتعطيني B
+
+576
+00:37:13,920 --> 00:37:17,840
+وهذه بتعطيني Q تمام فدول نوعين من ال loads وهذه
+
+577
+00:37:17,840 --> 00:37:20,280
+عبارة عن shot من ال interfacing platform تبعتي
+
+578
+00:37:20,280 --> 00:37:23,380
+اللي أنا عملتها ممكن أتحكم في كل inverter on أو
+
+579
+00:37:23,380 --> 00:37:28,360
+off وقت إيش يشتغل و وقت إيش لأ و .. و بقدر أخد ال
+
+580
+00:37:28,360 --> 00:37:32,000
+signals ال sine wave اللي طالعة من الخارج لكل واحد
+
+581
+00:37:32,000 --> 00:37:35,240
+و في النهاية كمان بقدر أجيس ال power اللي طالعة من
+
+582
+00:37:35,240 --> 00:37:41,330
+كل واحد بسهولة عن طريق ال D space هذههذه مجموعة من
+
+583
+00:37:41,330 --> 00:37:46,010
+ال results بشكل سريع ب .. بعرضها عليكم هذه عبارة
+
+584
+00:37:46,010 --> 00:37:47,810
+عن ال sine wave اللي طالع من ال inverter هذه مش
+
+585
+00:37:47,810 --> 00:37:49,770
+sine wave واحدة هذين تاني واحدة من ال inverter
+
+586
+00:37:49,770 --> 00:37:51,670
+الأول واحدة من ال inverter التاني زي ما احنا
+
+587
+00:37:51,670 --> 00:37:54,590
+ملاحظين انهم synchronize مع بعض و ال distortion
+
+588
+00:37:54,590 --> 00:37:59,010
+تبعها 1.8 يعني .. يعني قليل جدا جدا جدا فش .. فش
+
+589
+00:37:59,010 --> 00:38:03,490
+harmonics هنا وهذا شيء ممتاز في عندي انا مشكلة من
+
+590
+00:38:03,490 --> 00:38:05,950
+المشاكل اللي انا قلتلكوا بيها ان ال drop control
+
+591
+00:38:05,950 --> 00:38:09,890
+اللي انا اعتمدتهما بيعمل reactive power sharing
+
+592
+00:38:09,890 --> 00:38:15,310
+كويس تمام تشوف ال drop controller القديم يعني هدول
+
+593
+00:38:15,310 --> 00:38:17,790
+الاتنين لازم يكونوا زي بعض ال power sharing لازم
+
+594
+00:38:17,790 --> 00:38:22,550
+يكون متساوي هذا بيعطيني خمسة و تلاتين Var وهذا
+
+595
+00:38:22,550 --> 00:38:25,230
+بتعطيني سالب خمس عشر وبالتالي في عندى difference
+
+596
+00:38:25,230 --> 00:38:28,850
+كبير جدا بينهم فأنا عملت controller عمللي على
+
+597
+00:38:28,850 --> 00:38:33,390
+minimization لل difference هذاو حسنلي فيها و عملت
+
+598
+00:38:33,390 --> 00:38:36,430
+controller تاني و الحمد لله يعني صفرلي ال
+
+599
+00:38:36,430 --> 00:38:39,370
+difference بينهم و هذا هو المطلوب عندي انه انا في
+
+600
+00:38:39,370 --> 00:38:43,070
+عندي two inverters بدي انا يكون عندهم ايش zero
+
+601
+00:38:43,070 --> 00:38:48,310
+difference between ال reactive power تبع ال
+
+602
+00:38:48,310 --> 00:38:51,850
+inverters okay فهذه جزء من ال results اللي انا
+
+603
+00:38:51,850 --> 00:38:56,490
+موجودة عندي بعد اقتراح ال two controllers في عندي
+
+604
+00:38:56,490 --> 00:39:01,360
+برضه مشكلة تانية بتحصل ال active powerلو ما يكون
+
+605
+00:39:01,360 --> 00:39:04,820
+في عندي انا inverterين مع بعض على التوازي في حالة
+
+606
+00:39:04,820 --> 00:39:09,300
+من الحالات في inverter بنحرج أو في inverter بفصل
+
+607
+00:39:09,300 --> 00:39:14,500
+تمام في حالة من الحالات طيب و طبعا بعد دراسة للقصة
+
+608
+00:39:14,500 --> 00:39:18,340
+هذه اكتشفنا ايش السبب و عرفنا انه السبب في ال DC
+
+609
+00:39:18,340 --> 00:39:22,760
+voltage بيرتفع بشكل كبير جدايعني في الحالة هديكة
+
+610
+00:39:22,760 --> 00:39:26,440
+وبالتالي أنا عملت controller طرحنا controller هذا
+
+611
+00:39:26,440 --> 00:39:31,720
+عمل .. عملية تصبيط لل .. لل DC voltage و بيخليش ال
+
+612
+00:39:31,720 --> 00:39:35,820
+inverter لا ينحرج ولا يصير له trapping وبالتالي
+
+613
+00:39:35,820 --> 00:39:38,620
+أنا هيك بزود ال reliability تبعت ال microgrid
+
+614
+00:39:38,620 --> 00:39:42,580
+عندي، تمام؟ فالcontroller هذا اشتغل شغل ممتاز معنا
+
+615
+00:39:45,850 --> 00:39:49,510
+في النهاية أنا بتعرض مجموعة مثلا من ال keywords
+
+616
+00:39:49,510 --> 00:39:52,230
+لبحثين الماجستير أو اللي بيحبوا يكملوا دكتوراه في
+
+617
+00:39:52,230 --> 00:39:55,850
+نفس المجال ممكن يبحث عن .. على drop control,
+
+618
+00:39:56,010 --> 00:39:57,990
+voltage and current controller, reactive power,
+
+619
+00:39:58,170 --> 00:40:01,590
+shergen, island mode, eye landing detection,
+
+620
+00:40:01,850 --> 00:40:05,290
+supervisory control, MBBT, forcera inversa هدولة
+
+621
+00:40:05,290 --> 00:40:09,310
+عبارة عن keywords ممكن هو يبدأ .. ي .. يبني معرفة
+
+622
+00:40:09,310 --> 00:40:13,190
+عن واحدة منهم أو تنتين منهم بحيث انه ممكنيعمل
+
+623
+00:40:13,190 --> 00:40:16,950
+research قوي في ال smart grid ان شاء الله بالنسبة
+
+624
+00:40:16,950 --> 00:40:19,770
+لطلاب ال bachelor's course أكيد تحبين يعرفوا
+
+625
+00:40:19,770 --> 00:40:23,450
+مجموعة من الأفكار ومشاريع التخرج اللي ممكن تمس
+
+626
+00:40:23,450 --> 00:40:26,970
+اللي هو ال smart grid فأنا في عند مجموعة من
+
+627
+00:40:26,970 --> 00:40:30,320
+الأفكار هاطلقوا إياهاممكن تعمل sine wave PWM
+
+628
+00:40:30,320 --> 00:40:33,400
+generator انا اعطيتك block ولكن بده كيف تطبقه
+
+629
+00:40:33,400 --> 00:40:38,040
+عمليا على ضيق ال PIC مثلا او ال FPGA فانت بدك sine
+
+630
+00:40:38,040 --> 00:40:41,200
+wave PWM generator ممكن تعمله عشان تعمل inverter
+
+631
+00:40:41,200 --> 00:40:45,320
+بتطلع pure sine wave مش square ولا modified ممكن
+
+632
+00:40:45,320 --> 00:40:47,960
+تعمل inverter voltage controller اللي هو بدك تعمل
+
+633
+00:40:47,960 --> 00:40:52,920
+عملية sensing و feedback و تدرس PI control مثلا
+
+634
+00:40:52,920 --> 00:40:58,050
+عشان تطبقهوبالتالي انت بتحافظ على ال voltage عندك
+
+635
+00:40:58,050 --> 00:41:02,230
+220 مهما كان تمام ممكن تزود ال properties لل
+
+636
+00:41:02,230 --> 00:41:05,270
+inverter تبعك و تصير عندك power measurement تمام
+
+637
+00:41:05,270 --> 00:41:08,810
+تصير تعرف ال P و ال Q اللي طالع من ال system تبعك
+
+638
+00:41:11,330 --> 00:41:15,530
+ممكن طبعا تدرس ال MBPT for Solar Inverters هذا
+
+639
+00:41:15,530 --> 00:41:19,390
+دراسة حلوة برضه Back Boost Converter لقصد انك انت
+
+640
+00:41:19,390 --> 00:41:22,410
+تعرف كيف عملية ال control لما تيجي تعمل بي آي
+
+641
+00:41:22,410 --> 00:41:26,090
+control لها يعني تدرس ال root locus و تعمل
+
+642
+00:41:26,090 --> 00:41:29,230
+modeling هاي القصد من ال Back Boost Converter عملت
+
+643
+00:41:29,230 --> 00:41:31,690
+Synchronization فيه لها طريقتين Zero Crossing
+
+644
+00:41:31,690 --> 00:41:35,690
+Detection او PLL Phase Global و ال PLL هو الأشهر و
+
+645
+00:41:35,690 --> 00:41:39,370
+الأفضل فانت ممكن تتعرف على كيف ممكن تعملها بال بيك
+
+646
+00:41:39,370 --> 00:41:42,940
+هذهو تجيب inverterين تعملهم طبعا هاد اللي يمكن
+
+647
+00:41:42,940 --> 00:41:46,520
+بيديها مجموعتين drop control for برا inverters لو
+
+648
+00:41:46,520 --> 00:41:49,540
+في أكتر مجموعة ممكن يعملوها بيكون ممتاز يعملوا
+
+649
+00:41:49,540 --> 00:41:51,860
+inverter و التانين يعملوا inverter و يشبكونوا مع
+
+650
+00:41:51,860 --> 00:41:54,420
+بعض على التوازي يعملوا synchronization و يعملوا
+
+651
+00:41:54,420 --> 00:41:57,380
+drop control و يشوفوا كيف الموضوع يعني يمكن هذا
+
+652
+00:41:57,380 --> 00:42:00,960
+شوية متطور ولكن بده مجموعة كبيرة smart charger
+
+653
+00:42:00,960 --> 00:42:03,920
+based on drop control أنا عندى مرات في inverterات
+
+654
+00:42:03,920 --> 00:42:07,780
+مافيها chargerيعني البطارية بتشحن من ال inverter
+
+655
+00:42:07,780 --> 00:42:11,880
+نفسه هذه فكرتها انه بيعتمدوا على drop control
+
+656
+00:42:11,880 --> 00:42:16,740
+تمام؟ وهذا فكرة حلوة جدا ان انت بتوفر ال charger
+
+657
+00:42:16,740 --> 00:42:22,060
+كله او ممكن تعمل scatter system for microgridعن
+
+658
+00:42:22,060 --> 00:42:24,780
+طريق مثلا ال lab view تمام فانت ممكن تتحكم بال
+
+659
+00:42:24,780 --> 00:42:26,920
+inverterات من اللي يطفى من اللي يشتغل جدش ال power
+
+660
+00:42:26,920 --> 00:42:29,720
+اللي طالع منهم و ال signals اللي خارجة منهم طبعا
+
+661
+00:42:29,720 --> 00:42:32,240
+هذه برضه بدها مجموعة كبيرة ولكن هذه عبارة عن
+
+662
+00:42:32,240 --> 00:42:37,860
+مجموعة من أفكار حلوة جدا لو هي كفيه stuff كويس
+
+663
+00:42:37,860 --> 00:42:44,100
+ممكن يعني ان شاء الله يبدعوا فيها ان شاء الله هدعم
+
+664
+00:42:44,100 --> 00:42:47,990
+العرض هذا ان شاء الله اديكوا مجموعة من ال papersفي
+
+665
+00:42:47,990 --> 00:42:50,110
+المواضيع اللي أنا حكيت فيها و في المشاكل و ال
+
+666
+00:42:50,110 --> 00:42:53,830
+solutions للي حابب يدرس و هديكوا MATLAB files
+
+667
+00:42:53,830 --> 00:42:58,350
+MATLAB هديكوا inverter و إله control system يعني
+
+668
+00:42:58,350 --> 00:43:01,750
+MATLAB .. ملف MATLAB عليه فانت ممكن تستفيد منه و
+
+669
+00:43:01,750 --> 00:43:04,730
+ممكن فعلا تستفيد منه و تطبقه عمليا و هديكوا
+
+670
+00:43:04,730 --> 00:43:08,610
+microgrid صغيرة من two inverters و كيف عملية drop
+
+671
+00:43:08,610 --> 00:43:12,430
+control بتصير فيها فهديكوا بعض الملفات MATLAB بحيث
+
+672
+00:43:12,430 --> 00:43:15,330
+أنك تستفيد منها ان شاء اللهفي النهاية ال macro
+
+673
+00:43:15,330 --> 00:43:19,550
+grid لو انه في دول متقدمة طبعا ومطبقة في جزائي
+
+674
+00:43:19,550 --> 00:43:24,270
+أكتر من العالم ال customer يعني بده يصل لحد ان هو
+
+675
+00:43:24,270 --> 00:43:28,150
+بولد طاقة تكفي طول ال .. طول السنة ومش محتاج ل
+
+676
+00:43:28,150 --> 00:43:31,590
+grid تبعت ال .. ال .. ال .. الشركات الرئيسية
+
+677
+00:43:31,590 --> 00:43:35,860
+المولدةو في بعض الأحيان هو ببيعيلها كهربا و ممكن
+
+678
+00:43:35,860 --> 00:43:39,540
+الشركة الكهربا هي اللي تدفعله فهذه عبارة عن تقنية
+
+679
+00:43:39,540 --> 00:43:42,260
+زي ما احنا قولنا ممتازة و كويسة و ان شاء الله في
+
+680
+00:43:42,260 --> 00:43:47,120
+يوم هيك نقدر نشوفها مطبقة في بلادنافي النهاية
+
+681
+00:43:47,120 --> 00:43:50,440
+شكراً لكم و لاستماعكم و نرجو أن يكون العرض ممتع
+
+682
+00:43:50,440 --> 00:43:55,160
+لكم و مفيد و ان شاء الله العرض هذا مع المجموعة
+
+683
+00:43:55,160 --> 00:43:58,540
+الملفات كلها هتلاقوها على الصفحة الخاصة فيه على
+
+684
+00:43:58,540 --> 00:44:03,300
+Facebook بالعنوان هذا شكراً لكم مرة تانية و السلام
+
+685
+00:44:03,300 --> 00:44:05,460
+عليكم و رحمة الله و بركاته
+
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_raw.json b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..175c13c9789d074cd34a5d388b79cea4b60d4348
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_raw.json
@@ -0,0 +1 @@
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ripple فيه او اي حاجة انا جاعة بتخلص منها عن طريق ايش بحط كمستور و قيمته عالية فوق 2000 ميكروفاراد بحيث انه ايش", "tokens": [3224, 8315, 8978, 43242, 7578, 1975, 8315, 644, 7251, 38251, 7578, 9114, 1347, 4032, 1975, 8315, 4724, 16254, 34105, 8157, 2423, 9114, 38637, 16758, 2655, 4032, 1975, 1829, 40688, 8978, 3224, 1975, 2407, 1975, 1829, 11331, 26108, 3660, 1975, 8315, 10874, 995, 27884, 39894, 9778, 1211, 9381, 9154, 11296, 18871, 23032, 16572, 4587, 1975, 1829, 8592, 4724, 5016, 9566, 9122, 2304, 14851, 13063, 4032, 12174, 32640, 47395, 6225, 6027, 10632, 6156, 30543, 8132, 3714, 1829, 4117, 32887, 5172, 9640, 18513, 4724, 5016, 1829, 12984, 16472, 3224, 1975, 1829, 8592], "avg_logprob": -0.18263888955116273, "compression_ratio": 1.5181347150259068, "no_speech_prob": 9.5367431640625e-07, "words": [{"start": 792.68, "end": 793.14, "word": "هنا", "probability": 0.980224609375}, {"start": 793.14, "end": 793.26, "word": " في", "probability": 0.93603515625}, {"start": 793.26, "end": 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feedback ل control system معين و هذا ال control اللى احنا بندرسه في كتبنا في MedTech Baccalaureate و بعد هي كان بيعملى عملية ايش تاخديه لل PWM عشان يصلح الإشارة تمام فهذا ال structure تبع ال inverter لكن في structures تانية احنا مش شايفين هنا في transit طبعا هنا مافيش transit ليش لأن هنا بفترض ان في عندى جهد DC عالى حوالى فوق ال 400 volt", "tokens": [9566, 3555, 3615, 995, 1975, 8315, 8978, 43242, 7578, 13412, 2407, 10632, 8608, 1863, 9381, 13546, 9307, 4032, 4724, 1829, 7435, 1829, 3794, 14407, 16712, 1829, 9640, 9307, 4032, 2423, 5962, 4032, 4724, 1829, 25957, 23942, 6225, 42213, 10632, 5824, 5296, 1969, 1185, 20449, 9957, 4032, 23758, 2423, 1969, 13672, 7578, 1975, 5016, 8315, 44945, 3215, 2288, 3794, 3224, 8978, 9122, 2655, 3555, 8315, 8978, 3982, 36050, 363, 8476, 5159, 540, 473, 4032, 39182, 39896, 25961, 4724, 1829, 25957, 23942, 6225, 42213, 10632, 1975, 1829, 8592, 6055, 47283, 16254, 3224, 24976, 46375, 44, 6225, 8592, 7649, 7251, 36520, 5016, 33688, 8592, 9640, 3660, 46811, 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"end": 1702.65, "word": " research", "probability": 0.99267578125}, {"start": 1702.65, "end": 1703.01, "word": " تبعي", "probability": 0.8916015625}, {"start": 1703.01, "end": 1703.31, "word": " كله", "probability": 0.983642578125}, {"start": 1703.31, "end": 1703.73, "word": " عليها", "probability": 0.98046875}], "temperature": 1.0}, {"id": 79, "seek": 172314, "start": 1704.2, "end": 1723.14, "text": "و في مجموعة كبير من ال research اللي قاعدة ال micro red كلها مبنية على حاجة اسمة drop control هذه drop control طبعا اللي حابب يتعمق فيها حاجة ممتازة جدا وسهلة جدا يعني مش صعبة وهذه بتعمل لي power sharing من غير اتصالات طبعا فانا حاططة هيك بلور مختلف عشان تتميز", "tokens": [2407, 8978, 3714, 7435, 2304, 2407, 27884, 9122, 3555, 13546, 9154, 2423, 2132, 13672, 1829, 12174, 995, 22488, 3660, 2423, 4532, 2182, 28242, 11296, 3714, 3555, 1863, 10632, 15844, 11331, 26108, 3660, 24525, 46007, 3270, 1969, 29538, 3270, 1969, 23032, 3555, 3615, 995, 13672, 1829, 11331, 16758, 3555, 7251, 2655, 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هي حل ولكن اللي عيوب العيوب يمكن الأكبر انه بيعملش reactive power control او reactive power sharing كويس يعني انا مثلا لو بدى لو بدى two inverters بلاقي واحد من ال inverters لو شبكتهم اتنين مع بعض بلاقي واحد من ال inverter ماعطيني واحد kilo var والتاني ماعطيني تلاتمية او اربعمية var ليش؟", "tokens": [9566, 1829, 3555, 2423, 3270, 1969, 1975, 8315, 6225, 8592, 7649, 1975, 8315, 3714, 31747, 11622, 25894, 11296, 1975, 4117, 2655, 2288, 11331, 26108, 3660, 8032, 1211, 2423, 11296, 37893, 995, 28820, 23032, 3555, 3615, 995, 2423, 11296, 37893, 995, 28820, 39896, 11331, 1211, 35525, 19452, 13672, 1829, 6225, 1829, 37746, 18863, 1829, 37746, 7251, 43020, 16247, 4117, 26890, 16472, 3224, 4724, 1829, 25957, 1211, 8592, 28897, 1347, 1969, 1975, 2407, 28897, 1347, 5414, 9122, 45865, 3794, 37495, 22653, 1975, 8315, 50113, 15040, 45164, 47525, 7578, 45164, 47525, 7578, 732, 28653, 1559, 4724, 15040, 38436, 36764, 24401, 9154, 2423, 28653, 1559, 45164, 13412, 3555, 4117, 2655, 16095, 1975, 2655, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_raw.srt b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..d7ff7b47c7a19d5a44b551c28860e725b5e4d23b
--- /dev/null
+++ b/PL9fwy3NUQKwb5CN7k-DJ_O-6aq7JJmGZO/ctpeGSV6UK0_raw.srt
@@ -0,0 +1,2740 @@
+1
+00:00:02,550 --> 00:00:05,710
+السلام عليكم ورحمة الله وبركاته أهلا وسهلا فيكوا
+
+2
+00:00:05,710 --> 00:00:10,230
+في هذا العرض اللي هاتناول فيه تعريف عن ال smart
+
+3
+00:00:10,230 --> 00:00:13,870
+grids إيش هي ال smart grid و من إيش بتتكون و إيش
+
+4
+00:00:13,870 --> 00:00:19,050
+مشاكل هي بت .. بتعالجها مقارنة مع ال grid ال ..ال
+
+5
+00:00:19,050 --> 00:00:23,370
+traditional و إيش في مو .. يعني مجال للبحث
+
+6
+00:00:23,370 --> 00:00:26,650
+والدراسة ممكن تستفيدوا منه و إيش ال moods of
+
+7
+00:00:26,650 --> 00:00:30,450
+operation تبعتها و كل هذا ان شاء الله هيكون مادة
+
+8
+00:00:30,450 --> 00:00:34,010
+خاصة للطلاب إن كان ماجستير، إن كان دكتوراه أو إن
+
+9
+00:00:34,010 --> 00:00:38,020
+كان مشاريع التخرج العاديةبحيث يستفيدوا من الفكرة
+
+10
+00:00:38,020 --> 00:00:42,840
+أو يعني يطبقوا جزئيا بعضها في دراساتهم عشان هيك
+
+11
+00:00:42,840 --> 00:00:47,540
+انا هناقش ال smart grid بعد التعريف مجموعة من
+
+12
+00:00:47,540 --> 00:00:50,560
+المشاكل اللي بتاعنيها و ال solutions بحيث انها
+
+13
+00:00:50,560 --> 00:00:57,320
+تكون تحميسلكوا انكوا تتابعوا الموضوع من ناحية
+
+14
+00:00:57,320 --> 00:01:02,880
+بحثية طبعا هكون معاكم المهندس وليد عيسى مقدم هذا
+
+15
+00:01:02,880 --> 00:01:05,580
+العرض من جامعة اكستر
+
+16
+00:01:08,610 --> 00:01:12,230
+طبعا لو بدنا نبدأ smart grid أو إيه لأ اسم تاني
+
+17
+00:01:12,230 --> 00:01:15,930
+اسمه micro grid و قبل ما أنا أعرف smart grid أو ال
+
+18
+00:01:15,930 --> 00:01:18,750
+micro grid لازم أعرف شو هي ال grid في الأساس فعندي
+
+19
+00:01:18,750 --> 00:01:23,090
+ال grid الأساسية هي عبارة عن الجسم الكبير اللي
+
+20
+00:01:23,090 --> 00:01:27,850
+بيحتوي على المحطة التوليد ال power station وعندي
+
+21
+00:01:27,850 --> 00:01:31,010
+في الطريق أكيد هيكون في عندي transformers هيكون
+
+22
+00:01:31,010 --> 00:01:36,470
+عندي poolsاللي هو الأعمدة هيكون عندي transmission
+
+23
+00:01:36,470 --> 00:01:40,270
+line طويلة حتى توصل لل users اللي هم في النهاية
+
+24
+00:01:40,270 --> 00:01:46,750
+عبارة عن مؤسسات أو مصانع أو حتى بيوت عادية كل هذا
+
+25
+00:01:46,750 --> 00:01:51,810
+طبعا بيساهم عنديأو كله بيكون مع بعضه اللي هو ال
+
+26
+00:01:51,810 --> 00:01:55,310
+grid الأساسية ففي عندي محاطة توليد transformers
+
+27
+00:01:55,310 --> 00:01:59,030
+transmission line طويلة لحد ما يوصل إيش لل users
+
+28
+00:01:59,030 --> 00:02:02,610
+فهذه هي ال grid شو في عندي أنا مشاكل في ال
+
+29
+00:02:02,610 --> 00:02:07,010
+structure هذا بيخليني أتجه لما يسمى smart grid أو
+
+30
+00:02:07,010 --> 00:02:09,950
+ال micro grid شو عندي المشاكل شو الخصائص الموجودة
+
+31
+00:02:09,950 --> 00:02:13,470
+في ال grid بتخليني لأ ما أحبهاش و بدي أروح لمنطقة
+
+32
+00:02:13,470 --> 00:02:20,350
+تانية تعالى نستعرضها مع بعضأول خاصية اللي هي
+
+33
+00:02:21,060 --> 00:02:23,940
+الاعتماد بشكل كبير على ال fossil fuel generators
+
+34
+00:02:23,940 --> 00:02:26,800
+المؤلدات الموجودة في المحطة التوليد الضخمة هذه
+
+35
+00:02:26,800 --> 00:02:30,440
+اللي عندنا بتعتمد على اللي هو مشتقات البترول في
+
+36
+00:02:30,440 --> 00:02:36,760
+إنتاج الطاقة أو الغاز أو حاجات يعني ممكن تزيد عندي
+
+37
+00:02:36,760 --> 00:02:39,960
+اللي هو ال carbon emission اللي هو ال carbon
+
+38
+00:02:39,960 --> 00:02:44,120
+dioxide والحاجات الملوثات للبيئة فانا عندي
+
+39
+00:02:44,120 --> 00:02:47,140
+الاعتماد كبير على هذا النوع من ال generators بسبب
+
+40
+00:02:47,140 --> 00:02:51,920
+عندي نوع من الضيقفي .. بالنسبة لتلوث البيئة أو حتى
+
+41
+00:02:51,920 --> 00:02:55,800
+السهلات مشتقات البترول بنسبة كبيرة جدا يوميا
+
+42
+00:02:55,800 --> 00:03:00,940
+الحاجة التانية انه انا قاعد بولد كمية كبيرة من
+
+43
+00:03:00,940 --> 00:03:05,680
+الطاقة وين؟ في مكان واحد وين محطة التوليد موجودة
+
+44
+00:03:05,680 --> 00:03:08,600
+انا قاعد بولد كمية كبيرة من الطاقة في هذا المكان
+
+45
+00:03:08,600 --> 00:03:13,160
+طيب انا لو بدي انجل هذه الطاقة لمكان بعيدلأ في
+
+46
+00:03:13,160 --> 00:03:16,980
+عندى والله users فى مكان بعيد على .. على بعد ألاف
+
+47
+00:03:16,980 --> 00:03:19,940
+كيلومترات وبالتالي أنا محتاج إيش transmission line
+
+48
+00:03:19,940 --> 00:03:24,000
+وهتكون طويلة أكيد كتير ومحتاج محولات فى الطريق
+
+49
+00:03:24,000 --> 00:03:27,240
+وأعمدة فى الطريق معناته هذا كله عبارة عن cost عالى
+
+50
+00:03:27,240 --> 00:03:31,560
+ممكن يصير عندى drop فى الطريق ممكن لل voltage ممكن
+
+51
+00:03:31,560 --> 00:03:35,520
+يصير heating ممكن أي مشكلة طبعا فى الطريقهت .. هي
+
+52
+00:03:35,520 --> 00:03:39,740
+.. هتسبب مشكلة لللي بعده، تمام؟ وبالتالي هذا ال
+
+53
+00:03:39,740 --> 00:03:43,440
+system مش كتير economic في بعض الأحيان، في بعض
+
+54
+00:03:43,440 --> 00:03:48,290
+الأحيان مش كتير economicو طبعا has low reliability
+
+55
+00:03:48,290 --> 00:03:51,130
+against sudden falls لو صار عندى مشكلة في الطريق
+
+56
+00:03:51,130 --> 00:03:56,130
+لو صارت عندى مثلا عاصفة جطعت الأسلاك محولات ضربت
+
+57
+00:03:56,130 --> 00:04:01,210
+فيوزات ولعت كل هذه الأشياء بتسبب عندى قطع عن الجزء
+
+58
+00:04:01,210 --> 00:04:05,650
+الثاني و .. و مافيش يمكن احتياط عندهم وبالتالي
+
+59
+00:04:05,650 --> 00:04:09,090
+إيش؟ هالسبب ليه؟ هال structure هده هيسبب اللي عندى
+
+60
+00:04:09,090 --> 00:04:13,850
+مشكلةإيش طبعا هذه الحاجات جزء من الحاجات الكتيرة
+
+61
+00:04:13,850 --> 00:04:18,280
+اللي بتخلينا نتجه لما يسمى ال microgridال
+
+62
+00:04:18,280 --> 00:04:22,200
+microgrid هي عبارة عن جزء صغير يمكن من اسمها نقدر
+
+63
+00:04:22,200 --> 00:04:26,160
+نتوقع microgrid وبالتالي هي عبارة عن شبكة ولكن
+
+64
+00:04:26,160 --> 00:04:31,600
+مسغرة Milligrade الكبيرة يمكن الصورة هذه بتوضح
+
+65
+00:04:31,600 --> 00:04:34,300
+بشكل بسيط إيش هي ال microgrid نعتبر ال microgrid
+
+66
+00:04:34,300 --> 00:04:38,020
+هو عبارة عن دائر هذا الصغيرة في جواتها بيوت وفي
+
+67
+00:04:38,020 --> 00:04:41,560
+جواتها facilities وفي جواتها factors وكل إشي ولكن
+
+68
+00:04:41,560 --> 00:04:47,310
+في جواتها كمان محطاتتوليد طاقة صغيرة زي مثلا ..
+
+69
+00:04:47,310 --> 00:04:51,170
+طبعا تعتمد على ال renewable energy sources زي
+
+70
+00:04:51,170 --> 00:04:56,190
+الرياح أو زي الشمس أو زي ال hydrogen و كل هذا بتصب
+
+71
+00:04:56,190 --> 00:05:01,290
+طاقة جوا ال microgrid حسب الحاجةطبعا لو طاقة كتيرة
+
+72
+00:05:01,290 --> 00:05:06,170
+أو قليلة، كل هذا يمكن
+
+73
+00:05:06,170 --> 00:05:11,250
+أنه نستعين بالمحطة التوليد الرئيسية البعيدة هذه،
+
+74
+00:05:11,250 --> 00:05:16,320
+أنه ببعض الطاقة منها حسب الحاجة تبعتنابالأساس ال
+
+75
+00:05:16,320 --> 00:05:19,040
+microgrid هو عبارة عن جزء منفصل عن ال grid
+
+76
+00:05:19,040 --> 00:05:23,600
+الأساسية ممكن يتوصل فيه أو ينفصل عنه ولكن بيعتمد
+
+77
+00:05:23,600 --> 00:05:26,200
+على ال resources اللي هو تبع ال renewable energy
+
+78
+00:05:26,200 --> 00:05:31,020
+بحيث يستفيدوا منها ويجللوا السهلاك من محطة التوليد
+
+79
+00:05:31,020 --> 00:05:34,580
+الرئيسية فهذه عبارة عن microgrid نفترض أنه في عندى
+
+80
+00:05:34,580 --> 00:05:37,780
+دولة كبيرة لو كل ولاية أو كل مدينة عبارة عن
+
+81
+00:05:37,780 --> 00:05:40,680
+microgrid microgrid microgrid وبالتالي إيش وكل
+
+82
+00:05:40,680 --> 00:05:44,600
+طبعا منطقة بتولد شوية من الطاقة وبالتالي هيصير عند
+
+83
+00:05:44,600 --> 00:05:50,490
+إيشتحسين كبير أو تقليل من استهلاك الطاقة اللى
+
+84
+00:05:50,490 --> 00:05:55,090
+موجودة اللى مأخوذة من ال ال generator بتستمد على
+
+85
+00:05:55,090 --> 00:05:58,950
+مشتقات البترول الآن ال microgrid يجاه تديني بعض
+
+86
+00:05:58,950 --> 00:06:02,250
+خصصيات كويسة زى انها تعمل integration لل renewable
+
+87
+00:06:02,250 --> 00:06:06,330
+resourcesاللي بقدر استعمل ال wind و ال solar
+
+88
+00:06:06,330 --> 00:06:09,850
+energy و ال tidal energy برضه فإنها تدعم مجموعة
+
+89
+00:06:09,850 --> 00:06:11,950
+البيوت و ال factories اللي موجودة عندى في المنطقة
+
+90
+00:06:11,950 --> 00:06:16,430
+تاني إشي بتعملى control كويس لل flow of power انا
+
+91
+00:06:16,430 --> 00:06:20,650
+لو عندي مثلا ال micro grid هد مصممة تصميمه كويس
+
+92
+00:06:20,650 --> 00:06:25,230
+هعرف كل بيت جداش ممكن يعطي طاقة أو ياحط طاقة هقرر
+
+93
+00:06:25,230 --> 00:06:29,020
+جداش انا ممكن استفيد من ال grid او لأهل هأعملها
+
+94
+00:06:29,020 --> 00:06:32,740
+أشبك مع ال grid ولا ماشبكش معها، هل هديها power
+
+95
+00:06:32,740 --> 00:06:35,940
+وقتاش أديها ووقتاش ما أعطيهاش، يبقى هذه ال .. ال
+
+96
+00:06:35,940 --> 00:06:39,400
+macro rate بتعمل .. بتعطيني facility كويس لل
+
+97
+00:06:39,400 --> 00:06:44,200
+control of powerطبعا بتجلل كتير carbon emission
+
+98
+00:06:44,200 --> 00:06:48,600
+لإن بعتمد على ال resources هذا طبيعي و reduce
+
+99
+00:06:48,600 --> 00:06:51,560
+losses لإن ممكن محتاجش transmission lines كبيرة
+
+100
+00:06:51,560 --> 00:06:54,940
+ليش لإن أنا جاعة بولد طاقة في نفس المنطقة اللي أنا
+
+101
+00:06:54,940 --> 00:07:00,900
+فيها طبعا هتكون أكثر robust robustness ممكن تكون
+
+102
+00:07:00,900 --> 00:07:04,720
+عالية و أكثر reliable against sudden falls ليش لإن
+
+103
+00:07:04,720 --> 00:07:07,760
+نفترض إن كل مدينة عبارة عن macro grid فلو لا سمح
+
+104
+00:07:07,760 --> 00:07:11,570
+الله صار فيه مشكلةفي مدينة معينة عاصفة ضربتها ال
+
+105
+00:07:11,570 --> 00:07:14,910
+microgrid تبعتها أو ال slag تبعتها اتقطعت المحولات
+
+106
+00:07:14,910 --> 00:07:21,150
+صار فيها مشكلة فالمدير التاني ممكن ما تتأثر فيها
+
+107
+00:07:21,150 --> 00:07:25,470
+او او يكون في عندها تعويض عن هذا التأثير وبالتالي
+
+108
+00:07:25,470 --> 00:07:29,510
+هتكون more reliableأخر حاجة و هي أهم حاجة اللي هي
+
+109
+00:07:29,510 --> 00:07:32,290
+أن ال customer اللي هو أنا و أنت بيوتنا أنا و إياك
+
+110
+00:07:32,290 --> 00:07:35,530
+لو أنا جزء من ال micro grid فأنا يُعتبر جزء من ال
+
+111
+00:07:35,530 --> 00:07:39,410
+grid الكاملة أنا بقدر أشارك في طاقة أو أاخد طاقة
+
+112
+00:07:39,410 --> 00:07:42,990
+حسب ما بدي وبالتالي أنا عندي control على الطاقة
+
+113
+00:07:42,990 --> 00:07:46,830
+هذه و أنا بقدر أقرر وقتيش أبيعها و وقتيش أشتريها
+
+114
+00:07:46,830 --> 00:07:51,230
+وبالتالي هذه مفيدة جدا لل customer مش بس للشركات
+
+115
+00:07:51,230 --> 00:07:55,790
+أو ل .. ل .. فقط للتطور الطبيعي لل grid ولكن برضه
+
+116
+00:07:55,790 --> 00:08:00,110
+لل customerهذا عبارة عن رسمة ممكن تخيلينا بس هيكا
+
+117
+00:08:00,110 --> 00:08:04,870
+ناخد لمحة عن الفرج فال grid الأساسي عبارة عن محطة
+
+118
+00:08:04,870 --> 00:08:09,910
+توليد كبيرة بتعطيني طاقة في اتجاه واحد للي بيوت و
+
+119
+00:08:09,910 --> 00:08:14,090
+ال factories و كل إشي ولكن في ال micro grid أنا
+
+120
+00:08:14,090 --> 00:08:17,990
+عندي محطة توليد بتعطيني طاقة ولكن في عندي محطة
+
+121
+00:08:17,990 --> 00:08:21,730
+توليد صغيرة بتعتمد على الرياح و على الشمس و على
+
+122
+00:08:21,730 --> 00:08:24,210
+المد والجزر و على حاجاتك التانية مثلا ال hydrogen
+
+123
+00:08:24,900 --> 00:08:28,420
+كل هذه بتعطيني طاقة داخليا بحيث انه هي بتعملي
+
+124
+00:08:28,420 --> 00:08:32,660
+تقليل من مقدار الطاقة الكبير اللي جاي من ال grid
+
+125
+00:08:32,660 --> 00:08:36,260
+او حتى ممكن استغنى عنها تماما اذا كان عندى ال grid
+
+126
+00:08:36,260 --> 00:08:41,500
+كان او كان اذا كان عندى ال الطاقة المستخدمة من
+
+127
+00:08:41,500 --> 00:08:46,180
+مصادر الطاقة المتجددة كافية اليه الان لل micro
+
+128
+00:08:46,180 --> 00:08:49,700
+grid انا مافي عندى micro grid كيف بتشتغل هذه او هل
+
+129
+00:08:49,700 --> 00:08:53,280
+في الها أوضاع للشغل ولا لأ في عندى وضعين نفترض هي
+
+130
+00:08:53,280 --> 00:08:58,430
+الرسمةهذا الجزء الآن أولا هذا عبارة عن ال grid،
+
+131
+00:08:58,430 --> 00:09:01,750
+هذا عبارة عن ال switch وهذا عبارة عن ال grid .. ال
+
+132
+00:09:01,750 --> 00:09:06,850
+micro grid تبعتي، فأنا هذا المربع هنا هو عبارة عن
+
+133
+00:09:06,850 --> 00:09:09,590
+ال micro grid، ال micro grid تحتوي على load، ال
+
+134
+00:09:09,590 --> 00:09:14,020
+load هو عبارة عن البيوت، المصانعالمؤسسات في عندي
+
+135
+00:09:14,020 --> 00:09:18,700
+diesel generator ممكن يكون جواها طبعا إذا كان ال
+
+136
+00:09:18,700 --> 00:09:22,240
+load عندي عالي ممكن يشتغل في أوقات معينة مش كل وقت
+
+137
+00:09:22,240 --> 00:09:26,660
+في عندي طبعا energy جاية من الشمس و من الريح و من
+
+138
+00:09:26,660 --> 00:09:30,800
+غيره فكل هدول بيساهموا مع بعض على إيش أنهم يدعموا
+
+139
+00:09:30,800 --> 00:09:33,100
+ال load و يعطيلوا الكهربا اللازمة هذه هي ال
+
+140
+00:09:33,100 --> 00:09:37,520
+microgrid تمام؟ الآن ال microgrid هذه ممكنتنشبك مع
+
+141
+00:09:37,520 --> 00:09:41,020
+ال grid او لا وبتالي هنا في عندي ال grid او محطة
+
+142
+00:09:41,020 --> 00:09:45,360
+التوليد الرئيسية اللي جاية okay في عندي خيار عن
+
+143
+00:09:45,360 --> 00:09:48,680
+طريق ال switch هذا انا ممكن اشبك ال microgrid مع
+
+144
+00:09:48,680 --> 00:09:51,940
+ال grid او لا وبتالي انا صار في عندي وضعين هنا
+
+145
+00:09:51,940 --> 00:09:54,880
+طبعا هذا الخط اللي هنا بيسمو point of common
+
+146
+00:09:54,880 --> 00:09:57,840
+couplingpoint of common coupling لأنه هذا كل ال
+
+147
+00:09:57,840 --> 00:10:01,000
+loads و كل ال resources بتنشبك فيه على التوازن مع
+
+148
+00:10:01,000 --> 00:10:05,700
+بعض وهذا النقطة هي بتتوصل بال grid او لأ وبالتالي
+
+149
+00:10:05,700 --> 00:10:09,620
+أنا في عنده وضعين إذا كان ال switch مقفل موصل يعني
+
+150
+00:10:09,620 --> 00:10:12,520
+معناه تقول إن ال grid متواصلة مع ال microgrid فإيش
+
+151
+00:10:12,520 --> 00:10:15,260
+بيسموه ال microgrid وجدها بيسموها في الوضع grid
+
+152
+00:10:15,260 --> 00:10:20,790
+connected mode طيب إذا كانال microgrid عندي مش
+
+153
+00:10:20,790 --> 00:10:24,190
+موصلة مع ال grid يعني هذا ال switch مفتوح وبالتالي
+
+154
+00:10:24,190 --> 00:10:28,070
+بيسموها island mode وهذا اسم مشهور جدا في الأبحاث
+
+155
+00:10:28,070 --> 00:10:31,190
+island mode أو grid connected mode من اسم ال grid
+
+156
+00:10:31,190 --> 00:10:34,290
+connected mode هو الموصول island mode هي عبارة عن
+
+157
+00:10:34,290 --> 00:10:37,550
+او isolated mode هو عبارة عن ان ال microgrid
+
+158
+00:10:37,550 --> 00:10:41,630
+بتشتغل لحالها من غير اي دعم من ال grid نفسها okay
+
+159
+00:10:41,630 --> 00:10:45,290
+فهذه ال microgrid modes و كتير ب .. بذكرهم في ال
+
+160
+00:10:45,290 --> 00:10:48,130
+papers و في الأبحاثفانت يعني على الأقل الآن عرفت
+
+161
+00:10:48,130 --> 00:10:51,790
+الفرق بينهم وعرفت لو بدك تشتغل في أي mood تشتغل
+
+162
+00:10:51,790 --> 00:10:57,350
+طيب جابل ما نشوف هنا في عندي انا زي ما قولت هنا في
+
+163
+00:10:57,350 --> 00:11:02,210
+عندي مصادر طاقة متجددة مثل الريح او .. او الشمس او
+
+164
+00:11:02,210 --> 00:11:05,750
+غيره طب هذه الوحدة اللي هنا يعني هل انا بشبك مصدر
+
+165
+00:11:05,750 --> 00:11:09,110
+الطاقة متجددة مباشرة مع ال microwave طبعا لأ في
+
+166
+00:11:09,110 --> 00:11:14,370
+هنا عندي وحدة نتعرف على هذه الوحدة مع بعضالوحدة
+
+167
+00:11:14,370 --> 00:11:17,510
+تتكون أساسيا من مصدر للطاقة المتجددة اللي هو إن
+
+168
+00:11:17,510 --> 00:11:21,850
+كانت ريح أو جزر أو شمس في النهاية التلاتي هدولة
+
+169
+00:11:21,850 --> 00:11:26,750
+أنا هستخرج منهم طاقة إن كانت DC بخزينها على طول في
+
+170
+00:11:26,750 --> 00:11:31,810
+البطارية وإن كانت AC بحاول أعملها قنطرة أو يعني
+
+171
+00:11:31,810 --> 00:11:36,700
+تقويمو إيش و بقى أحولها ل DC طبعا ليش لأنه بتخزنها
+
+172
+00:11:36,700 --> 00:11:40,020
+في بطاريات طبعا جزء البطاريات هذا optional يعني في
+
+173
+00:11:40,020 --> 00:11:43,020
+بعض الناس ما بيحبوا البطاريات و بيشوفوها انها not
+
+174
+00:11:43,020 --> 00:11:49,940
+economic وبالتالي بتجنبوهاولكن احنا في ال general
+
+175
+00:11:49,940 --> 00:11:53,620
+structure يعني في عندنا storage unit اللي هي
+
+176
+00:11:53,620 --> 00:11:56,380
+متمثلة في البطاريات عندنا وبالتالي انا الحين بفترض
+
+177
+00:11:56,380 --> 00:12:00,040
+ان في عندى مصدر طاقة انا قاعد حوّرته ل DC كله و
+
+178
+00:12:00,040 --> 00:12:04,080
+هيأغزنته في البطاريات البطاريات معروفة انها DC طب
+
+179
+00:12:04,080 --> 00:12:07,800
+انا بدي AC ليش لأن كل أجسا عندى بتعامل معاه AC
+
+180
+00:12:07,800 --> 00:12:12,300
+فإيش أعمل؟بدي ما يسمى ال inverter اللي هو بيحولي
+
+181
+00:12:12,300 --> 00:12:16,300
+من DC ل AC تمام بعد ما يتحول ل AC انا في عندي
+
+182
+00:12:16,300 --> 00:12:20,100
+خيارات يا اما باشتبكهم على ال loads على طول زي
+
+183
+00:12:20,100 --> 00:12:23,900
+التلفزيون زي اللمبة زي ال laptop اي حاجة او ممكن
+
+184
+00:12:23,900 --> 00:12:27,220
+خيار اخر انه اشتبكها مع ال micro او مع ال grid
+
+185
+00:12:27,220 --> 00:12:30,380
+الأساسي ففي عندى ممكن اشتبكها مع ال grid مباشرة
+
+186
+00:12:30,380 --> 00:12:33,320
+تصير ال grid connected mode او افصلها عن ال grid و
+
+187
+00:12:33,320 --> 00:12:37,620
+احطها لل loads و أصير عندى island modeهو فيه عندى
+
+188
+00:12:37,620 --> 00:12:40,240
+هنا جزء مهم اللى هو اياش ال inverter هو هذا اللى
+
+189
+00:12:40,240 --> 00:12:43,660
+احنا بنركز عليه لإنه الجزء التانى يعني مش كتير مهم
+
+190
+00:12:43,660 --> 00:12:49,640
+في البحث عنديهذه رسمة توضح برضه نفس القصة في عندى
+
+191
+00:12:49,640 --> 00:12:54,660
+شمس في عندى هنا لوح شمسي في عندى charger بيعمل ال
+
+192
+00:12:54,660 --> 00:12:57,360
+charging لل battery انا ممكن اخد من البطارية بشكل
+
+193
+00:12:57,360 --> 00:13:01,760
+مباشر ل DC load او ممكن احول ال DC power اللى هنا
+
+194
+00:13:01,760 --> 00:13:05,800
+ل AC على طريق من ال inverter فال inverter هو عبارة
+
+195
+00:13:05,800 --> 00:13:10,080
+عن محور من DC ل AC تعالى ندخل جوا ال inverter هذا
+
+196
+00:13:10,080 --> 00:13:13,800
+شوية و نعرف ال element المكون منههنا في عندى انا
+
+197
+00:13:13,800 --> 00:13:19,180
+part يسمى DC power و انا بدي هنا AC ال DC ثابت و
+
+198
+00:13:19,180 --> 00:13:22,860
+اي ripple فيه او اي حاجة انا جاعة بتخلص منها عن
+
+199
+00:13:22,860 --> 00:13:26,260
+طريق ايش بحط كمستور و قيمته عالية فوق 2000
+
+200
+00:13:26,260 --> 00:13:30,290
+ميكروفاراد بحيث انه ايشيتخلصني من أي ربل موجودة
+
+201
+00:13:30,290 --> 00:13:33,150
+أنا بدي هنا sine wave pure sine wave كيف أحصل
+
+202
+00:13:33,150 --> 00:13:36,330
+عليها؟ في عندك كتير تقنيات و في عندك كتير طرق من
+
+203
+00:13:36,330 --> 00:13:38,830
+ضمن أشهر الطرق و يمكن هذه اللي بستخدمها في بحثي
+
+204
+00:13:38,830 --> 00:13:42,130
+أنه بستخدم اللي هو ما يسمى بال IGBT ال structure
+
+205
+00:13:42,130 --> 00:13:45,670
+هذا هي عندك مجموعة من ال transistors هنا three
+
+206
+00:13:45,670 --> 00:13:47,790
+phase عشان انا three phase عشان انا انا بتستخدم
+
+207
+00:13:47,790 --> 00:13:52,200
+ايش؟ three legsو كل leg طبعا في عندها اياش two
+
+208
+00:13:52,200 --> 00:13:55,160
+transistors هدول ال transistor اسمهم IGBT طبعا
+
+209
+00:13:55,160 --> 00:13:58,420
+ممكن تستخدم ال MOSFET مافي مشكلة ولكن هاي ال
+
+210
+00:13:58,420 --> 00:14:01,180
+structure لو أنت بدك single phase يا بتستخدم leg
+
+211
+00:14:01,180 --> 00:14:07,010
+واحدة او two legs يعني في عندك خيارين okayطيب أنا
+
+212
+00:14:07,010 --> 00:14:10,790
+بعد ما ال IGBTs هتقولوا إيش .. إيش .. إيش وظيفتهم؟
+
+213
+00:14:10,790 --> 00:14:15,450
+IGBTs هتقولوا بدهم يطبّج عليهم إشارة PWM على كل
+
+214
+00:14:15,450 --> 00:14:20,310
+gate من هنا أو جهة أو بوابة بده يطبّج هنا PWM و
+
+215
+00:14:20,310 --> 00:14:24,250
+هيطلع عندي على الطرف هذا PWM تمام؟ و .. بس إيه؟
+
+216
+00:14:24,250 --> 00:14:28,450
+عشان ال PWM هذه هتطلعلي sine wave و لكن .. هتطلعلي
+
+217
+00:14:28,450 --> 00:14:31,050
+sine wave بعد إيش؟ بعد عملية ال filter إيش ال
+
+218
+00:14:31,050 --> 00:14:33,730
+filter اللي عندي هنا؟ ال filter هنا عندي LCL
+
+219
+00:14:33,730 --> 00:14:34,190
+filter
+
+220
+00:14:39,760 --> 00:14:43,900
+الهدى ممكن يستغنى عنهاطبعا انا في عندى شوية
+
+221
+00:14:43,900 --> 00:14:46,440
+سنصيرات و بيجيسوا التيارات و ال volt و بيعملى
+
+222
+00:14:46,440 --> 00:14:49,860
+عملية feedback ل control system معين و هذا ال
+
+223
+00:14:49,860 --> 00:14:52,120
+control اللى احنا بندرسه في كتبنا في MedTech
+
+224
+00:14:52,120 --> 00:14:56,980
+Baccalaureate و بعد هي كان بيعملى عملية ايش تاخديه
+
+225
+00:14:56,980 --> 00:15:01,620
+لل PWM عشان يصلح الإشارة تمام فهذا ال structure
+
+226
+00:15:01,620 --> 00:15:04,900
+تبع ال inverter لكن في structures تانية احنا مش
+
+227
+00:15:04,900 --> 00:15:07,360
+شايفين هنا في transit طبعا هنا مافيش transit ليش
+
+228
+00:15:07,360 --> 00:15:11,960
+لأن هنا بفترض ان في عندى جهد DC عالى حوالى فوق ال
+
+229
+00:15:11,960 --> 00:15:15,810
+400 voltتمام وبالتالي انا هنا سهل احصار 200 volt
+
+230
+00:15:15,810 --> 00:15:21,430
+او 220 volt من غير عملية رفع وخفط للجهود لكن في
+
+231
+00:15:21,430 --> 00:15:25,250
+مجموعة تانية من ال structures تبع ال inverters
+
+232
+00:15:25,250 --> 00:15:28,790
+اللي احنا بنعرفها او هعرضها ايه لكوا الآنأو لو
+
+233
+00:15:28,790 --> 00:15:33,450
+عندى هنا مصدر تيار مستمر تمام متمثل فيه الوحش
+
+234
+00:15:33,450 --> 00:15:37,530
+شمسية نفترض أو بطاريات تمام نفترض انه تلاتين volt
+
+235
+00:15:37,530 --> 00:15:41,250
+طيب انا هنا عايز تلاتمية volt كيف ارفع تلاتين volt
+
+236
+00:15:41,250 --> 00:15:44,170
+ل تلاتمية ليش لأن ال inverter هنا ال blocks الزرق
+
+237
+00:15:44,170 --> 00:15:48,310
+هدول كلهم invertersالانفرتار هنا عايز 300 volt
+
+238
+00:15:48,310 --> 00:15:52,130
+حوالي عشان يقدر يطلع إلى 220 فكيف اعمل بقول انت
+
+239
+00:15:52,130 --> 00:15:56,950
+ممكن تستعمل حاجة اسمها boost DC converter ال boost
+
+240
+00:15:56,950 --> 00:16:00,770
+DC converter تمام هذا بعمل على stepping up the DC
+
+241
+00:16:00,770 --> 00:16:04,270
+voltage لو عندى 30 هنا volt ممكن يرفع ليهم ل 300
+
+242
+00:16:04,270 --> 00:16:09,460
+لو عندى 200 ممكن يرفع ليهملأربعمية لأي قدر ممكن
+
+243
+00:16:09,460 --> 00:16:12,160
+انا بدخله طبعا اللي هو control معين لو انت .. هاد
+
+244
+00:16:12,160 --> 00:16:14,000
+عبارة عن دائرة كهربائية انت لو بحث في ال net
+
+245
+00:16:14,000 --> 00:16:17,900
+هتلاقي boost converter ابحث عن boost converter
+
+246
+00:16:17,900 --> 00:16:21,200
+هتلاقي دائرة لها و control system معين فانت ايش
+
+247
+00:16:21,200 --> 00:16:25,400
+بترفع جهد ال DC من قيمة صغيرة لقيمة كبيرة و بعدين
+
+248
+00:16:25,400 --> 00:16:29,160
+بتعطيها لل inverter طيب هل في خيار اخر اه انا لو
+
+249
+00:16:29,160 --> 00:16:35,340
+عندي هنا جهد صغير بحاوله ل ACو بعدين برفع ال AC عن
+
+250
+00:16:35,340 --> 00:16:38,660
+طريق ال Trans فانا هنا تلاتين Volt بروح حوّلها
+
+251
+00:16:38,660 --> 00:16:42,920
+مثلا لإنان و عشرين Volt و بعدين بكبرها بعشر مرات
+
+252
+00:16:42,920 --> 00:16:46,320
+عن طريق ال Trans و هذا ال structure هو اللي
+
+253
+00:16:46,320 --> 00:16:49,500
+بيصنعوه محليا هذا هو ال inverter اللي بيصنعوه
+
+254
+00:16:49,500 --> 00:16:54,180
+محليا غالبا يمكن في غزة بيستعملوا ال DC بحوّلها ل
+
+255
+00:16:54,180 --> 00:16:58,560
+AC و بعدين برفعها عن طريق ال Trans ولكن هذه يمكن
+
+256
+00:16:58,560 --> 00:17:01,810
+أسوأالـ structures الموجودة أو الـ topology
+
+257
+00:17:01,810 --> 00:17:06,550
+الموجودة في الانفيرتر لماذا؟ لأن ال trans كبير جدا
+
+258
+00:17:06,550 --> 00:17:09,790
+و ال cost ليه كمان؟ لو إذا كنت تزيد أنت التيار
+
+259
+00:17:09,790 --> 00:17:15,310
+أكيد هيزيد الحجم طيب خيار آخر أنت هنا بتستعمل ال
+
+260
+00:17:15,310 --> 00:17:18,770
+trans ماشي الحال ولكن ال trans هذا مختلف هذا ال
+
+261
+00:17:18,770 --> 00:17:23,860
+trans عشان يرفع ال DC من قيمة لقيمةوهيكون أصغر حجم
+
+262
+00:17:23,860 --> 00:17:29,080
+وبتعامل مع high frequency إيش بيسووا هنا مثلا هنا
+
+263
+00:17:29,080 --> 00:17:33,220
+في عندي أنا قيمة صغيرة لل DC بروح يحولها AC و
+
+264
+00:17:33,220 --> 00:17:37,000
+بعدين برفعها عن طريق Trans و بعدين بحولها ل DC عن
+
+265
+00:17:37,000 --> 00:17:41,660
+طريق مقوم مرة تانية وبالتالي هنا رفع عملية الجهد
+
+266
+00:17:41,660 --> 00:17:45,340
+ال DC لقيمة عالية عن طريق تحويله ل AC و رفعه بعدين
+
+267
+00:17:46,430 --> 00:17:51,830
+التحويل الى DC التحويل هنا ال AC هنا بتردد كبير
+
+268
+00:17:51,830 --> 00:17:56,070
+جدا فهذا يسمونه frequency transformer انا هنا حصلت
+
+269
+00:17:56,070 --> 00:18:00,150
+على 300 400 volt وبالتالي بقدر احولها وبالتالي هنا
+
+270
+00:18:00,150 --> 00:18:04,310
+uses transformer to step up the DC voltage اخر
+
+271
+00:18:04,310 --> 00:18:09,210
+structure اللي هو ان انا بكون عند هنامجموعة كبيرة
+
+272
+00:18:09,210 --> 00:18:13,390
+من الألواح الشمسية مثلا كل لوح بيعطيني تلاتين volt
+
+273
+00:18:13,390 --> 00:18:16,110
+وانا عندى عشرة عشرين لوح وبالتالي صار عندى ال volt
+
+274
+00:18:16,110 --> 00:18:19,550
+تلاتمية او اربعمية volt ممكن انا استعملهم بشكل
+
+275
+00:18:19,550 --> 00:18:24,710
+مباشر من غير transit او boost converter تمام؟
+
+276
+00:18:24,710 --> 00:18:28,490
+الأغلب او الأشهر اللى هو ال structure الأول اللى
+
+277
+00:18:28,490 --> 00:18:32,150
+هو بيستعمل boost converterنجي لـ Inverter بشكل
+
+278
+00:18:32,150 --> 00:18:34,970
+سريع بس عشان اعملكوا عملية تحفيز ل ال structure
+
+279
+00:18:34,970 --> 00:18:38,910
+تبعه قلنا هنا عبارة عن ال IGBT أو ال mosfet و طبعا
+
+280
+00:18:38,910 --> 00:18:42,390
+two leg او one leg حسب او three legs حسب ال phase
+
+281
+00:18:42,390 --> 00:18:48,350
+اللي بدك إياه طبعا بيكون عندى هنا ملف و مكثف بيعمل
+
+282
+00:18:48,350 --> 00:18:53,210
+عملية filter و هنا بيطبق عليهم PWM طيب الملف و
+
+283
+00:18:53,210 --> 00:18:55,830
+المكثف دول جديش ممكن تكون قيمتهم انا بتعطيكى قيم
+
+284
+00:18:55,830 --> 00:19:00,320
+بس هيك عشان تحميس اليكأغلب القيم بتدور حوالين واحد
+
+285
+00:19:00,320 --> 00:19:03,660
+ملي هنري هنا و هنا خمسين مايكرو فراد الواحد ملي
+
+286
+00:19:03,660 --> 00:19:07,580
+هنري هنا لو ال inverter تبعك واحد كيلو معناته لازم
+
+287
+00:19:07,580 --> 00:19:10,620
+الملف يتحمل الواحد كيلو وبالتالي انت لازم تختار
+
+288
+00:19:10,620 --> 00:19:15,120
+تيار حسب قيمة ال ال kilowatt تبع مين تبع ال
+
+289
+00:19:15,120 --> 00:19:18,080
+inverter تبعك هنا واحد ملي و هنا خمسين مايكرو طبعا
+
+290
+00:19:18,080 --> 00:19:21,840
+كل ما زوده ال capacitance كل ما كان أفضل ولكن انت
+
+291
+00:19:21,840 --> 00:19:26,750
+بدك تعمل حساب ال cost و الحجم تمامطيب انا الان بعد
+
+292
+00:19:26,750 --> 00:19:29,770
+ما اولد هنا sign wave انا لازم اعمل عملية feedback
+
+293
+00:19:29,770 --> 00:19:33,630
+ليش؟ لأنه بتعمل عملية control او عن طريق نوع من ال
+
+294
+00:19:33,630 --> 00:19:39,550
+control بي بي اي fuzzy اي حاجة و طبعا اولد إشارة
+
+295
+00:19:39,550 --> 00:19:43,080
+PWM مناسبة عشان يطلعلي ال sign waveمتناسبة مع
+
+296
+00:19:43,080 --> 00:19:48,140
+الداخل الفدية العملية ال sensing هذه بتتم عن طريق
+
+297
+00:19:48,140 --> 00:19:51,860
+حاجة اسمها LEM Sensors نوع من السنسورات مشهور في
+
+298
+00:19:51,860 --> 00:19:56,180
+الأبحاث موجود في ال papers و هذا و أنا بديك نوع من
+
+299
+00:19:56,180 --> 00:20:00,520
+أنواع السنسور المستخدمة اسمه LEM sensor بتدور على
+
+300
+00:20:00,520 --> 00:20:03,300
+جوجل LEM voltage sensor و LEM current sensor
+
+301
+00:20:03,300 --> 00:20:06,420
+هتلاقي عندك مجموعة كبيرة ممكن تختار اللي بدك إياه
+
+302
+00:20:06,420 --> 00:20:09,060
+منها في ناس بستعملوش LEM sensor بستعملوا ال
+
+303
+00:20:09,060 --> 00:20:14,230
+circuit السعاديةوكل واحد طبعا إلها advantage و
+
+304
+00:20:14,230 --> 00:20:19,270
+disadvantage طيب أنا في عند هنا grid هذه طبعا أنا
+
+305
+00:20:19,270 --> 00:20:22,070
+inverter يفترض أنه يا ينشبك على ال load يا ينشبك
+
+306
+00:20:22,070 --> 00:20:24,910
+على ال LED أو يشبك طبعا مع الاتنين على التوازي أنا
+
+307
+00:20:24,910 --> 00:20:27,810
+إذا عندي خيار ممكن أشبك مع ال grid أو لأ فاحنا
+
+308
+00:20:27,810 --> 00:20:30,990
+ممكن ما نشبكوش مع ال grid فهذا المنطقة أعتبرها
+
+309
+00:20:30,990 --> 00:20:34,610
+منسية لكن لو كنت أشبك مع ال grid يفضل يحط هنا إيش
+
+310
+00:20:34,610 --> 00:20:39,310
+ملف تقريبا 100 microhenry أو 200 microhenry وهي ال
+
+311
+00:20:39,310 --> 00:20:42,220
+grid وطبعا عامللازم عملية synchronization و
+
+312
+00:20:42,220 --> 00:20:45,560
+الأشياء هذه ال capacitor هذا قولنا لازم يكون كبير
+
+313
+00:20:45,560 --> 00:20:52,480
+بقدر الإمكان عشان يعمل عملية إيش تخلص من أي ripple
+
+314
+00:20:52,480 --> 00:20:56,920
+موجود في ال DC اللي داخل ال inverter هذا عملية ال
+
+315
+00:20:56,920 --> 00:21:00,560
+controller هنا مهمة جدا انت ممكن تقوللي هل ممكن
+
+316
+00:21:00,560 --> 00:21:04,730
+أستعمل ال BECmicrocontroller ال atmel ال avr ال
+
+317
+00:21:04,730 --> 00:21:08,590
+arduino ال raspberry pi بقولك طبعا ممكن تستعملها
+
+318
+00:21:08,590 --> 00:21:13,950
+طبعا كل واحد حسب ال professional تبع ال programmer
+
+319
+00:21:13,950 --> 00:21:17,770
+هو اللي بيحسن في البرنامج أو لا ولكن انا بحكيلك ان
+
+320
+00:21:17,770 --> 00:21:21,480
+اغلب ال papersكتير من ال papers بتستعمل نوعين من
+
+321
+00:21:21,480 --> 00:21:25,840
+ال .. ال controller ال FBGA و الأشهر من ال .. مش
+
+322
+00:21:25,840 --> 00:21:28,960
+الأشهر الأكتر استعملان من ال FBGA اللي هو ال DSP
+
+323
+00:21:28,960 --> 00:21:31,940
+Controller اللي احتويها على كمية كبيرة .. chains
+
+324
+00:21:31,940 --> 00:21:35,620
+كتير من ال PWM و timers و ال Antidistrict
+
+325
+00:21:35,620 --> 00:21:39,240
+converter و Antidistrict converter ف .. هذه يمكن
+
+326
+00:21:39,240 --> 00:21:44,700
+أشهر كتيربالنسبة لصناعة ال inverterات حتى
+
+327
+00:21:44,700 --> 00:21:46,980
+commercially كل ال inverterات اللي انا شوفتها
+
+328
+00:21:46,980 --> 00:21:50,680
+commercially تستعمل DSP Controller طبعا ايش
+
+329
+00:21:50,680 --> 00:21:54,980
+العائلة بتستعملها TMS320F28XX
+
+330
+00:21:54,980 --> 00:22:01,780
+2808 او 2812 او 28357 على معتقد فهذه العائلة
+
+331
+00:22:01,780 --> 00:22:07,020
+مشهورة بالنسبة لعمل ال control تبع ال inverter هذه
+
+332
+00:22:07,020 --> 00:22:10,560
+فقط عبارة عن معلومات فقط لتحفيزك او لتضريق دائرة
+
+333
+00:22:10,560 --> 00:22:14,520
+البحث لبحثكلو نتطلع ال electric .. كان ال electric
+
+334
+00:22:14,520 --> 00:22:17,640
+vehicle هذا عبارة عن .. جواتها عبارة عن نفس ال
+
+335
+00:22:17,640 --> 00:22:21,000
+element برضه electric vehicle يعني معناته أن
+
+336
+00:22:21,000 --> 00:22:25,120
+العجلات هذه بده في motor يدورها تمام؟ و ال motor
+
+337
+00:22:25,120 --> 00:22:29,180
+هذا لازم يكون يا إما AC يا إما DC إذا كان DC ماشي
+
+338
+00:22:29,180 --> 00:22:32,700
+الحال بياخد من البطارية بشكل مباشر لكن لو كان AC
+
+339
+00:22:32,700 --> 00:22:37,040
+ال AC هنا لو كان ال motor AC معناته أنا عندي لازم
+
+340
+00:22:37,040 --> 00:22:40,830
+يحصل على AC طب أنا عندي بطاريةأنا عندى جوا ال car
+
+341
+00:22:40,830 --> 00:22:44,490
+هنا فى بطارية DC معناته أناش لازم ن inverter طب
+
+342
+00:22:44,490 --> 00:22:48,310
+مرات البطارية الجهد تبعه منخفض فأناش لازم ن post
+
+343
+00:22:48,310 --> 00:22:52,630
+converter بعمل عملية رفع للجهد و بيعطل الإنفرتر
+
+344
+00:22:52,630 --> 00:22:57,070
+وبالتالي بشغل ال motor زى ما أنا بدي فهذا عبارة عن
+
+345
+00:22:57,070 --> 00:23:00,630
+جزء بسيط من تطبيقات ال inverter اللى هو ال
+
+346
+00:23:00,630 --> 00:23:03,590
+electric فى كده بس حبيت أحط ال block عشان أفرجيكى
+
+347
+00:23:03,590 --> 00:23:07,340
+جداش المترابطات مع بعضطيب مثلا لو أنت صنعت
+
+348
+00:23:07,340 --> 00:23:10,060
+inverter و حابب يعني تزوّد ال properties إيه له
+
+349
+00:23:10,060 --> 00:23:15,500
+مثلا ده تجيس ال active و ال reactive powerاللي هي
+
+350
+00:23:15,500 --> 00:23:19,740
+ال B و ال Q أكيد كلنا بنعرف ال B و ال Q تمام ال
+
+351
+00:23:19,740 --> 00:23:22,260
+active و ال reactive power كيف بيجيسها طبعا إذا
+
+352
+00:23:22,260 --> 00:23:26,260
+بتجيسي ال active power تمام ال B بضرب الطيار في ال
+
+353
+00:23:26,260 --> 00:23:29,640
+volt بشكل عادي طبعا بعد ما جيسهم بال sensors هدولة
+
+354
+00:23:29,640 --> 00:23:32,700
+بضرب الطيار في ال volt و عن طريق low pass filter
+
+355
+00:23:32,700 --> 00:23:36,520
+بحصل على إيش قيمة ال B 1 كيلو 2 كيلو يعني بحصل ع
+
+356
+00:23:36,520 --> 00:23:40,130
+جدش ال load ماخد منيلو بدى اجيس ال Q نفس القصة
+
+357
+00:23:40,130 --> 00:23:44,310
+ولكن ايش باجيس التيار و بعمل عملية تأخير لإشارة ال
+
+358
+00:23:44,310 --> 00:23:48,030
+volt هنا سالب مش موجب بعمل عملية تأخير لل volt
+
+359
+00:23:48,030 --> 00:23:51,990
+بمقدار تسعين درجة و بعدين بضربها بالتيار و بعمل له
+
+360
+00:23:51,990 --> 00:23:55,530
+pass filter و بيعطيني وجتها ال Q طيب عملية التأخير
+
+361
+00:23:55,530 --> 00:23:58,410
+لل جو .. ايش .. ايش التسعين درجة هذه التسعين درجة
+
+362
+00:23:58,410 --> 00:24:02,630
+هذه هي عبارة عن ربع cycle يعني ربع T تمام فان ال T
+
+363
+00:24:02,630 --> 00:24:05,030
+.. ال cycle عبارة عن ايش اللي هو واحد عالي
+
+364
+00:24:05,030 --> 00:24:07,420
+frequency و ان ال frequency عندى خمسين hertzيعني
+
+365
+00:24:07,420 --> 00:24:10,080
+هيكون ال T عندى 20 millisecond يبقى الربع هيكون
+
+366
+00:24:10,080 --> 00:24:14,620
+عندى 5 millisecond فانا بعمل على تحويلأو عملية
+
+367
+00:24:14,620 --> 00:24:19,400
+تأخير ال volt ب 5 miliseconds okay لو أنا عندى
+
+368
+00:24:19,400 --> 00:24:24,220
+برضه بدى أطلع PWM عشان أطلعلي sine wave كيف أنا
+
+369
+00:24:24,220 --> 00:24:28,320
+أطبق PWM عشان أطلعلي sine wave أنا أفترض عندى هنا
+
+370
+00:24:28,320 --> 00:24:30,620
+أن ال sine wave موجودة أنا بس حاططلك ال block هده
+
+371
+00:24:30,620 --> 00:24:34,880
+هتحفيزك أيضا هنا في sine wave نفترض okay أنت
+
+372
+00:24:34,880 --> 00:24:39,790
+هتجيبها من أى مكان على طريق ال block هده تمامهتقدر
+
+373
+00:24:39,790 --> 00:24:43,950
+انت تطلع هنا إشارة ال PWM على الأربع ترانزسترات لو
+
+374
+00:24:43,950 --> 00:24:46,690
+كان single phase هيفي عندك أربع ترانزسترات هنا
+
+375
+00:24:46,690 --> 00:24:50,330
+أربع pulses هيروحوا لأربع ترانزسترات وبهيك انت
+
+376
+00:24:50,330 --> 00:24:54,510
+بتقدر تولد PWM تمام متناسبة مع أي sine wave وبتالي
+
+377
+00:24:54,510 --> 00:24:58,230
+لما تولدها بتروح تحط filter بتحصل على pure sine
+
+378
+00:24:58,230 --> 00:25:03,130
+waveOkay نيجي الآن ل microgrid literature review
+
+379
+00:25:03,130 --> 00:25:06,250
+اللي .. اللي .. اللي يمكن أنا اتعرضتلها أنا خلال
+
+380
+00:25:06,250 --> 00:25:11,210
+قراقتي ل microgrid papers كتيرة ففي بعض المشاكل
+
+381
+00:25:11,210 --> 00:25:15,570
+نقشوها و في papers كتيرة انتشرت عليها فانا هديك
+
+382
+00:25:15,570 --> 00:25:20,430
+مجموعةبشكل سريع من هذه المشاكل ومجموعة من الحلول
+
+383
+00:25:20,430 --> 00:25:24,510
+فقط كتحفيز اليك كطالب ماجستير او دكتورة حابب يكتب
+
+384
+00:25:24,510 --> 00:25:27,510
+proposal في الموضوع هذا انه ايش فيه keywords انا
+
+385
+00:25:27,510 --> 00:25:31,010
+ممكن استفيد منها وعلى وين ابحث اول مشكلة بتواجههم
+
+386
+00:25:31,010 --> 00:25:34,790
+او يعني بتعرضولها اللي هي عملية voltage and
+
+387
+00:25:34,790 --> 00:25:38,790
+current regulation انا بد ال volt عبارة عن sine
+
+388
+00:25:38,790 --> 00:25:43,590
+waveمن غير اي resonance من غير اي harmonics و يكون
+
+389
+00:25:43,590 --> 00:25:48,550
+regular دائما 220 volt لو بال load او من غير load
+
+390
+00:25:48,550 --> 00:25:51,370
+لو عالي ال load او وطي لو شبكته مع ال grid او ما
+
+391
+00:25:51,370 --> 00:25:55,390
+شبكته كله لازم يكون stable ال system دائما فاش
+
+392
+00:25:55,390 --> 00:25:57,750
+مجموعة الحلول اللي ممكن اقتراحها في عندك كتير من
+
+393
+00:25:57,750 --> 00:26:02,290
+ال controllers B I B I D controller في عندك B زائد
+
+394
+00:26:02,290 --> 00:26:05,290
+resonant controllers في adaptive controller و
+
+395
+00:26:05,290 --> 00:26:09,320
+repetitive controllerهدول عبارة عن keywords ممكن
+
+396
+00:26:09,320 --> 00:26:13,500
+تبحث عنهم عشان تفهم كل واحد إذا حابب أنت تتعمق في
+
+397
+00:26:13,500 --> 00:26:16,280
+أي واحدة تاني إيش أنا هعطيك مجموعة من ال papers في
+
+398
+00:26:16,280 --> 00:26:20,060
+آخر العرض ممكن يعني يعطيك لمحة عن هذه المجموعة
+
+399
+00:26:20,060 --> 00:26:24,280
+كلها في ال paper واحدةالحاجة التانية انا لو عندي
+
+400
+00:26:24,280 --> 00:26:27,680
+inverter وفي مجموعة inverter تانية مع التوازي معها
+
+401
+00:26:27,680 --> 00:26:31,320
+فبعد ما يصير عملية synchronization بينهم من بعض في
+
+402
+00:26:31,320 --> 00:26:35,060
+حاجة بتصير اسمها power sharing power sharing نفترض
+
+403
+00:26:35,060 --> 00:26:39,540
+ان في عندي تلاتة inverters مشبكات مع بعض انا مابدي
+
+404
+00:26:39,540 --> 00:26:43,520
+واحد يتحمل اكثر من طاقته او قدرته نفترض في واحد
+
+405
+00:26:43,520 --> 00:26:45,980
+قدرته واحد كيلو والتاني واحد كيلو والتالت واحد
+
+406
+00:26:45,980 --> 00:26:49,900
+كيلوما بدي الأول يعطيني واحد و نص كيلو والتانيات
+
+407
+00:26:49,900 --> 00:26:52,740
+يعطوني نص كيلو نص كيلو لأ بدي أنا ال power sharing
+
+408
+00:26:52,740 --> 00:26:56,240
+يكون بالتساوي بينهم من بعض قدر الإمكان و يكون
+
+409
+00:26:56,240 --> 00:27:00,620
+متناسب مع قدرة كل واحد ما بدي أحمل واحد أكتر من
+
+410
+00:27:00,620 --> 00:27:03,600
+طاقته و إلا إيش هانحرج و هجلل من عمره الأفتراضي
+
+411
+00:27:03,600 --> 00:27:11,800
+طيب إيشأنا عندي حاجات ممكن تساعد في هذا الموضوع في
+
+412
+00:27:11,800 --> 00:27:15,320
+عندي حلين أوليين اللي هو master slave controller
+
+413
+00:27:15,320 --> 00:27:18,500
+بيعملوا inverter master والتانيات slave بحيث أنه
+
+414
+00:27:18,500 --> 00:27:22,000
+يقرر ال master كل واحد كده لازم يعطي power أو
+
+415
+00:27:22,000 --> 00:27:24,820
+current chain scheme برضه نفس القصة تقريبا زي
+
+416
+00:27:24,820 --> 00:27:29,100
+master slave ولكن مختلفة فهدول الطريقتين بيستعملوا
+
+417
+00:27:29,100 --> 00:27:31,140
+communication إيش يعني communication؟ معناته أن ال
+
+418
+00:27:31,140 --> 00:27:35,580
+inverter كل inverterفي جواته communication module
+
+419
+00:27:35,580 --> 00:27:39,580
+بتصل مع ال inverterات التانية بيعمل عملية تواصل
+
+420
+00:27:39,580 --> 00:27:44,000
+تمام و .. و بيقرروا مع بعض جداش ال power اللي يطلع
+
+421
+00:27:44,000 --> 00:27:48,260
+او .. او .. او يستهلك تمام لكن هنا في مشكلة كبيرة
+
+422
+00:27:48,260 --> 00:27:53,560
+ال communication هذا بده bandwidth عالي بيزود ال
+
+423
+00:27:53,560 --> 00:27:57,360
+cost و بيخل ال .. ال .. ال .. ال reliability تبع
+
+424
+00:27:57,360 --> 00:28:00,280
+ال system أقل تمام يعني لو المصر صار في مشكلة هذا
+
+425
+00:28:00,280 --> 00:28:05,630
+مصيبة تمامفهذا الطرق غير محبدة الطرق اللي بتعتمد
+
+426
+00:28:05,630 --> 00:28:08,010
+على ال communication غير محبدة بتاتا طب إيش في
+
+427
+00:28:08,010 --> 00:28:10,750
+طريقة ما بتعتمد على ال communication يعني أنا بجيب
+
+428
+00:28:10,750 --> 00:28:13,990
+ال inverter بشبك مع ال microgrid من غير ما يعرف ال
+
+429
+00:28:13,990 --> 00:28:17,530
+أو يحكي مع ال inverter التانية بعملي power sharing
+
+430
+00:28:17,530 --> 00:28:22,350
+ممتاز من هو هذا هو كلمة السر واللي يمكن ال
+
+431
+00:28:22,350 --> 00:28:25,780
+research تبعي كله عليهاو في مجموعة كبير من ال
+
+432
+00:28:25,780 --> 00:28:27,960
+research اللي قاعدة ال micro red كلها مبنية على
+
+433
+00:28:27,960 --> 00:28:31,320
+حاجة اسمة drop control هذه drop control طبعا اللي
+
+434
+00:28:31,320 --> 00:28:35,520
+حابب يتعمق فيها حاجة ممتازة جدا وسهلة جدا يعني مش
+
+435
+00:28:35,520 --> 00:28:40,220
+صعبة وهذه بتعمل لي power sharing من غير اتصالات
+
+436
+00:28:40,220 --> 00:28:44,020
+طبعا فانا حاططة هيك بلور مختلف عشان تتميزطيب ال
+
+437
+00:28:44,020 --> 00:28:47,240
+drop control انا عشان انا مركز عليها اكتر حاجة هل
+
+438
+00:28:47,240 --> 00:28:50,640
+الها مشاكل طبعا الها مشاكل هي حل ولكن اللي عيوب
+
+439
+00:28:50,640 --> 00:28:53,700
+العيوب يمكن الأكبر انه بيعملش reactive power
+
+440
+00:28:53,700 --> 00:28:57,780
+control او reactive power sharing كويس يعني انا
+
+441
+00:28:57,780 --> 00:29:02,880
+مثلا لو بدى لو بدى two inverters بلاقي واحد من ال
+
+442
+00:29:02,880 --> 00:29:05,180
+inverters لو شبكتهم اتنين مع بعض بلاقي واحد من ال
+
+443
+00:29:05,180 --> 00:29:08,220
+inverter ماعطيني واحد kilo var والتاني ماعطيني
+
+444
+00:29:08,220 --> 00:29:12,900
+تلاتمية او اربعمية var ليش؟هذه مشكلة لدي فأنا
+
+445
+00:29:12,900 --> 00:29:16,420
+بحاول أحل المشكلة و أجعلهم إثنين متساويات طبعا هذه
+
+446
+00:29:16,420 --> 00:29:22,320
+فيها أسباب اللي حابب يدرسها بعدين ولكن هذه مشكلة
+
+447
+00:29:22,320 --> 00:29:25,380
+المشاكل ال drop control بعمل لي deviation في ال
+
+448
+00:29:25,380 --> 00:29:29,040
+frequency و ال voltage يعني ال 220 متكونش 22% ميه
+
+449
+00:29:29,040 --> 00:29:32,140
+ميه شوية أقل ال frequency برضه بعمل لي عملية
+
+450
+00:29:32,140 --> 00:29:36,340
+deviation جليل ليش لأنه هو أصلا باستعين فيهم عشان
+
+451
+00:29:36,340 --> 00:29:41,280
+يعمل عملية تصحيح لل powerأيش في solutions لتحسين
+
+452
+00:29:41,280 --> 00:29:44,860
+drop control في عند ال BID control استعملوها مع
+
+453
+00:29:44,860 --> 00:29:48,420
+drop control عشان تحسن او angle drop control لأن
+
+454
+00:29:48,420 --> 00:29:50,320
+هذا بتعتمد على ال frequency لما تستعملوا angle
+
+455
+00:29:50,320 --> 00:29:53,720
+مرات او في عند loops تانية ممكن تساعد drop control
+
+456
+00:29:53,720 --> 00:29:58,200
+للي حاب يتعرق ممكن يخلق papers عن هذه القصص في عند
+
+457
+00:29:58,200 --> 00:30:01,620
+حاجة مهمة جدا اسمها I Landing Detection الآن لو في
+
+458
+00:30:01,620 --> 00:30:05,140
+عند inverter ومشبوك هذا ال inverter شوف كيف ال
+
+459
+00:30:05,140 --> 00:30:08,100
+inverter مشبوك مع ال grid الآنو خلاص Synchronized
+
+460
+00:30:08,100 --> 00:30:10,740
+مع بعضه و مبسوط و جاعب بيبعت power أو بياخد power
+
+461
+00:30:10,740 --> 00:30:14,680
+و 100% لفترض فجأة أو لسبب من الأسباب ال grid هذه
+
+462
+00:30:14,680 --> 00:30:18,360
+انفصلت ال Trans انحرجت الفيوزية انحرجت ال
+
+463
+00:30:18,360 --> 00:30:21,660
+transmission line انقطع تمام ايش لازم ال inverter
+
+464
+00:30:21,660 --> 00:30:25,880
+يعمل حسب ال standard تبع الاية AAA ايش بيحكي بيقول
+
+465
+00:30:25,880 --> 00:30:30,320
+في هذه الحالة على طول ال inverter معاه ثانيتين فقط
+
+466
+00:30:30,720 --> 00:30:35,180
+عشان يوقف أو يفصل حاله عن ال micro grid هي كان
+
+467
+00:30:35,180 --> 00:30:39,000
+النظام هي كان ال standard تبع IEEE ليش لأنه بيقولك
+
+468
+00:30:39,000 --> 00:30:42,080
+لو استمر في إعطاء الطاقة أول حاجة ممكن ال load
+
+469
+00:30:42,080 --> 00:30:46,040
+يكون أكبر من حجمه فيمكن ينحرق أكبر من قدرته ممكن
+
+470
+00:30:46,040 --> 00:30:51,470
+ينحرقثانيا ممكن لو ال load عادي طبيعي هيصير
+
+471
+00:30:51,470 --> 00:30:55,470
+الأسلاك المفترض مافيش فيها كهربا هيكون فيها كهربا
+
+472
+00:30:55,470 --> 00:30:58,550
+ليش؟ الأسلاك المفترض انقطعت ففي الجزء التاني مفترض
+
+473
+00:30:58,550 --> 00:31:01,390
+مايكون فيه كهربا ولكن عشان inverter شغر هيصير فيه
+
+474
+00:31:01,390 --> 00:31:05,370
+كهربا ويصير فيه خطر على عمال اللي بيشتغلوا في هذاك
+
+475
+00:31:05,370 --> 00:31:07,750
+.. على هذه المنطقة أو في الأسلاك هذهك وبالتالي
+
+476
+00:31:07,750 --> 00:31:11,730
+المفروض أنه ينقطع هذا ال inverter عن العمل خلال
+
+477
+00:31:11,730 --> 00:31:16,560
+ثانيتين معاه طيب إيش في حلول للشغل هذا؟في عندك
+
+478
+00:31:16,560 --> 00:31:19,000
+حاجة اسمها passive methods و active methods ال
+
+479
+00:31:19,000 --> 00:31:21,320
+passive method بيقولك من أول ما تروح ال grid والله
+
+480
+00:31:21,320 --> 00:31:25,060
+هيصير أكيد مشكلة في ال volt و ال frequency أو ال
+
+481
+00:31:25,060 --> 00:31:28,960
+phase وبالتالي هنعرف طبعا هي هذا ال solution أو
+
+482
+00:31:28,960 --> 00:31:32,320
+solution تاني اسمها active method ع يمكن أشهر أشهر
+
+483
+00:31:32,320 --> 00:31:37,000
+method اللي هي positive feedbackو هي الأقوى اللي
+
+484
+00:31:37,000 --> 00:31:39,640
+هي ال active method أقوى من ال passive method okay
+
+485
+00:31:39,640 --> 00:31:43,520
+فهذه برضه مجال بحث حلو جدا و keyword ممتاز جدا
+
+486
+00:31:43,520 --> 00:31:46,800
+طبعا ال I landing detection دراسة المجستير و
+
+487
+00:31:46,800 --> 00:31:50,910
+الدكتور رابطن عمل عليها لحالها فقططيب okay لو انا
+
+488
+00:31:50,910 --> 00:31:54,010
+عندي micro grid كاملة فعليا انا ك .. ك .. ك
+
+489
+00:31:54,010 --> 00:31:58,550
+customer عندي inverter و عندي .. عندي ألواح شمسية
+
+490
+00:31:58,550 --> 00:32:01,550
+و في غيري و جاري و جاري و جاري و كلنا مكونين micro
+
+491
+00:32:01,550 --> 00:32:04,910
+grid و في switch يا إما بشبكنا معالي grid أو لأ
+
+492
+00:32:04,910 --> 00:32:08,550
+مين بتحكم في هذا الكل و مين بتحكم في المعمل ال
+
+493
+00:32:08,550 --> 00:32:12,490
+monitoring للجثث دي كلها هذا .. هذه عبارة عن
+
+494
+00:32:12,490 --> 00:32:18,060
+structureبيسموه hierarchical control تمام هذا نوع
+
+495
+00:32:18,060 --> 00:32:22,040
+من ال solution .. من ال solutions المقترحة أنه في
+
+496
+00:32:22,040 --> 00:32:25,040
+عندى levels لل control level لل customer و level
+
+497
+00:32:25,040 --> 00:32:29,560
+للأعلى من ال customer و level في النهاية ل .. لل
+
+498
+00:32:29,560 --> 00:32:34,900
+manager أنه كل واحد له يعني صلاحيات أنه يغير في
+
+499
+00:32:34,900 --> 00:32:38,060
+عدة درجة ما بده فهذه عبارة عن نوع من ال control
+
+500
+00:32:38,060 --> 00:32:44,420
+اللي لازمطيب، الآن بالنسبة لل research تبعي أنا لو
+
+501
+00:32:44,420 --> 00:32:53,140
+بدي أحكيلكوا عنه بشكل سريع في عندي أنا تركيز في ال
+
+502
+00:32:53,140 --> 00:32:55,940
+research تبعي على ال inverters معناه الكلام أنا مش
+
+503
+00:32:55,940 --> 00:32:59,540
+مهم عندي ال DC source ال DC source من وين ما هو
+
+504
+00:32:59,540 --> 00:33:03,540
+جاي مش مش مشكلة عندي، تمام؟وإيش لو كان في عند ربل
+
+505
+00:33:03,540 --> 00:33:07,080
+أو مالول برضه مش دراستي هذه أنا إيش دراستي؟ دراستي
+
+506
+00:33:07,080 --> 00:33:09,780
+إنه لو كان عندي inverterات مع بعض على التوازي كيف
+
+507
+00:33:09,780 --> 00:33:13,700
+ينشبكوا من غير مشاكل، كيف يكونوا مع بعض شغالين من
+
+508
+00:33:13,700 --> 00:33:17,500
+غير أي مشاكل بالنسبة لل power و بالنسبة لل voltage
+
+509
+00:33:17,500 --> 00:33:20,060
+و بالنسبة لل synchronization، كل إيش من غير مشاكل
+
+510
+00:33:20,220 --> 00:33:23,720
+في عندى طبعا بعض المشاكل بتصير في بعض الحالات انا
+
+511
+00:33:23,720 --> 00:33:26,240
+فى دراستى بعالجها فى بعض المشاكل طبعا زى
+
+512
+00:33:26,240 --> 00:33:28,920
+circulation current, power sharing, smooth
+
+513
+00:33:28,920 --> 00:33:31,800
+transition لما احوّى من grid connected mood ل
+
+514
+00:33:31,800 --> 00:33:35,160
+island mood و العكس مافي عندى مشكلة و طبعا بدرس ال
+
+515
+00:33:35,160 --> 00:33:38,420
+macro instability هذا .. هذا خلال دراستى فانا
+
+516
+00:33:38,420 --> 00:33:41,200
+بشتغل فى island mood اكتر من grid connected mood
+
+517
+00:33:41,200 --> 00:33:45,960
+او اكتر من تركيز على اي منطقة تانيةOkay معناته انا
+
+518
+00:33:45,960 --> 00:33:49,760
+هاي ال structure تبع ال .. ال setup تبعي الدراسي
+
+519
+00:33:49,760 --> 00:33:52,660
+تبعتي انا هاي ال inverter هذا ال inverter الأول
+
+520
+00:33:52,660 --> 00:33:55,760
+هاي inverter التاني تمام ال DC source هذا اللي انا
+
+521
+00:33:55,760 --> 00:33:59,660
+جايلكوا عنه ايش ماله بعتبره في stable and fixed و
+
+522
+00:33:59,660 --> 00:34:02,580
+هنا stable and fixed يعني ثابت و مستقر ماليش دخل
+
+523
+00:34:02,580 --> 00:34:06,020
+فيه انا بتطلع للجزء هذا هاي inverter أول inverter
+
+524
+00:34:06,020 --> 00:34:09,480
+تاني تمام تاني مواصلات مع بعض و ممكن توصل بالشبكة
+
+525
+00:34:09,480 --> 00:34:14,160
+او لأوين أنا شغلي؟ أنا شغلي في الجزء ال .. ال
+
+526
+00:34:14,160 --> 00:34:17,860
+orange هذا ال unit controller هذي، تمام؟ أنا بقترح
+
+527
+00:34:17,860 --> 00:34:21,340
+control معين و بدرسه و بعمل عملية معالجة لمشكلة
+
+528
+00:34:21,340 --> 00:34:25,940
+معينة عشان يحسن ال operation مع .. او بين inverter
+
+529
+00:34:25,940 --> 00:34:29,160
+و inverter تاني، تمام؟ فانهي دراسة سابعة موجودة
+
+530
+00:34:29,160 --> 00:34:33,490
+هنالما بتقدرش تاك دراسة لازم اعمل عملية modeling
+
+531
+00:34:33,490 --> 00:34:36,950
+يمكن هذا ال modeling كلمة هيك احنا مانحبهاش لإنها
+
+532
+00:34:36,950 --> 00:34:40,650
+كلها رياضيات و matrices و transfer function و root
+
+533
+00:34:40,650 --> 00:34:44,390
+locus و الجثث هذه جميل جدا إنك تتعرف و تعمل
+
+534
+00:34:44,390 --> 00:34:47,250
+validation لل practical work تبعك بال modeling
+
+535
+00:34:47,250 --> 00:34:50,710
+ولكن هذا جزء أساسي لازم ينعمل في البقية paper أو
+
+536
+00:34:50,710 --> 00:34:55,060
+بحثما ما ما ما لا يمكن انه يمر الا بال modeling
+
+537
+00:34:55,060 --> 00:34:58,600
+تمام فانا عملت عملت modeling عملت proposing
+
+538
+00:34:58,600 --> 00:35:01,860
+لcontroller لمشكلة معينة اختبرتها بالمثلاب و ال
+
+539
+00:35:01,860 --> 00:35:04,780
+simulink في البداية عشان اشوف هل والله ال
+
+540
+00:35:04,780 --> 00:35:06,720
+controller تبعي شغال ولا لأ في النهاية عملت
+
+541
+00:35:06,720 --> 00:35:10,300
+practical implementation بنيت microgrid صغيرة على
+
+542
+00:35:10,300 --> 00:35:14,720
+جدنا واختبرت ال controller تبعي الحمد لله اذا مشوف
+
+543
+00:35:14,720 --> 00:35:18,770
+طبعا اذا نجح ولا لأ فاناأول تلاتة parts أنا مش
+
+544
+00:35:18,770 --> 00:35:22,290
+هحكي فيهم لإنه مش .. مش مساعدتنا الوقت فأنا هشوف
+
+545
+00:35:22,290 --> 00:35:25,150
+بس .. هاطلقكوا بقى قطع ال practical implementation
+
+546
+00:35:25,150 --> 00:35:28,630
+عالسريع بشوية صور أنا في عند هنا ال microgrid
+
+547
+00:35:28,630 --> 00:35:32,490
+صغيرة هاي inverter الأول هذه عبارة عن ال IGBT اللي
+
+548
+00:35:32,490 --> 00:35:35,510
+هو 6 ترانزوسترات مع بعض و هنا كمان 6 ترانزوسترات
+
+549
+00:35:35,510 --> 00:35:38,750
+مع بعض inverter تاني وهذه عبارة عن ال LC filter
+
+550
+00:35:38,750 --> 00:35:45,640
+أنا في عند هنا LC filter وهيه بشكل أخرسنسور انا
+
+551
+00:35:45,640 --> 00:35:49,480
+قلت هاي lip sensor من نوع voltage وهي lip sensor
+
+552
+00:35:49,480 --> 00:35:53,300
+هذا عبارة عن ال current sensor وهذا عبارة عن فلاتر
+
+553
+00:35:53,300 --> 00:35:57,760
+تمام هذا بس circuit انا بنيتها و هنا برضه طبعا لكل
+
+554
+00:35:57,760 --> 00:36:00,260
+inverter انا فيه عندي اكتر من current sensor هنا
+
+555
+00:36:00,260 --> 00:36:03,900
+لان انا بدي أجيس اكتر من تيارو .. و هذه برضه صورة
+
+556
+00:36:03,900 --> 00:36:07,280
+جانبية و هذا ال setup كله بعد ما انبنى كله هنا ال
+
+557
+00:36:07,280 --> 00:36:11,820
+inverters التانين و هنا ال sensors و هنا ال power
+
+558
+00:36:11,820 --> 00:36:14,660
+supply لل sensors و هنا عبارة عن contactors عشان
+
+559
+00:36:14,660 --> 00:36:17,580
+يتحكمولي إذا والله بدى ينشبك مع ال grid أو لأ، إذا
+
+560
+00:36:17,580 --> 00:36:19,860
+بده يشبك load ولا لأ، إذا صار في عملين
+
+561
+00:36:19,860 --> 00:36:22,790
+synchronization ولا لأ، هذا كله بتحكم فيه من هناعن
+
+562
+00:36:22,790 --> 00:36:26,030
+طريق ال contactors هدولة ولكن مين هو المتحكم
+
+563
+00:36:26,030 --> 00:36:28,990
+الرئيسي؟ مين اللي بدي بعت بيه و ام signal؟ في عندى
+
+564
+00:36:28,990 --> 00:36:32,750
+هنا واحدة اسمها D space هد مشهورة جدا برضه في ال
+
+565
+00:36:32,750 --> 00:36:38,290
+.. في .. في عملية ال .. اللي بيبنوا السيارات و ال
+
+566
+00:36:38,290 --> 00:36:41,850
+.. و اللي بيختبروها بيستعملوا D space كتير
+
+567
+00:36:41,850 --> 00:36:44,510
+فبتستعملوها برضه ال inverters هد ال D space
+
+568
+00:36:44,510 --> 00:36:47,990
+control unit هد بتتبرمج عن طريق ال Simulink فأنا
+
+569
+00:36:47,990 --> 00:36:51,310
+شبكة هنا عن طريق ال MATLABهنا ال simulink فانا بحط
+
+570
+00:36:51,310 --> 00:36:53,670
+ال block diagram زي ما بدي و ببقى تخيله أقل دقيقة
+
+571
+00:36:53,670 --> 00:36:56,950
+بتوفر علي وقت كبير في البرمجة مش محتاج أكتر بقى
+
+572
+00:36:56,950 --> 00:37:00,270
+quiet أبدا كله عن طريق ال simulink فهذه ال d space
+
+573
+00:37:00,270 --> 00:37:05,510
+مع ال MATLAB بيكونولي فريق ممتاز وسهل جدا وهدول
+
+574
+00:37:05,510 --> 00:37:09,940
+عبارة عن ال loads هنا ال loads عندي أنا inductiveو
+
+575
+00:37:09,940 --> 00:37:13,920
+resistive يعني active و reactive هذه بتعطيني B
+
+576
+00:37:13,920 --> 00:37:17,840
+وهذه بتعطيني Q تمام فدول نوعين من ال loads وهذه
+
+577
+00:37:17,840 --> 00:37:20,280
+عبارة عن shot من ال interfacing platform تبعتي
+
+578
+00:37:20,280 --> 00:37:23,380
+اللي أنا عملتها ممكن أتحكم في كل inverter on أو
+
+579
+00:37:23,380 --> 00:37:28,360
+off وقت إيش يشتغل و وقت إيش لأ و .. و بقدر أخد ال
+
+580
+00:37:28,360 --> 00:37:32,000
+signals ال sine wave اللي طالعة من الخارج لكل واحد
+
+581
+00:37:32,000 --> 00:37:35,240
+و في النهاية كمان بقدر أجيس ال power اللي طالعة من
+
+582
+00:37:35,240 --> 00:37:41,330
+كل واحد بسهولة عن طريق ال D space هذههذه مجموعة من
+
+583
+00:37:41,330 --> 00:37:46,010
+ال results بشكل سريع ب .. بعرضها عليكم هذه عبارة
+
+584
+00:37:46,010 --> 00:37:47,810
+عن ال sine wave اللي طالع من ال inverter هذه مش
+
+585
+00:37:47,810 --> 00:37:49,770
+sine wave واحدة هذين تاني واحدة من ال inverter
+
+586
+00:37:49,770 --> 00:37:51,670
+الأول واحدة من ال inverter التاني زي ما احنا
+
+587
+00:37:51,670 --> 00:37:54,590
+ملاحظين انهم synchronize مع بعض و ال distortion
+
+588
+00:37:54,590 --> 00:37:59,010
+تبعها 1.8 يعني .. يعني قليل جدا جدا جدا فش .. فش
+
+589
+00:37:59,010 --> 00:38:03,490
+harmonics هنا وهذا شيء ممتاز في عندي انا مشكلة من
+
+590
+00:38:03,490 --> 00:38:05,950
+المشاكل اللي انا قلتلكوا بيها ان ال drop control
+
+591
+00:38:05,950 --> 00:38:09,890
+اللي انا اعتمدتهما بيعمل reactive power sharing
+
+592
+00:38:09,890 --> 00:38:15,310
+كويس تمام تشوف ال drop controller القديم يعني هدول
+
+593
+00:38:15,310 --> 00:38:17,790
+الاتنين لازم يكونوا زي بعض ال power sharing لازم
+
+594
+00:38:17,790 --> 00:38:22,550
+يكون متساوي هذا بيعطيني خمسة و تلاتين Var وهذا
+
+595
+00:38:22,550 --> 00:38:25,230
+بتعطيني سالب خمس عشر وبالتالي في عندى difference
+
+596
+00:38:25,230 --> 00:38:28,850
+كبير جدا بينهم فأنا عملت controller عمللي على
+
+597
+00:38:28,850 --> 00:38:33,390
+minimization لل difference هذاو حسنلي فيها و عملت
+
+598
+00:38:33,390 --> 00:38:36,430
+controller تاني و الحمد لله يعني صفرلي ال
+
+599
+00:38:36,430 --> 00:38:39,370
+difference بينهم و هذا هو المطلوب عندي انه انا في
+
+600
+00:38:39,370 --> 00:38:43,070
+عندي two inverters بدي انا يكون عندهم ايش zero
+
+601
+00:38:43,070 --> 00:38:48,310
+difference between ال reactive power تبع ال
+
+602
+00:38:48,310 --> 00:38:51,850
+inverters okay فهذه جزء من ال results اللي انا
+
+603
+00:38:51,850 --> 00:38:56,490
+موجودة عندي بعد اقتراح ال two controllers في عندي
+
+604
+00:38:56,490 --> 00:39:01,360
+برضه مشكلة تانية بتحصل ال active powerلو ما يكون
+
+605
+00:39:01,360 --> 00:39:04,820
+في عندي انا inverterين مع بعض على التوازي في حالة
+
+606
+00:39:04,820 --> 00:39:09,300
+من الحالات في inverter بنحرج أو في inverter بفصل
+
+607
+00:39:09,300 --> 00:39:14,500
+تمام في حالة من الحالات طيب و طبعا بعد دراسة للقصة
+
+608
+00:39:14,500 --> 00:39:18,340
+هذه اكتشفنا ايش السبب و عرفنا انه السبب في ال DC
+
+609
+00:39:18,340 --> 00:39:22,760
+voltage بيرتفع بشكل كبير جدايعني في الحالة هديكة
+
+610
+00:39:22,760 --> 00:39:26,440
+وبالتالي أنا عملت controller طرحنا controller هذا
+
+611
+00:39:26,440 --> 00:39:31,720
+عمل .. عملية تصبيط لل .. لل DC voltage و بيخليش ال
+
+612
+00:39:31,720 --> 00:39:35,820
+inverter لا ينحرج ولا يصير له trapping وبالتالي
+
+613
+00:39:35,820 --> 00:39:38,620
+أنا هيك بزود ال reliability تبعت ال microgrid
+
+614
+00:39:38,620 --> 00:39:42,580
+عندي، تمام؟ فالcontroller هذا اشتغل شغل ممتاز معنا
+
+615
+00:39:45,850 --> 00:39:49,510
+في النهاية أنا بتعرض مجموعة مثلا من ال keywords
+
+616
+00:39:49,510 --> 00:39:52,230
+لبحثين الماجستير أو اللي بيحبوا يكملوا دكتوراه في
+
+617
+00:39:52,230 --> 00:39:55,850
+نفس المجال ممكن يبحث عن .. على drop control,
+
+618
+00:39:56,010 --> 00:39:57,990
+voltage and current controller, reactive power,
+
+619
+00:39:58,170 --> 00:40:01,590
+shergen, island mode, eye landing detection,
+
+620
+00:40:01,850 --> 00:40:05,290
+supervisory control, MBBT, forcera inversa هدولة
+
+621
+00:40:05,290 --> 00:40:09,310
+عبارة عن keywords ممكن هو يبدأ .. ي .. يبني معرفة
+
+622
+00:40:09,310 --> 00:40:13,190
+عن واحدة منهم أو تنتين منهم بحيث انه ممكنيعمل
+
+623
+00:40:13,190 --> 00:40:16,950
+research قوي في ال smart grid ان شاء الله بالنسبة
+
+624
+00:40:16,950 --> 00:40:19,770
+لطلاب ال bachelor's course أكيد تحبين يعرفوا
+
+625
+00:40:19,770 --> 00:40:23,450
+مجموعة من الأفكار ومشاريع التخرج اللي ممكن تمس
+
+626
+00:40:23,450 --> 00:40:26,970
+اللي هو ال smart grid فأنا في عند مجموعة من
+
+627
+00:40:26,970 --> 00:40:30,320
+الأفكار هاطلقوا إياهاممكن تعمل sine wave PWM
+
+628
+00:40:30,320 --> 00:40:33,400
+generator انا اعطيتك block ولكن بده كيف تطبقه
+
+629
+00:40:33,400 --> 00:40:38,040
+عمليا على ضيق ال PIC مثلا او ال FPGA فانت بدك sine
+
+630
+00:40:38,040 --> 00:40:41,200
+wave PWM generator ممكن تعمله عشان تعمل inverter
+
+631
+00:40:41,200 --> 00:40:45,320
+بتطلع pure sine wave مش square ولا modified ممكن
+
+632
+00:40:45,320 --> 00:40:47,960
+تعمل inverter voltage controller اللي هو بدك تعمل
+
+633
+00:40:47,960 --> 00:40:52,920
+عملية sensing و feedback و تدرس PI control مثلا
+
+634
+00:40:52,920 --> 00:40:58,050
+عشان تطبقهوبالتالي انت بتحافظ على ال voltage عندك
+
+635
+00:40:58,050 --> 00:41:02,230
+220 مهما كان تمام ممكن تزود ال properties لل
+
+636
+00:41:02,230 --> 00:41:05,270
+inverter تبعك و تصير عندك power measurement تمام
+
+637
+00:41:05,270 --> 00:41:08,810
+تصير تعرف ال P و ال Q اللي طالع من ال system تبعك
+
+638
+00:41:11,330 --> 00:41:15,530
+ممكن طبعا تدرس ال MBPT for Solar Inverters هذا
+
+639
+00:41:15,530 --> 00:41:19,390
+دراسة حلوة برضه Back Boost Converter لقصد انك انت
+
+640
+00:41:19,390 --> 00:41:22,410
+تعرف كيف عملية ال control لما تيجي تعمل بي آي
+
+641
+00:41:22,410 --> 00:41:26,090
+control لها يعني تدرس ال root locus و تعمل
+
+642
+00:41:26,090 --> 00:41:29,230
+modeling هاي القصد من ال Back Boost Converter عملت
+
+643
+00:41:29,230 --> 00:41:31,690
+Synchronization فيه لها طريقتين Zero Crossing
+
+644
+00:41:31,690 --> 00:41:35,690
+Detection او PLL Phase Global و ال PLL هو الأشهر و
+
+645
+00:41:35,690 --> 00:41:39,370
+الأفضل فانت ممكن تتعرف على كيف ممكن تعملها بال بيك
+
+646
+00:41:39,370 --> 00:41:42,940
+هذهو تجيب inverterين تعملهم طبعا هاد اللي يمكن
+
+647
+00:41:42,940 --> 00:41:46,520
+بيديها مجموعتين drop control for برا inverters لو
+
+648
+00:41:46,520 --> 00:41:49,540
+في أكتر مجموعة ممكن يعملوها بيكون ممتاز يعملوا
+
+649
+00:41:49,540 --> 00:41:51,860
+inverter و التانين يعملوا inverter و يشبكونوا مع
+
+650
+00:41:51,860 --> 00:41:54,420
+بعض على التوازي يعملوا synchronization و يعملوا
+
+651
+00:41:54,420 --> 00:41:57,380
+drop control و يشوفوا كيف الموضوع يعني يمكن هذا
+
+652
+00:41:57,380 --> 00:42:00,960
+شوية متطور ولكن بده مجموعة كبيرة smart charger
+
+653
+00:42:00,960 --> 00:42:03,920
+based on drop control أنا عندى مرات في inverterات
+
+654
+00:42:03,920 --> 00:42:07,780
+مافيها chargerيعني البطارية بتشحن من ال inverter
+
+655
+00:42:07,780 --> 00:42:11,880
+نفسه هذه فكرتها انه بيعتمدوا على drop control
+
+656
+00:42:11,880 --> 00:42:16,740
+تمام؟ وهذا فكرة حلوة جدا ان انت بتوفر ال charger
+
+657
+00:42:16,740 --> 00:42:22,060
+كله او ممكن تعمل scatter system for microgridعن
+
+658
+00:42:22,060 --> 00:42:24,780
+طريق مثلا ال lab view تمام فانت ممكن تتحكم بال
+
+659
+00:42:24,780 --> 00:42:26,920
+inverterات من اللي يطفى من اللي يشتغل جدش ال power
+
+660
+00:42:26,920 --> 00:42:29,720
+اللي طالع منهم و ال signals اللي خارجة منهم طبعا
+
+661
+00:42:29,720 --> 00:42:32,240
+هذه برضه بدها مجموعة كبيرة ولكن هذه عبارة عن
+
+662
+00:42:32,240 --> 00:42:37,860
+مجموعة من أفكار حلوة جدا لو هي كفيه stuff كويس
+
+663
+00:42:37,860 --> 00:42:44,100
+ممكن يعني ان شاء الله يبدعوا فيها ان شاء الله هدعم
+
+664
+00:42:44,100 --> 00:42:47,990
+العرض هذا ان شاء الله اديكوا مجموعة من ال papersفي
+
+665
+00:42:47,990 --> 00:42:50,110
+المواضيع اللي أنا حكيت فيها و في المشاكل و ال
+
+666
+00:42:50,110 --> 00:42:53,830
+solutions للي حابب يدرس و هديكوا MATLAB files
+
+667
+00:42:53,830 --> 00:42:58,350
+MATLAB هديكوا inverter و إله control system يعني
+
+668
+00:42:58,350 --> 00:43:01,750
+MATLAB .. ملف MATLAB عليه فانت ممكن تستفيد منه و
+
+669
+00:43:01,750 --> 00:43:04,730
+ممكن فعلا تستفيد منه و تطبقه عمليا و هديكوا
+
+670
+00:43:04,730 --> 00:43:08,610
+microgrid صغيرة من two inverters و كيف عملية drop
+
+671
+00:43:08,610 --> 00:43:12,430
+control بتصير فيها فهديكوا بعض الملفات MATLAB بحيث
+
+672
+00:43:12,430 --> 00:43:15,330
+أنك تستفيد منها ان شاء اللهفي النهاية ال macro
+
+673
+00:43:15,330 --> 00:43:19,550
+grid لو انه في دول متقدمة طبعا ومطبقة في جزائي
+
+674
+00:43:19,550 --> 00:43:24,270
+أكتر من العالم ال customer يعني بده يصل لحد ان هو
+
+675
+00:43:24,270 --> 00:43:28,150
+بولد طاقة تكفي طول ال .. طول السنة ومش محتاج ل
+
+676
+00:43:28,150 --> 00:43:31,590
+grid تبعت ال .. ال .. ال .. الشركات الرئيسية
+
+677
+00:43:31,590 --> 00:43:35,860
+المولدةو في بعض الأحيان هو ببيعيلها كهربا و ممكن
+
+678
+00:43:35,860 --> 00:43:39,540
+الشركة الكهربا هي اللي تدفعله فهذه عبارة عن تقنية
+
+679
+00:43:39,540 --> 00:43:42,260
+زي ما احنا قولنا ممتازة و كويسة و ان شاء الله في
+
+680
+00:43:42,260 --> 00:43:47,120
+يوم هيك نقدر نشوفها مطبقة في بلادنافي النهاية
+
+681
+00:43:47,120 --> 00:43:50,440
+شكراً لكم و لاستماعكم و نرجو أن يكون العرض ممتع
+
+682
+00:43:50,440 --> 00:43:55,160
+لكم و مفيد و ان شاء الله العرض هذا مع المجموعة
+
+683
+00:43:55,160 --> 00:43:58,540
+الملفات كلها هتلاقوها على الصفحة الخاصة فيه على
+
+684
+00:43:58,540 --> 00:44:03,300
+Facebook بالعنوان هذا شكراً لكم مرة تانية و السلام
+
+685
+00:44:03,300 --> 00:44:05,460
+عليكم و رحمة الله و بركاته
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc.srt
new file mode 100644
index 0000000000000000000000000000000000000000..299bd40d4c5aa42811f9a2b813f1e9663f8aa410
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc.srt
@@ -0,0 +1,516 @@
+1
+00:00:00,390 --> 00:00:07,730
+الهدف من هذا المساق هو عبارة عن هدف ذو شقين، تزويد
+
+2
+00:00:07,730 --> 00:00:14,840
+الطالب بعرض واضح ومنطقي لأساليب الفيزياء، وتعزيز
+
+3
+00:00:14,840 --> 00:00:18,720
+وتقوية فهم الطلبة لمجموعة واسعة من الأمور
+
+4
+00:00:18,720 --> 00:00:23,000
+والاهتمامات والتطبيقات في الحياة. ولتحقيق هذه
+
+5
+00:00:23,000 --> 00:00:31,100
+الأهداف، سنعمل على تحفيز الطالب من خلال أمثلة
+
+6
+00:00:31,100 --> 00:00:38,780
+عملية تظهر دور الفيزياء في التخصصات الأخرى. سنبدأ إن
+
+7
+00:00:38,780 --> 00:00:43,760
+شاء الله بـ chapter الأول. chapter الأول هو عبارة
+
+8
+00:00:43,760 --> 00:00:49,020
+عن الـ units، اللي هي الوحدات، وtrigonometry، اللي هي
+
+9
+00:00:49,020 --> 00:00:54,180
+الحساب المثلثات، and vectors، اللي هو المتجهات.
+
+10
+00:00:54,180 --> 00:01:00,880
+section 1.1: standards of length, mass and time.
+
+11
+00:01:00,880 --> 00:01:07,860
+المعايير الأساسية أو المقاييس الأساسية للطول و
+
+12
+00:01:07,860 --> 00:01:13,900
+الكتلة والزمن. لحساب، طبعًا، أو لقياس أي كمية
+
+13
+00:01:13,900 --> 00:01:20,560
+فيزيائية، بحتاج أنا إلى وحدة لكي أفرق بين أي رقم
+
+14
+00:01:20,560 --> 00:01:28,340
+رياضي أو رقم فيزيائي. فالوحدة هي التي تميز هذا
+
+15
+00:01:28,340 --> 00:01:36,320
+الرقم على أنه كمية فيزيائية. في عام 1960، وافقت
+
+16
+00:01:36,320 --> 00:01:41,740
+اللجنة الدولية على اعتماد نظام معياري للوحدات، وهذا
+
+17
+00:01:41,740 --> 00:01:46,420
+النظام المعياري نسميه SI أو system international.
+
+18
+00:01:46,420 --> 00:01:51,840
+هو عبارة عن النظام الدولي. النظام الدولي طبعًا
+
+19
+00:01:51,840 --> 00:01:56,900
+الكميات الأساسية في هذا النظام ووحداتها، اللي هي
+
+20
+00:01:56,900 --> 00:02:01,830
+الطول والكتلة والزمن: هي المتر والكيلوجرام
+
+21
+00:02:01,830 --> 00:02:07,390
+والثانية على التوالي. يعني النظام الدولي رمزه SI،
+
+22
+00:02:07,390 --> 00:02:12,130
+معناها الـ system international. الـ system
+
+23
+00:02:12,130 --> 00:02:17,750
+international. وحدته طبعًا، وحدة يقيس بالكيلوجرام،
+
+24
+00:02:17,750 --> 00:02:22,950
+متر، ثانية. يعني الطول يقاس بالمتر، والكتلة اللي هي
+
+25
+00:02:22,950 --> 00:02:26,710
+الماس، تقاس بالكيلوجرام، والـ time اللي هو الزمن
+
+26
+00:02:26,710 --> 00:02:28,950
+يقاس بالثانية.
+
+27
+00:02:33,190 --> 00:02:37,850
+بالنسبة للطول... بالنسبة للطول، طبعًا، هو عبارة عن الـ
+
+28
+00:02:37,850 --> 00:02:48,590
+length. في عام 1977... 1999، أصبح الـ meter هو عبارة
+
+29
+00:02:48,590 --> 00:02:54,790
+عن المقياس المعياري أو القانوني للطول في فرنسا. في
+
+30
+00:02:54,790 --> 00:03:02,910
+عام 1983، تم تعريف المتر بأنه المسافة التي يقطعها
+
+31
+00:03:02,910 --> 00:03:11,210
+الضوء في الفراغ في فترة زمنية تساوي 1 على 299792458، أو
+
+32
+00:03:11,210 --> 00:03:18,130
+1 على 2.99 × 10⁸. the meter was
+
+33
+00:03:18,130 --> 00:03:22,680
+defined. يعني المتر يعرف بالمسافة التي، الـ distance
+
+34
+00:03:22,680 --> 00:03:25,940
+travelled by light، المسافة التي يقطعها الضوء في
+
+35
+00:03:25,940 --> 00:03:30,540
+الفراغ، vacuum، فراغ خلال... during time interval
+
+36
+00:03:30,540 --> 00:03:37,600
+خلال الفترة 1 على 2.99 × 10⁸ ثانية. this
+
+37
+00:03:37,600 --> 00:03:41,120
+latest definition established the speed of light.
+
+38
+00:03:41,120 --> 00:03:48,040
+طبعًا هذا التعريف الخاص بالمتر يوصلنا إلى... اللي هي
+
+39
+00:03:48,040 --> 00:03:52,910
+سرعة الضوء، ومن خلاله يتم اعتماد سرعة الضوء وهي
+
+40
+00:03:52,910 --> 00:04:00,190
+عبارة عن 2.9972458 × 10⁸
+
+41
+00:04:00,190 --> 00:04:09,910
+أو 2.9972458، أو ممكن نقربها إلى 3 × 10⁸ m per second.
+
+42
+00:04:15,600 --> 00:04:22,080
+بالنسبة للكتلة، اللي هي الـ mass، تعريفها: الكتلة الـ
+
+43
+00:04:22,080 --> 00:04:26,020
+system international، الـ SI unit of mass، اللي هو
+
+44
+00:04:26,020 --> 00:04:30,900
+الكتلة في، وحدة الكتلة في النظام الدولي هي عبارة
+
+45
+00:04:30,900 --> 00:04:35,700
+عن الـ kilogram، وتعريفها is defined as، تعرف as the
+
+46
+00:04:35,700 --> 00:04:40,120
+mass of a specific platinum iridium alloy cylinder
+
+47
+00:04:40,120 --> 00:04:43,320
+kept at the International Bureau of Weights and
+
+48
+00:04:43,320 --> 00:04:48,730
+Measures at Sèvres, France. يعني معناها، تعريف اللي
+
+49
+00:04:48,730 --> 00:04:53,290
+هي الكتلة في النظام الدولي، عبارة عن كتلة سبيكة
+
+50
+00:04:53,290 --> 00:04:58,830
+أسطوانية من الـ platinum iridium، محفوظة في طبعًا
+
+51
+00:04:58,830 --> 00:05:03,610
+المركز أو المكتب الدولي للأوزان في فرنسا. والشكل
+
+52
+00:05:03,610 --> 00:05:08,710
+الواحد، واحد طبعًا، يوضح هذه السبيكة، اللي هي عبارة عن
+
+53
+00:05:08,710 --> 00:05:15,450
+أسطوانة مصنوعة من platinum iridium، ومحفوظة في مركز
+
+54
+00:05:15,450 --> 00:05:20,670
+أو المكتب الدولي في فرنسا. بالنسبة للزمن، اللي هي الـ
+
+55
+00:05:20,670 --> 00:05:26,590
+time، الزمن، the basic unit of time. طبعًا، الزمن هو الـ
+
+56
+00:05:26,590 --> 00:05:30,730
+...ال... يعني الوحدة الأساسية للزمن هي الثانية، و
+
+57
+00:05:30,730 --> 00:05:36,230
+the... is defined as، تعريفها as، 9192631770 times. هي عبارة
+
+58
+00:05:36,230 --> 00:05:40,090
+عن طبعًا عدد معين، عدد المرات أو عدد الدورات التي
+
+59
+00:05:40,090 --> 00:05:45,010
+تحتزها ذرة... ذرات الـ cesium، أو عدد اللي هي
+
+60
+00:05:45,010 --> 00:05:51,350
+الدورات التي تهتزها أو تشعها ذرة مصنوعة من الـ
+
+61
+00:05:51,350 --> 00:05:57,350
+cesium. بالنسبة لـ section 1.4، طبعًا هذا ملغي، section
+
+62
+00:05:57,350 --> 00:06:05,370
+1.2، 1.3، 1.4، برضه ملغي بالنسبة لطلبة العلوم الصحية.
+
+63
+00:06:05,370 --> 00:06:11,470
+section 1.5: unit conversion for physical quantity.
+
+64
+00:06:11,470 --> 00:06:17,310
+اللي هو عبارة عن تحويل الوحدات لكميات الفيزيائية.
+
+65
+00:06:17,310 --> 00:06:22,390
+conversion factors between SI and US. بدي أحول أنا
+
+66
+00:06:22,980 --> 00:06:28,300
+بعض المعاملات بين اللي هي النظام الدولي، اللي هي SI،
+
+67
+00:06:28,300 --> 00:06:32,120
+system international، وبين اللي هي الـ united
+
+68
+00:06:32,120 --> 00:06:35,620
+states، النظام الأمريكي. لبعض الوحدات، زي مثلًا لما
+
+69
+00:06:35,620 --> 00:06:41,980
+أجي أحكي: واحد ميل، الواحد ميل بده يساوي 1609 متر، ويساوي 1.6 كيلو
+
+70
+00:06:41,980 --> 00:06:46,220
+متر تقريبًا. الواحد متر بده يساوي 39.37 إنش، بدها تساوي 3.281 قدم.
+
+71
+00:06:46,220 --> 00:06:51,380
+الواحد foot أو واحد foot بتساوي 0.3 متر، يعني 30.48 متر. الواحد inch بدها تساوي
+
+72
+00:06:51,380 --> 00:06:55,540
+2.54 سم، أو 0.0254 من المتر.
+
+73
+00:06:55,540 --> 00:06:59,360
+الواحد inch بيساوي 0.0254 من المتر.
+
+74
+00:06:59,360 --> 00:07:04,200
+ممكن أحكي إنه الـ 30 سم بتساوي قدم، والـ inch
+
+75
+00:07:04,200 --> 00:07:09,040
+اللي هي بيساوي 2.54 سم. we can take fraction
+
+76
+00:07:09,040 --> 00:07:13,680
+with the conversion that will cancel the units we
+
+77
+00:07:13,680 --> 00:07:18,120
+don't want and multiply that fraction by the
+
+78
+00:07:18,120 --> 00:07:21,220
+quantity in question. for example، يعني بالنسبة
+
+79
+00:07:21,220 --> 00:07:27,260
+لتحويل بعض الوحدات، يعني
+
+80
+00:07:27,260 --> 00:07:33,550
+كمثال، طبعًا الهدف من تحويل الوحدات باستخدام عدة
+
+81
+00:07:33,550 --> 00:07:36,790
+عوامل تحويل. المتر، مثلًا، إلى 100، أو الـ... يعني لو أنا
+
+82
+00:07:36,790 --> 00:07:39,930
+حكيت مثال إنه 15 inch، مطلوب مني أحولهم لسم، فبعرف
+
+83
+00:07:39,930 --> 00:07:45,090
+أنا بعرف إن الـ 1 inch بده يساوي 2.54 cm. إذًا، الـ 15
+
+84
+00:07:45,090 --> 00:07:51,010
+ممكن أضربها في 2.54، أو لتخلص من الوحدات بنحكي: الـ
+
+85
+00:07:51,010 --> 00:07:57,030
+15 inch، راح أضربها أنا بـ fraction، في كسر زي ما
+
+86
+00:07:57,030 --> 00:08:03,500
+حكالي هو، fraction by the quantity in the question.
+
+87
+00:08:03,500 --> 00:08:10,510
+الآن، 2.54 cm، الـ 1 inch بتساوي 2.54، فضربت في 2.54 cm
+
+88
+00:08:10,510 --> 00:08:16,590
+على 1 inch. الـ inch، الوحدة دي راحت معاها. دلوقت عندي 38.1 cm.
+
+89
+00:08:16,590 --> 00:08:22,750
+مثال آخر: example 1.4: convert units using several
+
+90
+00:08:22,750 --> 00:08:26,530
+conversion factors. بدي أستخدم الوحدات أيضًا لعدة
+
+91
+00:08:26,530 --> 00:08:29,850
+أنواع أو عوامل التحويلات. convert المتر to ميل. بدي
+
+92
+00:08:29,850 --> 00:08:34,300
+أحول المتر إلى ميل. لو كان عندي أنا 20 متر في
+
+93
+00:08:34,300 --> 00:08:38,500
+الثانية، وبدي أحولها إلى ميل في الثانية. طبعًا،
+
+94
+00:08:38,500 --> 00:08:41,520
+الـ 28 ميل في الثانية، بروح للبسط، البسط
+
+95
+00:08:41,520 --> 00:08:46,130
+هو عبارة عن متر، بدي أحوله لميل. لما أحول من متر لميل،
+
+96
+00:08:46,130 --> 00:08:55,010
+بقسم على 1609 متر، بقسم أو بضرب بـ 1/1609. يعني الواحد ميل بيساوي 1609 متر، علشان أضيع الوحدات
+
+97
+00:08:55,010 --> 00:09:01,210
+اللي هي المتر مع المتر. بيطلع عندي 20/1609 متر.
+
+98
+00:09:01,210 --> 00:09:06,470
+بيطلع عندي 0.0124 × 10⁻² ميل لكل ثانية.
+
+99
+00:09:07,110 --> 00:09:10,570
+الآن لو أنا بدي أحول الثانية إلى ساعة، يعني أنا
+
+100
+00:09:10,570 --> 00:09:16,070
+المطلوب مني 20 متر في الثانية، بدي أحولها إلى ميل
+
+101
+00:09:16,070 --> 00:09:20,370
+في الساعة. في البداية طبعًا، الـ meter حولته
+
+102
+00:09:20,370 --> 00:09:25,370
+إلى ميل، بقسم قسمة على 1609. بعد هيك، الجواب هي
+
+103
+00:09:25,370 --> 00:09:29,670
+الجواب طلع عندي 0.0124 × 10⁻²
+
+104
+00:09:31,130 --> 00:09:35,650
+ميل في الثانية. بدي أحول الآن الثانية إلى ساعة. طبعًا،
+
+105
+00:09:35,650 --> 00:09:39,350
+الـ mile، الـ meter مش هلاعب معه، هأظل زي ما هو. الثانية
+
+106
+00:09:39,350 --> 00:09:44,250
+بدي أحولها إلى ساعة، فبقسم الثانية على 60، على
+
+107
+00:09:44,250 --> 00:09:50,830
+60، يعني هقسم على 3600. بدي أعمل أن هذا الرقم اللي هو 0.0124 × 10⁻²
+
+108
+00:09:50,830 --> 00:09:55,150
+ميل لكل ثانية، راح أضربه بـ 60 × 60، اللي هي ثانية على دقيقة، ثانية
+
+109
+00:09:55,150 --> 00:10:01,840
+على دقيقة، والدقيقة بتحولها إلى ساعة، بيصير عندي أنا
+
+110
+00:10:01,840 --> 00:10:09,460
+0.446. ممكن طريقة أخرى، طريقة مباشرة: 20 أقسمها على
+
+111
+00:10:11,790 --> 00:10:18,630
+1609، وكمان الثانية أقسمها على 60 وعلى 60، يعني أقسم
+
+112
+00:10:18,630 --> 00:10:24,650
+على 3600، بيطلع معايا نفس الجواب. يعني حولت اللي هو
+
+113
+00:10:24,650 --> 00:10:35,270
+الـ 0.0124 × 10⁻² في الثانية إلى 0.0124 × 10⁻² ميل في الساعة.
+
+114
+00:10:35,270 --> 00:10:43,750
+بيطلع الجواب 0.446 ميل في الساعة. مثال example 1.5.
+
+115
+00:10:43,750 --> 00:10:49,990
+مثال 1.5، برضه بدنا نحول... نحول قيمة معينة، أو قيمة
+
+116
+00:10:49,990 --> 00:10:55,710
+فيزيائية معينة، لها طبعًا وحدة أو عامل مضروب يعني
+
+117
+00:10:55,710 --> 00:11:03,150
+تربيعي. زي مثال، لو كان عندي أنا 22 متر في الثانية
+
+118
+00:11:03,150 --> 00:11:08,330
+تربيع، 22 متر في الثانية تربيع، بدي أحولها إلى كيلو
+
+119
+00:11:08,330 --> 00:11:15,470
+في الدقيقة تربيع. طبعًا، حد في البسط 22 متر، المتر راح
+
+120
+00:11:15,470 --> 00:11:20,170
+أحوله من متر إلى كيلو، راح أقسم، طبعًا، لإن الواحد
+
+121
+00:11:20,170 --> 00:11:24,890
+كيلو بيساوي 1000 متر، أو 1 × 10³ متر. قسمت
+
+122
+00:11:24,890 --> 00:11:31,980
+22 على 1000، أو 22 على 1 × 10³ متر، لإن المتر راحت
+
+123
+00:11:31,980 --> 00:11:36,140
+مع المتر، وضلع عندي هنا وحدة الكيلو على second تربيع.
+
+124
+00:11:36,140 --> 00:11:39,140
+طبعًا، الـ second تربيع، عشان أحولها إلى minute، راح
+
+125
+00:11:39,140 --> 00:11:44,940
+أقسمها على 60 لكل تربيع. معنى الكلام: قسمة، تقسيم
+
+126
+00:11:44,940 --> 00:11:49,120
+التقسيم بيطلع إيش، يعني ضرب في البسط. يعني هأحكي أنا
+
+127
+00:11:49,120 --> 00:11:54,100
+الـ second تربيع اللي هي 1/60²، بتطلع
+
+128
+00:11:54,100 --> 00:11:59,610
+3600 على minute تربيع. يعني الجواب 79.2 كيلومتر على minute تربيع. بالنسبة لـ
+
+129
+00:11:59,610 --> 00:12:04,450
+section 1.6، مادة ملغية. نيجي لـ 1.
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..c06a352fc18e6601d284c063b611d3e90584ceca
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_postprocess.srt
@@ -0,0 +1,556 @@
+1
+00:00:00,390 --> 00:00:07,730
+الهدف من هذا المساق هو عبارة عن هدف ذو شقين، تزويد
+
+2
+00:00:07,730 --> 00:00:14,840
+الطالب بعرض واضح ومنطقي لأساليب الفيزياءتعزيز و
+
+3
+00:00:14,840 --> 00:00:18,720
+تقوية فهم الطلبة لمجموعة واسعة من الأمور
+
+4
+00:00:18,720 --> 00:00:23,000
+والاهتمامات والتطبيقات في الحياة ولتحقيق هذه
+
+5
+00:00:23,000 --> 00:00:31,100
+الأهداف سنعمل على تحفيز الطالب من خلال يعني أمثلة
+
+6
+00:00:31,100 --> 00:00:38,780
+عملية تظهر دور الفيزياء في التخصصات الأخرىسنبدأ ان
+
+7
+00:00:38,780 --> 00:00:43,760
+شاء الله بـ chapter الأول chapter الأول هو عبارة
+
+8
+00:00:43,760 --> 00:00:49,020
+عن ال units اللي هي الوحدات tri geometry اللي هي
+
+9
+00:00:49,020 --> 00:00:54,180
+الحساب المثلثات and vectors اللي هو المتجهات
+
+10
+00:00:54,180 --> 00:01:00,880
+section 11 standards of length, mass and time
+
+11
+00:01:00,880 --> 00:01:07,860
+المعايير الأساسية أو المقاييس الأساسيةللطول و
+
+12
+00:01:07,860 --> 00:01:13,900
+الكتلة و الزمن لحساب طبعا او لقياس كأي كمية
+
+13
+00:01:13,900 --> 00:01:20,560
+فيزيائية بحتاج انا الى وحدة لكي افرق بين أي رقم
+
+14
+00:01:20,560 --> 00:01:28,340
+رياضي او رقم فيزيائي فالوحدة هي اللتي تميز هذا
+
+15
+00:01:28,340 --> 00:01:36,320
+الرقم على انه كمية فيزيائيةفي عام 1960 وافقت
+
+16
+00:01:36,320 --> 00:01:41,740
+اللجنة الدولية على اعتماد نظام معياري للوحدات وهذا
+
+17
+00:01:41,740 --> 00:01:46,420
+النظام المعياري بنسمي SI أو system international
+
+18
+00:01:46,420 --> 00:01:51,840
+هو عبارة عن النظام الدولي النظام الدولي طبعا
+
+19
+00:01:51,840 --> 00:01:56,900
+الكميات الأساسية في هذا النظام ووحدات اللي هي
+
+20
+00:01:56,900 --> 00:02:01,830
+الطول و الكتلة و الزمن هيالمتر والكيلو جرام
+
+21
+00:02:01,830 --> 00:02:07,390
+والثانية على التوالي يعني النظام الدولي رمزه SI
+
+22
+00:02:07,390 --> 00:02:12,130
+معناها ال system international ال system
+
+23
+00:02:12,130 --> 00:02:17,750
+international وحدته طبعا وحدة يقيس بالكيلو جرام
+
+24
+00:02:17,750 --> 00:02:22,950
+متر ثانية يعني الطول يقاس بالمتر و الكتلة اللي هي
+
+25
+00:02:22,950 --> 00:02:26,710
+الماس تقاس بالكيلو جرام و ال time اللي هو الزمن
+
+26
+00:02:26,710 --> 00:02:28,950
+يقاس بالثانية
+
+27
+00:02:33,190 --> 00:02:37,850
+بالنسبة للطول .. بالنسبة للطول طبعا هو عبارة عن ال
+
+28
+00:02:37,850 --> 00:02:48,590
+length في عام 1977 .. 1999 أصبح ال meter هو عبارة
+
+29
+00:02:48,590 --> 00:02:54,790
+عن المقياس المعياري أو القانونيلطول في فرنسا في
+
+30
+00:02:54,790 --> 00:03:02,910
+عام 1983 تم تعريف المتر بإنه المسافة التي يقطعها
+
+31
+00:03:02,910 --> 00:03:11,210
+الأضوء في الفرق في فترة زمنية تساوي 1 على 2 9 9 7
+
+32
+00:03:11,210 --> 00:03:18,130
+9 2 4 5 8 أو 1 على 2.9 في 10 أُس 8 the meter was
+
+33
+00:03:18,130 --> 00:03:22,680
+defined يعني المتر يعرف بالمسافة التي الـ distance
+
+34
+00:03:22,680 --> 00:03:25,940
+travelled by light المسافة التي يقطعها الضوء في
+
+35
+00:03:25,940 --> 00:03:30,540
+الفراغ vacuum فراغ خلال .. during time interval
+
+36
+00:03:30,540 --> 00:03:37,600
+خلال الفترة 1 على 2.9 في 10 رقص تمانية ثانية this
+
+37
+00:03:37,600 --> 00:03:41,120
+latest definition established the speed of light
+
+38
+00:03:41,120 --> 00:03:48,040
+طبعا هذا التعريف الخاص بالمتر يوصلنا ل .. اللي هي
+
+39
+00:03:48,040 --> 00:03:52,910
+سرعة الضوءو من خلاله يتم اعتماد سرعة الضوء وهي
+
+40
+00:03:52,910 --> 00:04:00,190
+عبارة عن 2.9972458108
+
+41
+00:04:00,190 --> 00:04:09,910
+او 2.9972458 او ممكن نقربها الى 3.108m per second
+
+42
+00:04:15,600 --> 00:04:22,080
+بالنسبة للكتلة اللي هي ال mass تعريفها الكتلة ال
+
+43
+00:04:22,080 --> 00:04:26,020
+system international ال ASI unit of mass اللي هو
+
+44
+00:04:26,020 --> 00:04:30,900
+الكتلة في ان وحدة الكتلة في النظام الدولي هي عبارة
+
+45
+00:04:30,900 --> 00:04:35,700
+عن ال kilogram و تعريفها is defined as تعرف as the
+
+46
+00:04:35,700 --> 00:04:40,120
+mass of a specific platinum iridium alloy cylinder
+
+47
+00:04:40,120 --> 00:04:43,320
+kept at the international period of weights and
+
+48
+00:04:43,320 --> 00:04:48,730
+measures at Sievers Franceيعني معناها تعريف اللي
+
+49
+00:04:48,730 --> 00:04:53,290
+هي الكتلة في النظام الدولي عبارة عن كتلة سبيكة
+
+50
+00:04:53,290 --> 00:04:58,830
+أسطوانيةمن ال platinum iridium محفوظة في طبعا
+
+51
+00:04:58,830 --> 00:05:03,610
+المركز أو المكتب الدولي الأوزان في فرنسا والشكل
+
+52
+00:05:03,610 --> 00:05:08,710
+واحد واحد طبعا يوضح هذه السبيكة اللي هي عبارة عن
+
+53
+00:05:08,710 --> 00:05:15,450
+استوانة مصنوعة من platinum iridium ومحفوظة في مركز
+
+54
+00:05:15,450 --> 00:05:20,670
+أو المكتب الدولي في فرنسا بالنسبة للزمن اللي هي ال
+
+55
+00:05:20,670 --> 00:05:26,590
+timeالزمن the basic unit of time طبعا الزمن هو ال
+
+56
+00:05:26,590 --> 00:05:30,730
+.. ال .. يعني الوحدة الأساسية للزمن هي الثانية و
+
+57
+00:05:30,730 --> 00:05:36,230
+the .. is defined as تعريفها as تسعة واحد تسعة
+
+58
+00:05:36,230 --> 00:05:40,090
+اتنين ستة تلاتة واحد سبعة zero zero times هي عبارة
+
+59
+00:05:40,090 --> 00:05:45,010
+عن طبعا عدد معين عدد المرات أو عدد الدورات التي
+
+60
+00:05:45,010 --> 00:05:51,350
+تحتزها ذرة .. ذرات ال cesiumأو عدد اللي هي
+
+61
+00:05:51,350 --> 00:05:57,350
+الدبدبات اللتي تهتزها أو تشيعها ذره مصنوعة من ال
+
+62
+00:05:57,350 --> 00:06:05,370
+cesiumبالنسبة ل section 1.14 طبعا هذا ملغي section
+
+63
+00:06:05,370 --> 00:06:11,470
+121314 برضه ملغي بالنسبة لطلبة العلوم الصحية
+
+64
+00:06:11,470 --> 00:06:17,310
+section 15 unit conversion for physical quantity
+
+65
+00:06:17,310 --> 00:06:22,390
+اللي هو عبارة عن تحويل الوحدات لكميات الفيزيائية
+
+66
+00:06:22,980 --> 00:06:28,300
+conversion factors between SI and US بدي أحول أنا
+
+67
+00:06:28,300 --> 00:06:32,120
+بعض المعاملات بين اللي هي النظام الدولي اللي هي SI
+
+68
+00:06:32,120 --> 00:06:35,620
+system international و بين اللي هي ال united
+
+69
+00:06:35,620 --> 00:06:41,980
+states النظام الأمريكيلا بعض الوحدات زى مثلا لما
+
+70
+00:06:41,980 --> 00:06:46,220
+اجى احكى واحد ميل الواحد ميل بدى يساوي ألف أو سبعة
+
+71
+00:06:46,220 --> 00:06:51,380
+أو ستمية أو تسعة متر ويساوي واحد point ستة كيلو
+
+72
+00:06:51,380 --> 00:06:55,540
+متر تقريبا الواحد متر بدى يساوي تسعة و تلاتين
+
+73
+00:06:55,540 --> 00:06:59,360
+point تلاتة سبعة انش بدها تساوي تلاتة point اتنين
+
+74
+00:06:59,360 --> 00:07:04,200
+تمانية واحد feet أو قدمالواحد feet أو واحد foot
+
+75
+00:07:04,200 --> 00:07:09,040
+بتساوي القدم بتساوي point تلاتة متر يعني تلاتين
+
+76
+00:07:09,040 --> 00:07:13,680
+point اربعة تمانية متر الواحد inch بدها تساوي
+
+77
+00:07:13,680 --> 00:07:18,120
+اتنين و نص سانتي او خمسة و عشرين من الف من المتر
+
+78
+00:07:18,120 --> 00:07:21,220
+الواحد inch بساوي خمسة و عشرين من الف من المتر
+
+79
+00:07:21,220 --> 00:07:27,260
+ممكن احكي انه التلاتين سانتي بتساوي قدم و ال inch
+
+80
+00:07:27,260 --> 00:07:33,550
+اللي هي بساوي اتنين و نص سانتيwe can take fraction
+
+81
+00:07:33,550 --> 00:07:36,790
+with the conversion that will cancel the units we
+
+82
+00:07:36,790 --> 00:07:39,930
+don't want and multiply that fraction by the
+
+83
+00:07:39,930 --> 00:07:45,090
+quantity in questions for example يعني بالنسبة
+
+84
+00:07:45,090 --> 00:07:51,010
+لبعض تحويل بعض الوحدات يعني
+
+85
+00:07:51,010 --> 00:07:57,030
+كمثال طبعا الهدف من تحويل الوحدات باستخدام عدة
+
+86
+00:07:57,030 --> 00:08:03,500
+عوامل تحويل المتر مثلاالى 100 او ال .. يعني لو انا
+
+87
+00:08:03,500 --> 00:08:10,510
+حكيت مثال انه 15 inch مطلوب مني احولهم لصنتىفبعرف
+
+88
+00:08:10,510 --> 00:08:16,590
+انا بعرف ان ال 1 inch بده يساوي 2.54 cm اذا ال 15
+
+89
+00:08:16,590 --> 00:08:22,750
+ممكن اضربها في 2.54 أو لتخلص من الوحدات بنحكي ال
+
+90
+00:08:22,750 --> 00:08:26,530
+15 inch راح اضربها انا ب fraction في كسر زي ما
+
+91
+00:08:26,530 --> 00:08:29,850
+حكالي هو fraction by the quantity in the cushions
+
+92
+00:08:29,850 --> 00:08:40,360
+الان 2.54 cm ال 1 inch بتساوي 2.45فضربت في 2.54 cm
+
+93
+00:08:40,360 --> 00:08:45,620
+على 1 inch ال inch الوحدة دي راحت معاها دل عندي 38
+
+94
+00:08:45,620 --> 00:08:48,500
+.1 cm
+
+95
+00:08:53,860 --> 00:08:58,560
+مثال اخر example 1.4 convert units using several
+
+96
+00:08:58,560 --> 00:09:04,780
+conversion factors بدا استخدم الوحدات ايضا لعدة
+
+97
+00:09:04,780 --> 00:09:09,560
+انواع او عوامل التحولاتconvert المتر to ميل بدي
+
+98
+00:09:09,560 --> 00:09:14,300
+أحول المتر إلى ميل لو كان عندي انا عشرين متر في
+
+99
+00:09:14,300 --> 00:09:18,500
+الثانية و بدي أحولها إلى ميل في الثانية طبعا
+
+100
+00:09:18,500 --> 00:09:21,520
+التمانية و عشرين ميل في الثانية بروح للبسط البسط
+
+101
+00:09:21,520 --> 00:09:26,130
+هو عبارة عن متر بدي أحوله لميللما أحول من متر لميل
+
+102
+00:09:26,130 --> 00:09:35,010
+بأقسم على 1609 متر بأقسم أو بادرب بواحد على 1609
+
+103
+00:09:35,010 --> 00:09:39,850
+يعني الواحد ميل بيساوي 1609 متر علشان أضيع الوحدات
+
+104
+00:09:39,850 --> 00:09:46,210
+اللي هي المتر مع المتر بطلع عندى 28 على 1609 متر
+
+105
+00:09:46,210 --> 00:09:51,470
+بطلع عندى 1.74 فعشرة أص ناقص اتنين ميل لكل ثانية
+
+106
+00:09:52,110 --> 00:09:55,570
+الآن لو أنا بدأ أحول الثانية إلى ساعة يعني أنا
+
+107
+00:09:55,570 --> 00:10:01,070
+المطلوب مني 28 متر في الثانية بدي أحولها إلى ميل
+
+108
+00:10:01,070 --> 00:10:05,370
+في الساعة في البداية طبعا ال bus ال meter حولته
+
+109
+00:10:05,370 --> 00:10:10,370
+إلى ميل بقسم لقسمة على 1609 بعد هيك الجواب هي
+
+110
+00:10:10,370 --> 00:10:14,670
+الجواب طلع عندي 1.74×10²
+
+111
+00:10:16,130 --> 00:10:20,650
+ميل في الثانية بدي أحول الآن الثانية إلى ساعة طبعا
+
+112
+00:10:20,650 --> 00:10:24,350
+ال meal ال bus مش هلعب معاه أظل زي ما هو الثانية
+
+113
+00:10:24,350 --> 00:10:29,250
+بدي أحولها إلى ساعة فبقسم الثانية على ستين على
+
+114
+00:10:29,250 --> 00:10:35,830
+ستين يعني هقسم على واحد على تلت ألف أقصد مية أو
+
+115
+00:10:35,830 --> 00:10:40,390
+بدي أعمل أن هذا الرقم اللي هو واحد point سبعة أربع
+
+116
+00:10:40,390 --> 00:10:44,650
+في عشر عصر نقص اتنين ميل لكل ثانية راح أضربه بستين
+
+117
+00:10:45,400 --> 00:10:51,100
+اللي هي ب 60 في 60 اللي هي ثانية على دقيقة ثانية
+
+118
+00:10:51,100 --> 00:10:55,840
+على دقيقة والدقيقة بتحولها إلى ساعة بيصير عندي أنا
+
+119
+00:10:55,840 --> 00:11:03,460
+62.6 ممكن طريقة أخرى طريقة مباشرة 28 أقسمها على
+
+120
+00:11:05,790 --> 00:11:12,630
+1609 وكمان الثانية أقسمها على 60 وعلى 60 يعني أقسم
+
+121
+00:11:12,630 --> 00:11:18,650
+على 3600 بطلع معايا نفس الجواب يعني حولت اللي هو
+
+122
+00:11:18,650 --> 00:11:29,270
+ال 1.74×10² في الثانية إلى 1.74×10-2 ميل في الساعة
+
+123
+00:11:29,270 --> 00:11:37,750
+بطلع الجواب 62.6 ميل في الساعةمثال example 1.5
+
+124
+00:11:37,750 --> 00:11:43,990
+مثال 1.5 برضه بدنا نحول .. نحول قيمة معينة أو قيمة
+
+125
+00:11:43,990 --> 00:11:49,710
+فيزيائية معينة إلها طبعا واحدة أو عامل مضروب يعني
+
+126
+00:11:49,710 --> 00:11:57,150
+تربيعي زي مثال لو كان عندي أنا22 متر في الثانية
+
+127
+00:11:57,150 --> 00:12:02,330
+تربيع 22 متر في الثانية تربيع بدي أحولها إلى كيلو
+
+128
+00:12:02,330 --> 00:12:09,470
+في الدقيقة تربيع طبعا حد في البسط 22 متر المتر راح
+
+129
+00:12:09,470 --> 00:12:14,170
+أحوله من متر إلى كيلو راح أقسم طبعا لإن الواحد
+
+130
+00:12:14,170 --> 00:12:18,890
+كيلو بساوي ألف متر أو واحد فعشرة أس تلاتة متر قسمت
+
+131
+00:12:18,890 --> 00:12:25,980
+22 على ألف أو 22 على1×10 أُس 3 متر لإن المتر راحت
+
+132
+00:12:25,980 --> 00:12:30,140
+مع المتر وضع لعندي هنا وحدة الكلو على second تربيع
+
+133
+00:12:30,140 --> 00:12:33,140
+طبعا ال second تربيع عشان أحولها إلى minute راح
+
+134
+00:12:33,140 --> 00:12:38,940
+أقسمها على ستين لكل تربيع معنى الكلام قسم تقسيم
+
+135
+00:12:38,940 --> 00:12:43,120
+التقسيم يطلع ايش يعني ضرب في البصد يعني هحكي انا
+
+136
+00:12:43,120 --> 00:12:48,100
+ال second تربيع اللي هي واحد على ستين تربيع تطلع
+
+137
+00:12:48,100 --> 00:12:53,610
+لستين على تربيع minuteيعني الجواب تسعة و سبعين
+
+138
+00:12:53,610 --> 00:12:59,590
+point اتنين kilometer على minute تربية بالنسبة ل
+
+139
+00:12:59,590 --> 00:13:04,450
+section واحد point ستة مادة ملغي نيجي لواحد point
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..20cd48d6c4a10cb451002487c5b0ae75534f4641
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_raw.json
@@ -0,0 +1 @@
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"temperature": 1.0}, {"id": 15, "seek": 35777, "start": 350.17, "end": 357.77, "text": "أو عدد اللي هي الدبدبات اللتي تهتزها أو تشيعها ذره مصنوعة من ال cesium", "tokens": [10721, 2407, 6225, 3215, 3215, 13672, 1829, 39896, 32748, 3555, 3215, 3555, 9307, 13672, 31371, 6055, 3224, 2655, 11622, 11296, 34051, 6055, 8592, 40228, 11296, 29910, 2288, 3224, 3714, 9381, 1863, 2407, 27884, 9154, 2423, 7879, 2197], "avg_logprob": -0.20189144854482852, "compression_ratio": 1.2474226804123711, "no_speech_prob": 8.940696716308594e-07, "words": [{"start": 350.17, "end": 350.51, "word": "أو", "probability": 0.875732421875}, {"start": 350.51, "end": 350.93, "word": " عدد", "probability": 0.9894205729166666}, {"start": 350.93, "end": 351.23, "word": " اللي", "probability": 0.886474609375}, {"start": 351.23, "end": 351.35, "word": " هي", "probability": 0.9052734375}, {"start": 351.35, "end": 351.99, "word": " الدبدبات", "probability": 0.76533203125}, {"start": 351.99, "end": 352.53, "word": " اللتي", 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"word": " سانتي", "probability": 0.7921549479166666}, {"start": 444.26, "end": 444.96, "word": " بتساوي", "probability": 0.81427001953125}, {"start": 444.96, "end": 445.6, "word": " قدم", "probability": 0.90771484375}, {"start": 445.6, "end": 446.32, "word": " و", "probability": 0.814453125}, {"start": 446.32, "end": 446.84, "word": " ال", "probability": 0.94287109375}, {"start": 446.84, "end": 447.26, "word": " inch", "probability": 0.84130859375}, {"start": 447.26, "end": 447.56, "word": " اللي", "probability": 0.842041015625}, {"start": 447.56, "end": 447.92, "word": " هي", "probability": 0.8720703125}, {"start": 447.92, "end": 449.38, "word": " بساوي", "probability": 0.9649658203125}, {"start": 449.38, "end": 449.94, "word": " اتنين", "probability": 0.9915771484375}, {"start": 449.94, "end": 450.04, "word": " و", "probability": 0.99853515625}, {"start": 450.04, "end": 450.42, "word": " نص", "probability": 0.98779296875}, {"start": 450.42, "end": 451.34, "word": " سانتي", "probability": 0.8943684895833334}], "temperature": 1.0}, {"id": 20, "seek": 48001, "start": 451.81, "end": 480.01, "text": "we can take fraction with the conversion that will cancel the units we don't want and multiply that fraction by the quantity in questions for example يعني بالنسبة لبعض تحويل بعض الوحدات يعني كمثال طبعا الهدف من تحويل الوحدات باستخدام عدة عوامل تحويل المتر مثلا", "tokens": [826, 393, 747, 14135, 365, 264, 14298, 300, 486, 10373, 264, 6815, 321, 500, 380, 528, 293, 12972, 300, 14135, 538, 264, 11275, 294, 1651, 337, 1365, 37495, 22653, 20666, 1863, 35457, 3660, 5296, 3555, 3615, 11242, 6055, 5016, 2407, 26895, 45030, 11242, 2423, 2407, 24401, 9307, 37495, 22653, 9122, 2304, 12984, 6027, 23032, 3555, 3615, 995, 2423, 3224, 3215, 5172, 9154, 6055, 5016, 2407, 26895, 2423, 2407, 24401, 9307, 4724, 995, 14851, 9778, 3215, 10943, 6225, 41891, 6225, 2407, 10943, 1211, 6055, 5016, 2407, 26895, 9673, 2655, 2288, 50113, 15040], "avg_logprob": -0.10631793397276298, 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"end": 456.33, "word": " units", "probability": 0.9453125}, {"start": 456.33, "end": 456.79, "word": " we", "probability": 0.91845703125}, {"start": 456.79, "end": 457.15, "word": " don't", "probability": 0.9736328125}, {"start": 457.15, "end": 457.61, "word": " want", "probability": 0.9287109375}, {"start": 457.61, "end": 458.19, "word": " and", "probability": 0.91943359375}, {"start": 458.19, "end": 458.63, "word": " multiply", "probability": 0.89453125}, {"start": 458.63, "end": 459.01, "word": " that", "probability": 0.94189453125}, {"start": 459.01, "end": 459.53, "word": " fraction", "probability": 0.841796875}, {"start": 459.53, "end": 459.75, "word": " by", "probability": 0.97509765625}, {"start": 459.75, "end": 459.93, "word": " the", "probability": 0.91796875}, {"start": 459.93, "end": 460.31, "word": " quantity", "probability": 0.94677734375}, {"start": 460.31, "end": 460.51, "word": " in", "probability": 0.9560546875}, {"start": 460.51, "end": 461.03, "word": " questions", 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0.8079833984375}, {"start": 475.23, "end": 475.37, "word": " من", "probability": 0.97998046875}, {"start": 475.37, "end": 475.73, "word": " تحويل", "probability": 0.9521484375}, {"start": 475.73, "end": 476.01, "word": " الوحدات", "probability": 0.9796142578125}, {"start": 476.01, "end": 476.65, "word": " باستخدام", "probability": 0.9840494791666666}, {"start": 476.65, "end": 477.03, "word": " عدة", "probability": 0.98193359375}, {"start": 477.03, "end": 477.75, "word": " عوامل", "probability": 0.9871826171875}, {"start": 477.75, "end": 479.09, "word": " تحويل", "probability": 0.9522705078125}, {"start": 479.09, "end": 479.53, "word": " المتر", "probability": 0.80712890625}, {"start": 479.53, "end": 480.01, "word": " مثلا", "probability": 0.980224609375}], "temperature": 1.0}, {"id": 21, "seek": 48830, "start": 480.46, "end": 488.3, "text": "الى 100 او ال .. يعني لو انا حكيت مثال انه 15 inch مطلوب مني احولهم لصنتى", "tokens": [6027, 7578, 2319, 1975, 2407, 2423, 4386, 37495, 22653, 45164, 1975, 8315, 11331, 4117, 36081, 50113, 6027, 16472, 3224, 2119, 7227, 3714, 9566, 1211, 37746, 9154, 1829, 1975, 5016, 12610, 16095, 5296, 9381, 29399, 7578], "avg_logprob": -0.2734375, "compression_ratio": 1.202020202020202, "no_speech_prob": 0.00020897388458251953, "words": [{"start": 480.46, "end": 481.38, "word": "الى", "probability": 0.549560546875}, {"start": 481.38, "end": 481.62, "word": " 100", "probability": 0.2144775390625}, {"start": 481.62, "end": 482.02, "word": " او", "probability": 0.896484375}, {"start": 482.02, "end": 482.22, "word": " ال", "probability": 0.38427734375}, {"start": 482.22, "end": 482.68, "word": " ..", "probability": 0.7333984375}, {"start": 482.68, "end": 483.08, "word": " يعني", "probability": 0.867431640625}, {"start": 483.08, "end": 483.28, "word": " لو", "probability": 0.9814453125}, {"start": 483.28, "end": 483.5, "word": " انا", "probability": 0.7978515625}, {"start": 483.5, "end": 483.88, "word": " حكيت", "probability": 0.87548828125}, {"start": 483.88, "end": 484.34, "word": " مثال", "probability": 0.98974609375}, {"start": 484.34, "end": 484.64, "word": " انه", "probability": 0.783935546875}, {"start": 484.64, "end": 485.2, "word": " 15", "probability": 0.705078125}, {"start": 485.2, "end": 485.84, "word": " inch", "probability": 0.61669921875}, {"start": 485.84, "end": 486.7, "word": " مطلوب", "probability": 0.9306640625}, {"start": 486.7, "end": 486.98, "word": " مني", "probability": 0.8603515625}, {"start": 486.98, "end": 487.58, "word": " احولهم", "probability": 0.9090576171875}, {"start": 487.58, "end": 488.3, "word": " لصنتى", "probability": 0.65936279296875}], "temperature": 1.0}, {"id": 22, "seek": 51442, "start": 489.73, "end": 514.43, "text": "فبعرف انا بعرف ان ال 1 inch بده يساوي 2.54 cm اذا ال 15 ممكن اضربها في 2.54 أو لتخلص من الوحدات بنحكي ال 15 inch راح اضربها انا ب fraction في كسر زي ما حكالي هو fraction by the quantity in the cushions الان 2.54 cm ال 1 inch بتساوي 2.45", "tokens": [5172, 3555, 3615, 28480, 1975, 8315, 4724, 3615, 28480, 16472, 2423, 502, 7227, 47525, 3224, 7251, 3794, 995, 45865, 568, 13, 19563, 14668, 1975, 15730, 2423, 2119, 3714, 43020, 1975, 11242, 25513, 11296, 8978, 568, 13, 19563, 34051, 5296, 2655, 9778, 1211, 9381, 9154, 2423, 2407, 24401, 9307, 44945, 5016, 4117, 1829, 2423, 2119, 7227, 12602, 39319, 1975, 11242, 25513, 11296, 1975, 8315, 4724, 14135, 8978, 9122, 3794, 2288, 30767, 1829, 19446, 11331, 4117, 6027, 1829, 31439, 14135, 538, 264, 11275, 294, 264, 18422, 626, 2423, 7649, 568, 13, 19563, 14668, 2423, 502, 7227, 39894, 3794, 995, 45865, 568, 13, 8465], "avg_logprob": -0.1927083293889083, "compression_ratio": 1.6965174129353233, "no_speech_prob": 1.7285346984863281e-06, "words": [{"start": 489.73, "end": 490.51, "word": "فبعرف", "probability": 0.8638916015625}, {"start": 490.51, "end": 490.71, "word": " انا", "probability": 0.58209228515625}, {"start": 490.71, "end": 491.09, "word": " بعرف", "probability": 0.75927734375}, {"start": 491.09, 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"probability": 0.974609375}, {"start": 497.11, "end": 497.67, "word": " اضربها", "probability": 0.93310546875}, {"start": 497.67, "end": 497.87, "word": " في", "probability": 0.9033203125}, {"start": 497.87, "end": 498.27, "word": " 2", "probability": 0.94970703125}, {"start": 498.27, "end": 499.01, "word": ".54", "probability": 0.96337890625}, {"start": 499.01, "end": 499.63, "word": " أو", "probability": 0.634765625}, {"start": 499.63, "end": 501.07, "word": " لتخلص", "probability": 0.95048828125}, {"start": 501.07, "end": 501.25, "word": " من", "probability": 0.9912109375}, {"start": 501.25, "end": 501.99, "word": " الوحدات", "probability": 0.9241943359375}, {"start": 501.99, "end": 502.65, "word": " بنحكي", "probability": 0.8780517578125}, {"start": 502.65, "end": 502.75, "word": " ال", "probability": 0.80859375}, {"start": 502.75, "end": 503.11, "word": " 15", "probability": 0.97021484375}, {"start": 503.11, "end": 503.95, "word": " inch", "probability": 0.83349609375}, {"start": 503.95, "end": 504.53, "word": " راح", "probability": 0.917724609375}, {"start": 504.53, "end": 504.91, "word": " اضربها", "probability": 0.898681640625}, {"start": 504.91, "end": 505.07, "word": " انا", "probability": 0.90625}, {"start": 505.07, "end": 505.19, "word": " ب", "probability": 0.9638671875}, {"start": 505.19, "end": 505.69, "word": " fraction", "probability": 0.92626953125}, {"start": 505.69, "end": 505.91, "word": " في", "probability": 0.779296875}, {"start": 505.91, "end": 506.25, "word": " كسر", "probability": 0.8640950520833334}, {"start": 506.25, "end": 506.45, "word": " زي", "probability": 0.932861328125}, {"start": 506.45, "end": 506.53, "word": " ما", "probability": 0.966796875}, {"start": 506.53, "end": 507.01, "word": " حكالي", "probability": 0.899658203125}, {"start": 507.01, "end": 507.27, "word": " هو", "probability": 0.95068359375}, {"start": 507.27, "end": 508.17, "word": " fraction", "probability": 0.80224609375}, {"start": 508.17, "end": 508.43, "word": " by", "probability": 0.92724609375}, {"start": 508.43, "end": 508.61, "word": " the", "probability": 0.8056640625}, {"start": 508.61, "end": 509.03, "word": " quantity", "probability": 0.96240234375}, {"start": 509.03, "end": 509.27, "word": " in", "probability": 0.919921875}, {"start": 509.27, "end": 509.43, "word": " the", "probability": 0.93212890625}, {"start": 509.43, "end": 509.85, "word": " cushions", "probability": 0.8076171875}, {"start": 509.85, "end": 510.51, "word": " الان", "probability": 0.5927734375}, {"start": 510.51, "end": 510.83, "word": " 2", "probability": 0.98095703125}, {"start": 510.83, "end": 511.69, "word": ".54", "probability": 0.94189453125}, {"start": 511.69, "end": 512.17, "word": " cm", "probability": 0.71044921875}, {"start": 512.17, "end": 512.31, "word": " ال", "probability": 0.9228515625}, {"start": 512.31, "end": 512.61, "word": " 1", "probability": 0.78955078125}, {"start": 512.61, "end": 512.89, "word": " inch", "probability": 0.94189453125}, {"start": 512.89, "end": 513.31, "word": " بتساوي", "probability": 0.8739013671875}, {"start": 513.31, "end": 513.67, "word": " 2", "probability": 0.99560546875}, {"start": 513.67, "end": 514.43, "word": ".45", "probability": 0.99169921875}], "temperature": 1.0}, {"id": 23, "seek": 52850, "start": 516.58, "end": 528.5, "text": "فضربت في 2.54 cm على 1 inch ال inch الوحدة دي راحت معاها دل عندي 38.1 cm", "tokens": [5172, 11242, 25513, 2655, 8978, 568, 13, 19563, 14668, 15844, 502, 7227, 2423, 7227, 2423, 2407, 24401, 3660, 11778, 1829, 12602, 39319, 2655, 20449, 995, 11296, 11778, 1211, 18871, 16254, 12843, 13, 16, 14668], "avg_logprob": -0.24866071258272443, "compression_ratio": 1.1030927835051547, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 516.58, "end": 517.5, "word": "فضربت", "probability": 0.8582763671875}, {"start": 517.5, "end": 517.7, "word": " في", "probability": 0.92822265625}, {"start": 517.7, "end": 518.2, "word": " 2", "probability": 0.91845703125}, {"start": 518.2, "end": 519.62, "word": ".54", "probability": 0.9091796875}, {"start": 519.62, "end": 520.36, "word": " cm", "probability": 0.375732421875}, {"start": 520.36, "end": 520.6, "word": " على", "probability": 0.5625}, {"start": 520.6, "end": 521.06, "word": " 1", "probability": 0.94140625}, {"start": 521.06, "end": 521.5, "word": " inch", "probability": 0.86572265625}, {"start": 521.5, "end": 522.62, "word": " ال", "probability": 0.845703125}, {"start": 522.62, "end": 522.96, "word": " inch", "probability": 0.87939453125}, {"start": 522.96, "end": 523.44, "word": " الوحدة", "probability": 0.8958740234375}, {"start": 523.44, "end": 523.62, "word": " دي", "probability": 0.6439208984375}, {"start": 523.62, "end": 523.94, "word": " راحت", "probability": 0.7542317708333334}, {"start": 523.94, "end": 524.22, "word": " معاها", "probability": 0.786865234375}, {"start": 524.22, "end": 524.5, "word": " دل", "probability": 0.5228271484375}, {"start": 524.5, "end": 524.92, "word": " 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..c06a352fc18e6601d284c063b611d3e90584ceca
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/BdoMFmtCqkc_raw.srt
@@ -0,0 +1,556 @@
+1
+00:00:00,390 --> 00:00:07,730
+الهدف من هذا المساق هو عبارة عن هدف ذو شقين، تزويد
+
+2
+00:00:07,730 --> 00:00:14,840
+الطالب بعرض واضح ومنطقي لأساليب الفيزياءتعزيز و
+
+3
+00:00:14,840 --> 00:00:18,720
+تقوية فهم الطلبة لمجموعة واسعة من الأمور
+
+4
+00:00:18,720 --> 00:00:23,000
+والاهتمامات والتطبيقات في الحياة ولتحقيق هذه
+
+5
+00:00:23,000 --> 00:00:31,100
+الأهداف سنعمل على تحفيز الطالب من خلال يعني أمثلة
+
+6
+00:00:31,100 --> 00:00:38,780
+عملية تظهر دور الفيزياء في التخصصات الأخرىسنبدأ ان
+
+7
+00:00:38,780 --> 00:00:43,760
+شاء الله بـ chapter الأول chapter الأول هو عبارة
+
+8
+00:00:43,760 --> 00:00:49,020
+عن ال units اللي هي الوحدات tri geometry اللي هي
+
+9
+00:00:49,020 --> 00:00:54,180
+الحساب المثلثات and vectors اللي هو المتجهات
+
+10
+00:00:54,180 --> 00:01:00,880
+section 11 standards of length, mass and time
+
+11
+00:01:00,880 --> 00:01:07,860
+المعايير الأساسية أو المقاييس الأساسيةللطول و
+
+12
+00:01:07,860 --> 00:01:13,900
+الكتلة و الزمن لحساب طبعا او لقياس كأي كمية
+
+13
+00:01:13,900 --> 00:01:20,560
+فيزيائية بحتاج انا الى وحدة لكي افرق بين أي رقم
+
+14
+00:01:20,560 --> 00:01:28,340
+رياضي او رقم فيزيائي فالوحدة هي اللتي تميز هذا
+
+15
+00:01:28,340 --> 00:01:36,320
+الرقم على انه كمية فيزيائيةفي عام 1960 وافقت
+
+16
+00:01:36,320 --> 00:01:41,740
+اللجنة الدولية على اعتماد نظام معياري للوحدات وهذا
+
+17
+00:01:41,740 --> 00:01:46,420
+النظام المعياري بنسمي SI أو system international
+
+18
+00:01:46,420 --> 00:01:51,840
+هو عبارة عن النظام الدولي النظام الدولي طبعا
+
+19
+00:01:51,840 --> 00:01:56,900
+الكميات الأساسية في هذا النظام ووحدات اللي هي
+
+20
+00:01:56,900 --> 00:02:01,830
+الطول و الكتلة و الزمن هيالمتر والكيلو جرام
+
+21
+00:02:01,830 --> 00:02:07,390
+والثانية على التوالي يعني النظام الدولي رمزه SI
+
+22
+00:02:07,390 --> 00:02:12,130
+معناها ال system international ال system
+
+23
+00:02:12,130 --> 00:02:17,750
+international وحدته طبعا وحدة يقيس بالكيلو جرام
+
+24
+00:02:17,750 --> 00:02:22,950
+متر ثانية يعني الطول يقاس بالمتر و الكتلة اللي هي
+
+25
+00:02:22,950 --> 00:02:26,710
+الماس تقاس بالكيلو جرام و ال time اللي هو الزمن
+
+26
+00:02:26,710 --> 00:02:28,950
+يقاس بالثانية
+
+27
+00:02:33,190 --> 00:02:37,850
+بالنسبة للطول .. بالنسبة للطول طبعا هو عبارة عن ال
+
+28
+00:02:37,850 --> 00:02:48,590
+length في عام 1977 .. 1999 أصبح ال meter هو عبارة
+
+29
+00:02:48,590 --> 00:02:54,790
+عن المقياس المعياري أو القانونيلطول في فرنسا في
+
+30
+00:02:54,790 --> 00:03:02,910
+عام 1983 تم تعريف المتر بإنه المسافة التي يقطعها
+
+31
+00:03:02,910 --> 00:03:11,210
+الأضوء في الفرق في فترة زمنية تساوي 1 على 2 9 9 7
+
+32
+00:03:11,210 --> 00:03:18,130
+9 2 4 5 8 أو 1 على 2.9 في 10 أُس 8 the meter was
+
+33
+00:03:18,130 --> 00:03:22,680
+defined يعني المتر يعرف بالمسافة التي الـ distance
+
+34
+00:03:22,680 --> 00:03:25,940
+travelled by light المسافة التي يقطعها الضوء في
+
+35
+00:03:25,940 --> 00:03:30,540
+الفراغ vacuum فراغ خلال .. during time interval
+
+36
+00:03:30,540 --> 00:03:37,600
+خلال الفترة 1 على 2.9 في 10 رقص تمانية ثانية this
+
+37
+00:03:37,600 --> 00:03:41,120
+latest definition established the speed of light
+
+38
+00:03:41,120 --> 00:03:48,040
+طبعا هذا التعريف الخاص بالمتر يوصلنا ل .. اللي هي
+
+39
+00:03:48,040 --> 00:03:52,910
+سرعة الضوءو من خلاله يتم اعتماد سرعة الضوء وهي
+
+40
+00:03:52,910 --> 00:04:00,190
+عبارة عن 2.9972458108
+
+41
+00:04:00,190 --> 00:04:09,910
+او 2.9972458 او ممكن نقربها الى 3.108m per second
+
+42
+00:04:15,600 --> 00:04:22,080
+بالنسبة للكتلة اللي هي ال mass تعريفها الكتلة ال
+
+43
+00:04:22,080 --> 00:04:26,020
+system international ال ASI unit of mass اللي هو
+
+44
+00:04:26,020 --> 00:04:30,900
+الكتلة في ان وحدة الكتلة في النظام الدولي هي عبارة
+
+45
+00:04:30,900 --> 00:04:35,700
+عن ال kilogram و تعريفها is defined as تعرف as the
+
+46
+00:04:35,700 --> 00:04:40,120
+mass of a specific platinum iridium alloy cylinder
+
+47
+00:04:40,120 --> 00:04:43,320
+kept at the international period of weights and
+
+48
+00:04:43,320 --> 00:04:48,730
+measures at Sievers Franceيعني معناها تعريف اللي
+
+49
+00:04:48,730 --> 00:04:53,290
+هي الكتلة في النظام الدولي عبارة عن كتلة سبيكة
+
+50
+00:04:53,290 --> 00:04:58,830
+أسطوانيةمن ال platinum iridium محفوظة في طبعا
+
+51
+00:04:58,830 --> 00:05:03,610
+المركز أو المكتب الدولي الأوزان في فرنسا والشكل
+
+52
+00:05:03,610 --> 00:05:08,710
+واحد واحد طبعا يوضح هذه السبيكة اللي هي عبارة عن
+
+53
+00:05:08,710 --> 00:05:15,450
+استوانة مصنوعة من platinum iridium ومحفوظة في مركز
+
+54
+00:05:15,450 --> 00:05:20,670
+أو المكتب الدولي في فرنسا بالنسبة للزمن اللي هي ال
+
+55
+00:05:20,670 --> 00:05:26,590
+timeالزمن the basic unit of time طبعا الزمن هو ال
+
+56
+00:05:26,590 --> 00:05:30,730
+.. ال .. يعني الوحدة الأساسية للزمن هي الثانية و
+
+57
+00:05:30,730 --> 00:05:36,230
+the .. is defined as تعريفها as تسعة واحد تسعة
+
+58
+00:05:36,230 --> 00:05:40,090
+اتنين ستة تلاتة واحد سبعة zero zero times هي عبارة
+
+59
+00:05:40,090 --> 00:05:45,010
+عن طبعا عدد معين عدد المرات أو عدد الدورات التي
+
+60
+00:05:45,010 --> 00:05:51,350
+تحتزها ذرة .. ذرات ال cesiumأو عدد اللي هي
+
+61
+00:05:51,350 --> 00:05:57,350
+الدبدبات اللتي تهتزها أو تشيعها ذره مصنوعة من ال
+
+62
+00:05:57,350 --> 00:06:05,370
+cesiumبالنسبة ل section 1.14 طبعا هذا ملغي section
+
+63
+00:06:05,370 --> 00:06:11,470
+121314 برضه ملغي بالنسبة لطلبة العلوم الصحية
+
+64
+00:06:11,470 --> 00:06:17,310
+section 15 unit conversion for physical quantity
+
+65
+00:06:17,310 --> 00:06:22,390
+اللي هو عبارة عن تحويل الوحدات لكميات الفيزيائية
+
+66
+00:06:22,980 --> 00:06:28,300
+conversion factors between SI and US بدي أحول أنا
+
+67
+00:06:28,300 --> 00:06:32,120
+بعض المعاملات بين اللي هي النظام الدولي اللي هي SI
+
+68
+00:06:32,120 --> 00:06:35,620
+system international و بين اللي هي ال united
+
+69
+00:06:35,620 --> 00:06:41,980
+states النظام الأمريكيلا بعض الوحدات زى مثلا لما
+
+70
+00:06:41,980 --> 00:06:46,220
+اجى احكى واحد ميل الواحد ميل بدى يساوي ألف أو سبعة
+
+71
+00:06:46,220 --> 00:06:51,380
+أو ستمية أو تسعة متر ويساوي واحد point ستة كيلو
+
+72
+00:06:51,380 --> 00:06:55,540
+متر تقريبا الواحد متر بدى يساوي تسعة و تلاتين
+
+73
+00:06:55,540 --> 00:06:59,360
+point تلاتة سبعة انش بدها تساوي تلاتة point اتنين
+
+74
+00:06:59,360 --> 00:07:04,200
+تمانية واحد feet أو قدمالواحد feet أو واحد foot
+
+75
+00:07:04,200 --> 00:07:09,040
+بتساوي القدم بتساوي point تلاتة متر يعني تلاتين
+
+76
+00:07:09,040 --> 00:07:13,680
+point اربعة تمانية متر الواحد inch بدها تساوي
+
+77
+00:07:13,680 --> 00:07:18,120
+اتنين و نص سانتي او خمسة و عشرين من الف من المتر
+
+78
+00:07:18,120 --> 00:07:21,220
+الواحد inch بساوي خمسة و عشرين من الف من المتر
+
+79
+00:07:21,220 --> 00:07:27,260
+ممكن احكي انه التلاتين سانتي بتساوي قدم و ال inch
+
+80
+00:07:27,260 --> 00:07:33,550
+اللي هي بساوي اتنين و نص سانتيwe can take fraction
+
+81
+00:07:33,550 --> 00:07:36,790
+with the conversion that will cancel the units we
+
+82
+00:07:36,790 --> 00:07:39,930
+don't want and multiply that fraction by the
+
+83
+00:07:39,930 --> 00:07:45,090
+quantity in questions for example يعني بالنسبة
+
+84
+00:07:45,090 --> 00:07:51,010
+لبعض تحويل بعض الوحدات يعني
+
+85
+00:07:51,010 --> 00:07:57,030
+كمثال طبعا الهدف من تحويل الوحدات باستخدام عدة
+
+86
+00:07:57,030 --> 00:08:03,500
+عوامل تحويل المتر مثلاالى 100 او ال .. يعني لو انا
+
+87
+00:08:03,500 --> 00:08:10,510
+حكيت مثال انه 15 inch مطلوب مني احولهم لصنتىفبعرف
+
+88
+00:08:10,510 --> 00:08:16,590
+انا بعرف ان ال 1 inch بده يساوي 2.54 cm اذا ال 15
+
+89
+00:08:16,590 --> 00:08:22,750
+ممكن اضربها في 2.54 أو لتخلص من الوحدات بنحكي ال
+
+90
+00:08:22,750 --> 00:08:26,530
+15 inch راح اضربها انا ب fraction في كسر زي ما
+
+91
+00:08:26,530 --> 00:08:29,850
+حكالي هو fraction by the quantity in the cushions
+
+92
+00:08:29,850 --> 00:08:40,360
+الان 2.54 cm ال 1 inch بتساوي 2.45فضربت في 2.54 cm
+
+93
+00:08:40,360 --> 00:08:45,620
+على 1 inch ال inch الوحدة دي راحت معاها دل عندي 38
+
+94
+00:08:45,620 --> 00:08:48,500
+.1 cm
+
+95
+00:08:53,860 --> 00:08:58,560
+مثال اخر example 1.4 convert units using several
+
+96
+00:08:58,560 --> 00:09:04,780
+conversion factors بدا استخدم الوحدات ايضا لعدة
+
+97
+00:09:04,780 --> 00:09:09,560
+انواع او عوامل التحولاتconvert المتر to ميل بدي
+
+98
+00:09:09,560 --> 00:09:14,300
+أحول المتر إلى ميل لو كان عندي انا عشرين متر في
+
+99
+00:09:14,300 --> 00:09:18,500
+الثانية و بدي أحولها إلى ميل في الثانية طبعا
+
+100
+00:09:18,500 --> 00:09:21,520
+التمانية و عشرين ميل في الثانية بروح للبسط البسط
+
+101
+00:09:21,520 --> 00:09:26,130
+هو عبارة عن متر بدي أحوله لميللما أحول من متر لميل
+
+102
+00:09:26,130 --> 00:09:35,010
+بأقسم على 1609 متر بأقسم أو بادرب بواحد على 1609
+
+103
+00:09:35,010 --> 00:09:39,850
+يعني الواحد ميل بيساوي 1609 متر علشان أضيع الوحدات
+
+104
+00:09:39,850 --> 00:09:46,210
+اللي هي المتر مع المتر بطلع عندى 28 على 1609 متر
+
+105
+00:09:46,210 --> 00:09:51,470
+بطلع عندى 1.74 فعشرة أص ناقص اتنين ميل لكل ثانية
+
+106
+00:09:52,110 --> 00:09:55,570
+الآن لو أنا بدأ أحول الثانية إلى ساعة يعني أنا
+
+107
+00:09:55,570 --> 00:10:01,070
+المطلوب مني 28 متر في الثانية بدي أحولها إلى ميل
+
+108
+00:10:01,070 --> 00:10:05,370
+في الساعة في البداية طبعا ال bus ال meter حولته
+
+109
+00:10:05,370 --> 00:10:10,370
+إلى ميل بقسم لقسمة على 1609 بعد هيك الجواب هي
+
+110
+00:10:10,370 --> 00:10:14,670
+الجواب طلع عندي 1.74×10²
+
+111
+00:10:16,130 --> 00:10:20,650
+ميل في الثانية بدي أحول الآن الثانية إلى ساعة طبعا
+
+112
+00:10:20,650 --> 00:10:24,350
+ال meal ال bus مش هلعب معاه أظل زي ما هو الثانية
+
+113
+00:10:24,350 --> 00:10:29,250
+بدي أحولها إلى ساعة فبقسم الثانية على ستين على
+
+114
+00:10:29,250 --> 00:10:35,830
+ستين يعني هقسم على واحد على تلت ألف أقصد مية أو
+
+115
+00:10:35,830 --> 00:10:40,390
+بدي أعمل أن هذا الرقم اللي هو واحد point سبعة أربع
+
+116
+00:10:40,390 --> 00:10:44,650
+في عشر عصر نقص اتنين ميل لكل ثانية راح أضربه بستين
+
+117
+00:10:45,400 --> 00:10:51,100
+اللي هي ب 60 في 60 اللي هي ثانية على دقيقة ثانية
+
+118
+00:10:51,100 --> 00:10:55,840
+على دقيقة والدقيقة بتحولها إلى ساعة بيصير عندي أنا
+
+119
+00:10:55,840 --> 00:11:03,460
+62.6 ممكن طريقة أخرى طريقة مباشرة 28 أقسمها على
+
+120
+00:11:05,790 --> 00:11:12,630
+1609 وكمان الثانية أقسمها على 60 وعلى 60 يعني أقسم
+
+121
+00:11:12,630 --> 00:11:18,650
+على 3600 بطلع معايا نفس الجواب يعني حولت اللي هو
+
+122
+00:11:18,650 --> 00:11:29,270
+ال 1.74×10² في الثانية إلى 1.74×10-2 ميل في الساعة
+
+123
+00:11:29,270 --> 00:11:37,750
+بطلع الجواب 62.6 ميل في الساعةمثال example 1.5
+
+124
+00:11:37,750 --> 00:11:43,990
+مثال 1.5 برضه بدنا نحول .. نحول قيمة معينة أو قيمة
+
+125
+00:11:43,990 --> 00:11:49,710
+فيزيائية معينة إلها طبعا واحدة أو عامل مضروب يعني
+
+126
+00:11:49,710 --> 00:11:57,150
+تربيعي زي مثال لو كان عندي أنا22 متر في الثانية
+
+127
+00:11:57,150 --> 00:12:02,330
+تربيع 22 متر في الثانية تربيع بدي أحولها إلى كيلو
+
+128
+00:12:02,330 --> 00:12:09,470
+في الدقيقة تربيع طبعا حد في البسط 22 متر المتر راح
+
+129
+00:12:09,470 --> 00:12:14,170
+أحوله من متر إلى كيلو راح أقسم طبعا لإن الواحد
+
+130
+00:12:14,170 --> 00:12:18,890
+كيلو بساوي ألف متر أو واحد فعشرة أس تلاتة متر قسمت
+
+131
+00:12:18,890 --> 00:12:25,980
+22 على ألف أو 22 على1×10 أُس 3 متر لإن المتر راحت
+
+132
+00:12:25,980 --> 00:12:30,140
+مع المتر وضع لعندي هنا وحدة الكلو على second تربيع
+
+133
+00:12:30,140 --> 00:12:33,140
+طبعا ال second تربيع عشان أحولها إلى minute راح
+
+134
+00:12:33,140 --> 00:12:38,940
+أقسمها على ستين لكل تربيع معنى الكلام قسم تقسيم
+
+135
+00:12:38,940 --> 00:12:43,120
+التقسيم يطلع ايش يعني ضرب في البصد يعني هحكي انا
+
+136
+00:12:43,120 --> 00:12:48,100
+ال second تربيع اللي هي واحد على ستين تربيع تطلع
+
+137
+00:12:48,100 --> 00:12:53,610
+لستين على تربيع minuteيعني الجواب تسعة و سبعين
+
+138
+00:12:53,610 --> 00:12:59,590
+point اتنين kilometer على minute تربية بالنسبة ل
+
+139
+00:12:59,590 --> 00:13:04,450
+section واحد point ستة مادة ملغي نيجي لواحد point
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ac5a1c505343970adad7792929492457ba4ba181
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc.srt
@@ -0,0 +1,663 @@
+1
+00:00:01,280 --> 00:00:07,020
+بسم الله الرحمن الرحيم سندرس بعض التطبيقات الطبية
+
+2
+00:00:07,020 --> 00:00:12,040
+الخاصة بالحركة في بعدين هذه هي التطبيقات عن ال ..
+
+3
+00:00:12,040 --> 00:00:17,700
+اللي هي أشعة x أو x-ray أو الأشعة الصينية الأشعة
+
+4
+00:00:17,700 --> 00:00:24,240
+الصينية أو الأشعة x هندرس تعريفها، مصادرها، تفاعلاتها
+
+5
+00:00:24,240 --> 00:00:30,180
+وطبعا الـ effects، تأثيراتها، وطبعا  الـ  effects الكهرومغناطيسي
+
+6
+00:00:30,180 --> 00:00:33,820
+واللي هي اضمحلال أو اضمحلة للإشعاع
+
+7
+00:00:33,820 --> 00:00:40,000
+radiation attenuation، وبعض خواص الأشعة الصينية و
+
+8
+00:00:40,000 --> 00:00:43,700
+أشعة X، طبعا هي جزء من الـ electromagnetic
+
+9
+00:00:43,700 --> 00:00:47,820
+spectrum، هي جزء من الطيف الكهرومغناطيسي، الطيف
+
+10
+00:00:47,820 --> 00:00:52,340
+الكهرومغناطيسي، بتكون من طبعا أطياف مختلفة، تبدأ من
+
+11
+00:00:52,340 --> 00:00:55,400
+الـ radio waves، microwave، infrared، visible light،
+
+12
+00:00:55,400 --> 00:01:00,180
+اللي هو الضوء المرئي، والـ ultraviolet، x-ray،  جمعيًّا
+
+13
+00:01:00,180 --> 00:01:04,020
+احنا هندرس اللي هي الـ x-ray في هذه المنطقة طبعا
+
+14
+00:01:04,020 --> 00:01:08,560
+لها طول موجي معين، ولها تردد معين
+
+15
+00:01:14,750 --> 00:01:19,570
+الـ X-ray أو أشعة الصينية، طبعا تم اكتشافها من قبل
+
+16
+00:01:19,570 --> 00:01:26,810
+الفيزيائي الألماني Wilhelm Röntgen
+
+17
+00:01:26,810 --> 00:01:34,810
+طبعا تم إنتاجها عن طريق قصف هدف معدني، هدف معدني
+
+18
+00:01:34,810 --> 00:01:38,870
+من الكبر، اللي هو النحاس أو الـtungsten، with
+
+19
+00:01:38,870 --> 00:01:43,890
+energized electrons having energy، بإلكترونات نشطة
+
+20
+00:01:43,980 --> 00:01:48,540
+ذات طاقة  أعتقد حوالي خمسين كيلو
+
+21
+00:01:48,540 --> 00:01:55,100
+electron volt، الأشعة السينية هذه أو أشعة X شديدة
+
+22
+00:01:55,100 --> 00:01:59,360
+الاختراق بين أنواع الإشعاع الكهرومغناطيسي الثلاثة
+
+23
+00:01:59,360 --> 00:02:03,440
+تعتبر شديدة الاختراق.  The
+
+24
+00:02:03,440 --> 00:02:06,480
+minimum continuous، اللي يكون مستقلا عن التركيب
+
+25
+00:02:06,480 --> 00:02:09,380
+The minimum continuous X-ray
+
+26
+00:02:09,380 --> 00:02:16,260
+wavelength،  اللي هي  الطول الموجي الأدنى، اللي هي
+
+27
+00:02:16,260 --> 00:02:23,000
+أقل طول موجي، أقل طول موجي، هذا تم العثور عليه كحد
+
+28
+00:02:23,000 --> 00:02:28,280
+أدنى، كحد أدنى من الطول الموجي للـ X-Ray، هذا الطول
+
+29
+00:02:28,280 --> 00:02:34,520
+الموجي يكون مستقلا عن التركيبة المستهدفة، في طبعا
+
+30
+00:02:34,520 --> 00:02:40,800
+المستهدفة، تعتمد على جهد الـtube، اللي هي الـ voltage للـ tube
+
+31
+00:02:40,800 --> 00:02:44,140
+جهد الأنبوبة، depends only on the tube voltage
+
+32
+00:02:44,140 --> 00:02:48,180
+depends only on the tube voltage، هذا اللي هو
+
+33
+00:02:48,180 --> 00:02:52,600
+الـ Minimum Continuous X-Ray Wavelength is
+
+34
+00:02:52,600 --> 00:02:56,040
+independently، يعتمد على تركيب الهدف
+
+35
+00:02:56,040 --> 00:02:59,660
+لا تعتمد على تركيب الهدف، ولكن
+
+36
+00:02:59,660 --> 00:03:05,850
+يعتمد على الـ voltage أو جهد الأنبوبة how to
+
+37
+00:03:05,850 --> 00:03:10,890
+medical x-ray work، كيف بتشتغل الأشعة السينية أو أشعة x
+
+38
+00:03:10,890 --> 00:03:17,030
+طبيًا، طبعا to create a radiograph، عشان أنا أنشأ صورة
+
+39
+00:03:17,030 --> 00:03:20,190
+ بالأشعة، يتم وضع المريض
+
+40
+00:03:20,190 --> 00:03:23,270
+is positioned so that the part of the body being imaged
+
+41
+00:03:23,270 --> 00:03:26,850
+is located between an x-ray source and an x-ray
+
+42
+00:03:26,850 --> 00:03:32,880
+detector، طبعا يتم وضع الجسم المريض بحيث يقع جزء
+
+43
+00:03:32,880 --> 00:03:37,460
+الجسم الذي يتم تصويره بين مصدر الأشعة الصينية و
+
+44
+00:03:37,460 --> 00:03:41,560
+الكاشف، اللي هو الكاشف  when the
+
+45
+00:03:41,560 --> 00:03:47,020
+machine، لما احنا نشغل آلة الأشعة
+
+46
+00:03:47,020 --> 00:03:51,120
+الصينية أو الـ X-ray is turned on، شغلناها، X-ray
+
+47
+00:03:51,120 --> 00:03:54,300
+travel through the body and are absorbed in different
+
+48
+00:03:54,300 --> 00:03:58,560
+amounts by different tissues، طبعا لما أشغل الجهاز
+
+49
+00:03:58,560 --> 00:04:04,740
+تنطلق أشعة X إلى جسم الإنسان، ممكن جزء من هذا الجسم
+
+50
+00:04:04,740 --> 00:04:08,980
+أو هذه الأنسجة،  هذي  تُمتَصّ هذا الإشعاع، بتعتمد على
+
+51
+00:04:08,980 --> 00:04:14,620
+الـ radiological density، تعتمد على طبعا الكثافة
+
+52
+00:04:14,620 --> 00:04:18,900
+الإشعاعية للأنسجة التي تمر من خلالها، هذه بصفة عامة
+
+53
+00:04:18,900 --> 00:04:22,940
+لكن كيف تنتج هذه الأشعة، الـ Radiological Densities؟
+
+54
+00:04:22,940 --> 00:04:26,220
+يتم
+
+55
+00:04:26,220 --> 00:04:31,720
+تحديد هذه الكثافة الإشعاعية من خلال كل من
+
+56
+00:04:31,720 --> 00:04:35,580
+الكثافة و الـ atomic number، اللي هو العدد الذري، أو
+
+57
+00:04:35,580 --> 00:04:39,100
+عدد البروتونات في نواة ذرة المادة التي يتم
+
+58
+00:04:39,100 --> 00:04:44,280
+تصويرها، على سبيل المثال، for example، يعني على سبيل
+
+59
+00:04:44,280 --> 00:04:48,360
+المثال، العظام تحتوي على كالسيوم، العظام بتحتوي على
+
+60
+00:04:48,360 --> 00:04:53,340
+كالسيوم، الذي يحتوي على عدد ذري أعلى من معظم
+
+61
+00:04:53,340 --> 00:04:58,560
+الأنسجة الأخرى، بسبب هذه الخاصية للعظام، فالعظام
+
+62
+00:04:58,560 --> 00:05:02,720
+تمتص الأشعة السينية بسهولة، because of
+
+63
+00:05:02,720 --> 00:05:06,540
+this property، bones rapidly absorb، تمتص الأشعة السينية
+
+64
+00:05:06,540 --> 00:05:10,020
+and therefore produce high contrast on the X-ray
+
+65
+00:05:10,020 --> 00:05:15,850
+detectors، وبالتالي ينتج تباين عالي في كاشف الأشعة
+
+66
+00:05:15,850 --> 00:05:20,170
+الصينية، اللي هي detectors، بيكون أكثر بياضا، appear
+
+67
+00:05:20,170 --> 00:05:26,030
+whiter than other tissues against، بالنسبة لخلفية
+
+68
+00:05:26,030 --> 00:05:33,680
+السوداء، الموجودة، بالنسبة لـ X-ray are produced، طبعا
+
+69
+00:05:33,680 --> 00:05:38,040
+الأشعة السينية، بتنتج، يتم إنتاجها عندما، طبعا كيف طريقة
+
+70
+00:05:38,040 --> 00:05:43,660
+إنتاجها؟ عندما تصطدم الإلكترونات التي تتحرك بسرعة
+
+71
+00:05:43,660 --> 00:05:48,180
+والتي يتم تسريعها خلال potential difference،
+
+72
+00:05:48,180 --> 00:05:53,510
+خلال فرق جهد، تروح من واحد كيلوفولت إلى 1 ميجافولت،
+
+73
+00:05:53,510 --> 00:05:59,210
+تصطدم في هدف معدني، الإلكترون من  a hot
+
+74
+00:05:59,210 --> 00:06:02,870
+element، يتم
+
+75
+00:06:02,870 --> 00:06:07,550
+تسريع الإلكترونات من عنصر ساخن على الانود المستهدف،
+
+76
+00:06:07,550 --> 00:06:12,030
+عندما تتباطأ الإلكترونات فجأة عند الاصطدام، يتم
+
+77
+00:06:12,030 --> 00:06:16,470
+تحويل بعض الطاقة الحركية إلى طاقة كهرومغناطيسية،
+
+78
+00:06:16,470 --> 00:06:23,320
+وبالتالي، وبالتالي طبعا الطاقة الكهرومغناطيسية اللي
+
+79
+00:06:23,320 --> 00:06:28,680
+النتجة هي زي أشعة X، تم تحويل أقل من 1% من الطاقة
+
+80
+00:06:28,680 --> 00:06:34,320
+المزودة إلى إشعاع X-ray، خلال هذه العملية، تم تحويل
+
+81
+00:06:34,320 --> 00:06:39,980
+الباقي إلى طاقة حرارية، طبعا هذه هي اللي هي
+
+82
+00:06:41,760 --> 00:06:47,220
+هذا هو الجهاز، أو أنبوبة، طبعا أنبوبة أشعة الكاثود،
+
+83
+00:06:47,220 --> 00:06:51,760
+هنا في عندنا filament، اللي هي فتيلة، يتم تسخينها
+
+84
+00:06:51,760 --> 00:06:55,120
+عن طريق فرق جهد، موصول بالأنبوبة، بتروح من 50 إلى
+
+85
+00:06:55,120 --> 00:06:59,080
+100 كيلوفولت، عندما تسخن هذه الفتيلة، تنطلق منها
+
+86
+00:06:59,080 --> 00:07:03,390
+نوع من الإلكترونات أو فوتونات، هذه
+
+87
+00:07:03,390 --> 00:07:07,770
+الإلكترونات تصطدم في هذا target، مصنوع من مادة اللي
+
+88
+00:07:07,770 --> 00:07:12,250
+هي tungsten أو كبر، وعندما تصطدم فيها طبعا بتغير
+
+89
+00:07:12,250 --> 00:07:16,610
+في، بتعطي الإلكترونات اللي حولها النواة
+
+90
+00:07:16,610 --> 00:07:21,710
+بتعطيها نوع من الطاقة، فتنطلق الإلكترونات من مدارها
+
+91
+00:07:21,710 --> 00:07:27,730
+على شكل إشعاع يسمى اللي هو الـ X-ray، الـ X-rays are
+
+92
+00:07:27,730 --> 00:07:33,370
+produced by، طبعا هذا ينتج من قصف أو قذف
+
+93
+00:07:33,370 --> 00:07:38,950
+هذا المعدن أو هذا الهدف بواسطة
+
+94
+00:07:38,950 --> 00:07:42,350
+إلكترونات ذات طاقة عالية، تروح من خمسين إلى
+
+95
+00:07:42,350 --> 00:07:49,360
+مائة كيلو إلكترون فولت، الـ X-ray or much less commonly X
+
+96
+00:07:49,360 --> 00:07:53,380
+-ray radiation، الأشعة الصينية أو الأشعة، اللي طبعا
+
+97
+00:07:53,380 --> 00:07:57,440
+إشعاع اللي هو الصيني أو الأشعة الصينية is
+
+98
+00:07:57,440 --> 00:07:59,900
+penetrated from high-energy electron radiation
+
+99
+00:07:59,900 --> 00:08:03,940
+Most X-rays have wavelengths ranging from 10
+
+100
+00:08:03,940 --> 00:08:08,080
+picometers to 10 nanometers، طبعا هي عبارة عن شكل
+
+101
+00:08:08,080 --> 00:08:11,830
+مخترق من إشعاع كهرومغناطيسي عالي الطاقة، معظم
+
+102
+00:08:11,830 --> 00:08:15,110
+الأشعة الكهرومغناطيسية هذه أو الأشعة، أفضل الأشعة
+
+103
+00:08:15,110 --> 00:08:19,510
+الصينية، لها طول موجي يتراوح من 10 بيكومتر إلى 10
+
+104
+00:08:19,510 --> 00:08:25,430
+نانومتر، وهو ما يقابل الترددات في نطاق اللي هو 30 بيتا
+
+105
+00:08:25,430 --> 00:08:30,330
+هيرتز إلى 30 إكساهيرتز، أما الهيرتز هي وحدة التردد
+
+106
+00:08:30,330 --> 00:08:35,820
+والمتر هي وحدة طول الموجة، الطاقات في النطاق من ..
+
+107
+00:08:35,820 --> 00:08:41,920
+الطاقات طبعا من  الـ... اللي هي تقريبا من 105
+
+108
+00:08:41,920 --> 00:08:44,360
+و40 فولت إلى 120 كيلوفولت، أطوال
+
+109
+00:08:44,360 --> 00:08:50,220
+موجات الأشعة الصينية أقصر من تلك الخاصة بالأشعة
+
+110
+00:08:50,220 --> 00:08:52,660
+فوق البنفسجية، وأقل من تلك الخاصة بأشعة
+
+111
+00:08:52,660 --> 00:08:56,390
+جاما، يعني الـ energy in the range، الطاقة
+
+112
+00:08:56,390 --> 00:09:00,150
+بتاعة الأشعة اللي هي الأشعة الصينية تتراوح من 100
+
+113
+00:09:00,150 --> 00:09:03,850
+إلكترون فولت إلى 124 كيلو إلكترون فولت،  طبعا X هي طول
+
+114
+00:09:03,850 --> 00:09:09,650
+الموجي لأشعة X قصير، ترددها عالي، طولها الموجي قصير
+
+115
+00:09:09,650 --> 00:09:14,950
+مقارنةً بـ ultraviolet،  ويبقى بعدين
+
+116
+00:09:14,950 --> 00:09:20,080
+longer than the dose of gamma rays، طبعًا بيكون
+
+117
+00:09:20,080 --> 00:09:25,760
+بالنسبة للطول الموجي، أطول من الـ Gamma-Rays،
+
+118
+00:09:25,760 --> 00:09:29,240
+ترددها أقل من تردد الـ Gamma-Rays، طبعا في علاقة
+
+119
+00:09:29,240 --> 00:09:35,700
+عكسية بين التردد وطول الموجة، طبعا هي كفكرة أنه في
+
+120
+00:09:35,700 --> 00:09:39,340
+عندي هنا نواة،  في عندي هنا الإلكترون الساقط،
+
+121
+00:09:39,340 --> 00:09:43,640
+الالكترون الساقط على المعدن، المعدن هو
+
+122
+00:09:43,640 --> 00:09:46,700
+عبارة عن ذرة من هذا المعدن سواء كان كبر أو تانغستن،
+
+123
+00:09:47,180 --> 00:09:50,580
+الـ Incident Electron يعطي طاقة لهذا الإلكترون،
+
+124
+00:09:50,580 --> 00:09:54,420
+طبعا أعطاه طاقة معينة، هذا الإلكترون بيصير له
+
+125
+00:09:54,420 --> 00:09:59,620
+حاجتين، يا إما بيصير ejected بهذا الاتجاه، أو بيسمّى
+
+126
+00:09:59,620 --> 00:10:02,700
+scattered، اللي هو انحراف عن مساره، فبتكون هذه
+
+127
+00:10:02,700 --> 00:10:07,160
+المنطقة تبقى فارغة، فينطلق الإلكترون من المدار
+
+128
+00:10:07,160 --> 00:10:14,470
+هذا، من المدار إلى المدار K، وبالتالي عند انطلاق
+
+129
+00:10:14,470 --> 00:10:18,370
+الإلكترون من مدار أعلى إلى مدار أقل، تنطلق منه هذه
+
+130
+00:10:18,370 --> 00:10:24,340
+اللي هي الأشعة أو الأشعة الصينية أو أشعة X، زي ما احنا
+
+131
+00:10:24,340 --> 00:10:27,440
+شايفين، الـ incident electron، الإلكترون الساقط
+
+132
+00:10:27,440 --> 00:10:31,440
+على النواة، بتنطلق، يا إما highest energy، طاقة عالية
+
+133
+00:10:31,440 --> 00:10:35,680
+إذا كان اصطدم في النواة، أو بيصير أنه medium energy،
+
+134
+00:10:35,680 --> 00:10:39,140
+إذا كان انطلق بهذا المسار، طبعا هذا المسار هي حركة
+
+135
+00:10:39,140 --> 00:10:43,780
+بخط واحد، motion one dimension، هنا المسار حركة بيصير
+
+136
+00:10:43,780 --> 00:10:47,620
+عنده انحراف، الانحراف بيكون two dimensions، أو إذا
+
+137
+00:10:47,620 --> 00:10:50,860
+كان عنده lowest energy، انحرف بهذا المسار
+
+138
+00:10:54,590 --> 00:11:00,010
+بالنسبة للـ Soft and Hard X-ray، طبعا عبارة عن تسمية
+
+139
+00:11:00,010 --> 00:11:05,810
+أشعة سينية ناعمة أو صلبة، ما هو الفرق بينهما؟ الـ X
+
+140
+00:11:05,810 --> 00:11:09,390
+-ray with high photon energy، يعني تسمى الأشعة السينية
+
+141
+00:11:09,390 --> 00:11:14,770
+التي لها طاقة عالية، تتراوح بين أعلى من 5 إلى 10
+
+142
+00:11:14,770 --> 00:11:21,330
+كيلو إلكترون فولت، هذه أقل من 0.2 إلى 0.1 نانومتر، و
+
+143
+00:11:21,330 --> 00:11:25,540
+بالنسبة للـ wavelength، نسميها الـ hard x-ray، الأشعة
+
+144
+00:11:25,540 --> 00:11:29,120
+السينية الصلبة، طول الموجة يتراوح من 0.2 إلى
+
+145
+00:11:29,120 --> 00:11:35,480
+0.1، يطلق عليها الأشعة الصلبة، بينما التي طاقتها أقل
+
+146
+00:11:35,480 --> 00:11:40,760
+من ذلك أو طول موجتها طويل، ترددها منخفض، are
+
+147
+00:11:40,760 --> 00:11:46,000
+called soft x-ray، المدى المتوسط غالبًا ما
+
+148
+00:11:46,000 --> 00:11:48,700
+يُشار إليه بالمدى المتوسط، طبعا زي ما احنا شايفين
+
+149
+00:11:48,700 --> 00:11:55,040
+المدى المتوسط لطاقة الفوتون يصل إلى كيلو
+
+150
+00:11:55,040 --> 00:11:58,460
+إلكترون فولت أو أكثر، يعني several kilo electron
+
+151
+00:11:58,460 --> 00:12:03,080
+volt، is often referred to as a tender x-ray، طبعا
+
+152
+00:12:03,080 --> 00:12:09,880
+هذه هي الأشعة التي يُشار إليها بالمدى المتوسط، مع
+
+153
+00:12:09,880 --> 00:12:13,440
+طاقات فوتون تصل إلى عدة كيلو إلكترون فولت، تسمى
+
+154
+00:12:13,440 --> 00:12:17,340
+باسم الأشعة السينية الرقيقة، نظرًا لقدرتها على
+
+155
+00:12:17,340 --> 00:12:20,920
+الاختراق، بسبب their penetration، يعني الاختراق
+
+156
+00:12:20,920 --> 00:12:24,560
+ability، قدرتها على الاختراق، الـ hard x-ray، أشعة
+
+157
+00:12:24,560 --> 00:12:30,200
+السينية الصلبة، طبعا واسعة الاستخدام وهي تستخدم
+
+158
+00:12:30,200 --> 00:12:34,520
+أيضا لتصوير الأشعة من الداخل، يعني على سبيل المثال
+
+159
+00:12:34,520 --> 00:12:38,860
+في التصوير الطبي، أو بالنسبة لأمن المطارات، security
+
+160
+00:12:38,860 --> 00:12:45,160
+of airports، أو تستخدم مصطلح الأشعة الصينية مجازًا
+
+161
+00:12:45,160 --> 00:12:50,440
+للإشارة إلى صورة شعاعية تم إنتاجها، radiographic
+
+162
+00:12:50,440 --> 00:12:54,100
+image produced using this method، بالإضافة إلى
+
+163
+00:12:54,100 --> 00:12:58,600
+الطريقة نفسها، لأن الأطوال الموجية للأشعة الصينية
+
+164
+00:12:58,600 --> 00:13:03,680
+الصلبة تشبه حجم الذرات، فهي مفيدة جدًا في تحديد
+
+165
+00:13:03,680 --> 00:13:09,160
+الهياكل البلورية، crystal structures by X-ray
+
+166
+00:13:09,160 --> 00:13:10,220
+crystallography
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..7df4837dacb6ba534b387b9d80eb8b2f629aae65
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_postprocess.srt
@@ -0,0 +1,664 @@
+1
+00:00:01,280 --> 00:00:07,020
+بسم الله الرحمن الرحيم سندرس بعض التطبيقات الطبية
+
+2
+00:00:07,020 --> 00:00:12,040
+الخاصة بالحركة في بعدين هذه هي التطبيقات عن ال ..
+
+3
+00:00:12,040 --> 00:00:17,700
+اللي هي أشعة x أو x-ray أو الأشعة الصينية الأشعة
+
+4
+00:00:17,700 --> 00:00:24,240
+الصينية أو الأشعة x هندرس تعريفها مصدرهاتفاعلاتها
+
+5
+00:00:24,240 --> 00:00:30,180
+و طبعا ال effects تأثيراتها و طفل طقط و طفل كهربا
+
+6
+00:00:30,180 --> 00:00:33,820
+مغناطيسي و اللي هي اضعاف او اضمحلة لإشعاع
+
+7
+00:00:33,820 --> 00:00:40,000
+radiation attenuation و بعض الخواصالأشعة الصينية و
+
+8
+00:00:40,000 --> 00:00:43,700
+أشعة X تم طبعا هي جزء من ال electromagnetic
+
+9
+00:00:43,700 --> 00:00:47,820
+spectrum هي جزء من الطائف الكهرومغناطيسي الطائف
+
+10
+00:00:47,820 --> 00:00:52,340
+الكهرومغناطيسي بتكون من طبعا أطياف مختلفة تبدأ من
+
+11
+00:00:52,340 --> 00:00:55,400
+ال radio waves microwave infrared visible light
+
+12
+00:00:55,400 --> 00:01:00,180
+اللي هو الضوء المرئي وال ultraviolet x-ray جمعي
+
+13
+00:01:00,180 --> 00:01:04,020
+احنا هندرس اللي هي ال x-ray في هذه المنطقة طبعا
+
+14
+00:01:04,020 --> 00:01:08,560
+إلها طول موجي معين وإلها تردد معين
+
+15
+00:01:14,750 --> 00:01:19,570
+ال X-ray أو أشعة الصينية طبعا تم اكتشافها من قبل
+
+16
+00:01:19,570 --> 00:01:26,810
+الفيزياء german physics william roentgen X-ray
+
+17
+00:01:26,810 --> 00:01:34,810
+طبعا تم إنتاجها عن طريق قصف هدف معدني هدف المعدني
+
+18
+00:01:34,810 --> 00:01:38,870
+من الكبر اللي هو النحاس أو الـtangestin with
+
+19
+00:01:38,870 --> 00:01:43,890
+energized electron having energy بإلكترونات نشيطة
+
+20
+00:01:43,980 --> 00:01:48,540
+ده الطاقة مقتطرة هو اعتقدها من خمسين لمية كيلو
+
+21
+00:01:48,540 --> 00:01:55,100
+electron a volt الأشعة السينية هذه أو أشعة X شديدة
+
+22
+00:01:55,100 --> 00:01:59,360
+الاختراق بين ال three type of radiation لسبل الطفل
+
+23
+00:01:59,360 --> 00:02:03,440
+الكهرومغناطيسي تعتبر شديدة الاختراق للأسامThe
+
+24
+00:02:03,440 --> 00:02:06,480
+minimum continuous اللي يكون مستقلا عن التركيب
+
+25
+00:02:06,480 --> 00:02:09,380
+independent The minimum continuous X-ray
+
+26
+00:02:09,380 --> 00:02:16,260
+wavelength لمضة اللي هي لمضة لمضة minimum اللي هي
+
+27
+00:02:16,260 --> 00:02:23,000
+أقل طول موجيأقل طول موجي هذا تم العثور عليه كحد
+
+28
+00:02:23,000 --> 00:02:28,280
+أدنى كحد أدنى من الطول الموجي لل X-Ray هذا الطول
+
+29
+00:02:28,280 --> 00:02:34,520
+الموجي ليكن مستقلا عن التركيبة المستهدفة في طبعا
+
+30
+00:02:34,520 --> 00:02:40,800
+المستهدفة تعتمد على جهد اللي هي ال voltage لل tube
+
+31
+00:02:40,800 --> 00:02:44,140
+جهد ال tube depends on only in the tube voltage
+
+32
+00:02:44,140 --> 00:02:48,180
+depends only on the tube of the voltageهذا اللي هو
+
+33
+00:02:48,180 --> 00:02:52,600
+الـ Minimum Continuous X-Ray Wavelength is
+
+34
+00:02:52,600 --> 00:02:56,040
+independently يعتمد على الـ Target Composition
+
+35
+00:02:56,040 --> 00:02:59,660
+ماتعتمدش على التركيب اللي هي الهدف تبعنا ولكن
+
+36
+00:02:59,660 --> 00:03:05,850
+يعتمد على ال voltage أو جهود الأنبوبةhow to
+
+37
+00:03:05,850 --> 00:03:10,890
+medical x-ray work كيف بتشتغل ال x-ray أو شعر x
+
+38
+00:03:10,890 --> 00:03:17,030
+طبيا طبعا to create radiograph عشان أنا أنشأ صورة
+
+39
+00:03:17,030 --> 00:03:20,190
+بالأشعة يتم وضع ال patient اللي هو المريض is
+
+40
+00:03:20,190 --> 00:03:23,270
+positioned so that part of the body being imaged
+
+41
+00:03:23,270 --> 00:03:26,850
+is located between an x-ray sources and an x-ray
+
+42
+00:03:26,850 --> 00:03:32,880
+detector طبعا يتم وضع الجسم المريضبحيث يقع جزء
+
+43
+00:03:32,880 --> 00:03:37,460
+الجسم اللذي يتم تصويره بين مصدر الأشعة الصينية و
+
+44
+00:03:37,460 --> 00:03:41,560
+الكاشف اللي هو الأشعة بيسموه detectors when and
+
+45
+00:03:41,560 --> 00:03:47,020
+machine لما احنا نشغل اللي هي شغل آلة الأشعة
+
+46
+00:03:47,020 --> 00:03:51,120
+الصينية أو ال X-ray is turned on شغلناهاX-ray
+
+47
+00:03:51,120 --> 00:03:54,300
+travel through the body and absorbed in different
+
+48
+00:03:54,300 --> 00:03:58,560
+amount by different tissue طبعا لما أشغل الجهاز
+
+49
+00:03:58,560 --> 00:04:04,740
+تنطلق أشعة X إلى جسم الإنسان ممكن جزء من هذا الجسم
+
+50
+00:04:04,740 --> 00:04:08,980
+أو هذا ال tissue هذي تنطص هذا الإشعاع بتعتمد على
+
+51
+00:04:08,980 --> 00:04:14,620
+ال radiological density تعتمد على طبعا الكثافة
+
+52
+00:04:14,620 --> 00:04:18,900
+الإشعاعية للأنسجة التي تمر من خلالهاهذه بصفة عامة
+
+53
+00:04:18,900 --> 00:04:22,940
+لكن كيف تنتج هذه الأشعة الـ Radiological Densities
+
+54
+00:04:22,940 --> 00:04:26,220
+يتم
+
+55
+00:04:26,220 --> 00:04:31,720
+تحديد هذه الأشعة للكثافة الإشعاعية من خلال كل من
+
+56
+00:04:31,720 --> 00:04:35,580
+الكثافة و ال atomic number اللي هو العدد الذري أو
+
+57
+00:04:35,580 --> 00:04:39,100
+عدد البروتونات في نواة الذرع للمادة التي يتم
+
+58
+00:04:39,100 --> 00:04:44,280
+تصويرها على سبيل المثال for example يعني على سبيل
+
+59
+00:04:44,280 --> 00:04:48,360
+المثال العظامبتحتوي على كالسيوم، العظام بتحتوي على
+
+60
+00:04:48,360 --> 00:04:53,340
+كالسيوم الذي يحتوي على عدد طبعا ذره أعلى من معظم
+
+61
+00:04:53,340 --> 00:04:58,560
+الأنسجة الأخرى بسبب هذه الخاصية لأ العظام فالعظام
+
+62
+00:04:58,560 --> 00:05:02,720
+بتمطص اللي هي الأشعة السينية بسهولة because of
+
+63
+00:05:02,720 --> 00:05:06,540
+this property bones rapidly absorb تمطص ال X-ray
+
+64
+00:05:06,540 --> 00:05:10,020
+and therefore produced high contrast on the X-ray
+
+65
+00:05:10,020 --> 00:05:15,850
+detectors وبالتالييتنتج تباين عالي في كاشف الأشعار
+
+66
+00:05:15,850 --> 00:05:20,170
+الصينية اللي هي detectors بيكون أكثر بياضا appear
+
+67
+00:05:20,170 --> 00:05:26,030
+whiter than other tissue against بالنسبة لخلفية
+
+68
+00:05:26,030 --> 00:05:33,680
+السوداء الموجودة بالنسبة ل X-ray are producedطبعا
+
+69
+00:05:33,680 --> 00:05:38,040
+x-ray بتنتج يتم إنتاجها عندما طبعا كيف طريقة
+
+70
+00:05:38,040 --> 00:05:43,660
+إنتاجها عندما تصطدم الإلكترونات التي تتحرك طبعا
+
+71
+00:05:43,660 --> 00:05:48,180
+بسرعة و التي يتم تسريحها خلال potential difference
+
+72
+00:05:48,180 --> 00:05:53,510
+خلال فرق جهد تروح من واحد kilo voltالى 1 ميجا فولت
+
+73
+00:05:53,510 --> 00:05:59,210
+تصطدم فيه هدف معين من المعدن الالكترون from a hot
+
+74
+00:05:59,210 --> 00:06:02,870
+element يتم
+
+75
+00:06:02,870 --> 00:06:07,550
+تسريع الالكترونات من عنصر ساخن على الانود المستهدف
+
+76
+00:06:07,550 --> 00:06:12,030
+عندما تتباطى الالكترونات فجأة عند الاستضام يتم
+
+77
+00:06:12,030 --> 00:06:16,470
+تحويل بعض الطاقة الحركية إلى طاقة كهرومغناطسية
+
+78
+00:06:16,470 --> 00:06:23,320
+وبالتاليوبالتالي طبعا الطاقة الكهرمغزية اللي
+
+79
+00:06:23,320 --> 00:06:28,680
+النتجات هي زي أشعة X تم تحويل أقل من 1% من الطاقة
+
+80
+00:06:28,680 --> 00:06:34,320
+المزودة إلى إشعاء X-ray خلال هذه الأملية تم تحويل
+
+81
+00:06:34,320 --> 00:06:39,980
+الباقي إلى اللي هي طاقة داخلية طبعا هذه هي اللي هي
+
+82
+00:06:41,760 --> 00:06:47,220
+هذه هو الجهاز أو أنبوبة طبعا أنبوبة أشعة الكاثود
+
+83
+00:06:47,220 --> 00:06:51,760
+هنا في عندنا filament اللي هي فتيلة بتتم تسخينها
+
+84
+00:06:51,760 --> 00:06:55,120
+عن طريق فرق جهد الموصل بالأنبوبة بتروح من ع 50 ل
+
+85
+00:06:55,120 --> 00:06:59,080
+100 كيلو فولت عندما تسخن هذه الفتيلة تنطلق منها
+
+86
+00:06:59,080 --> 00:07:03,390
+نوع من اللي هي الألكترونات أو فوتوناتهذه
+
+87
+00:07:03,390 --> 00:07:07,770
+الإلكترونات تصطدم في هذا target مصنوع من مادة اللي
+
+88
+00:07:07,770 --> 00:07:12,250
+هي tungsten أو كبر و عندما تصطدم فيها طبعا بتغير
+
+89
+00:07:12,250 --> 00:07:16,610
+في اللي هي بتعطي الإلكترونات اللي حولها النواء
+
+90
+00:07:16,610 --> 00:07:21,710
+بتعطيها نوع من الطاقة فتنطلق الإلكترونات من مدارها
+
+91
+00:07:21,710 --> 00:07:27,730
+على شكل إشعاع يسمى اللي هو ال X-rayالـ X-rays are
+
+92
+00:07:27,730 --> 00:07:33,370
+produced by طبعا هذا التنتج من اللي هو قصف أو قذف
+
+93
+00:07:33,370 --> 00:07:38,950
+هذا الـ metal أو هذا اللوح أو الهدف بواسطة
+
+94
+00:07:38,950 --> 00:07:42,350
+إلكترونات اللي لها طاقة عالية تروح من خمسين إلى
+
+95
+00:07:42,350 --> 00:07:49,360
+مائة كيلو إلكترونالـ X-ray or much less commonly X
+
+96
+00:07:49,360 --> 00:07:53,380
+-ray radiation الأشعة الصينية أو الأشعة اللي طبعا
+
+97
+00:07:53,380 --> 00:07:57,440
+إشعاع اللي هو الصيني أو الأشعة الصينية is
+
+98
+00:07:57,440 --> 00:07:59,900
+penetrated from a high energy electron radiation
+
+99
+00:07:59,900 --> 00:08:03,940
+most X-ray have wavelength ranging from 10
+
+100
+00:08:03,940 --> 00:08:08,080
+picometer to 10 nanometers طبعا هي عبارة عن شكل
+
+101
+00:08:08,080 --> 00:08:11,830
+مخترق من إشعار كهرومغناطيسي عالي الطاقةمعظم
+
+102
+00:08:11,830 --> 00:08:15,110
+الأشعار الكهرومغناطية هذه أو الأشعار أفضل أشعار
+
+103
+00:08:15,110 --> 00:08:19,510
+الصينية لها طول موجي تروح من 10 بيكو متر إلى 10
+
+104
+00:08:19,510 --> 00:08:25,430
+نانو وهو ما يقابل الترددات في أنطاق اللي هو 30 بتا
+
+105
+00:08:25,430 --> 00:08:30,330
+هيرتز ل 30 إكزا هيرتز اما الهيرتز هي واحدة التردد
+
+106
+00:08:30,330 --> 00:08:35,820
+والمتر هو واحدة طول الموجيالطاقات في النطاق من ..
+
+107
+00:08:35,820 --> 00:08:41,920
+الطاقات طبعا من ال .. اللي هي تقريبا من مية و خمسة
+
+108
+00:08:41,920 --> 00:08:44,360
+و أربعين volt إلى مية و أربع عشرين kilo volt أطول
+
+109
+00:08:44,360 --> 00:08:50,220
+موجات الأشعع الصينية أقصر من تلك اللي هي الخاصية
+
+110
+00:08:50,220 --> 00:08:52,660
+فوق الأشعع البنفسيجي وأقل من تلك الخاصية بأشعة
+
+111
+00:08:52,660 --> 00:08:56,390
+جامعةيعني ال energy in the range ال energy الطاقة
+
+112
+00:08:56,390 --> 00:09:00,150
+بتاعة الأشعة اللي هي أشعة الصينية تتروح من 145
+
+113
+00:09:00,150 --> 00:09:03,850
+electron volt ل 124 electron volt طبعا X هي طول
+
+114
+00:09:03,850 --> 00:09:09,650
+الموجي لأشعة X قصير ترددها عالي طولها الموجي قصير
+
+115
+00:09:09,650 --> 00:09:14,950
+قصير بالنسبة ل ال ultraviolet and يبقوا بعدين
+
+116
+00:09:14,950 --> 00:09:20,080
+longer than the dose of the gamma raysطبعاً بيكون
+
+117
+00:09:20,080 --> 00:09:25,760
+بالنسبة لأ الطول الموجي طويل أطول من الـGamma-Rays
+
+118
+00:09:25,760 --> 00:09:29,240
+ترددها أقل من تردد الـGamma-Rays طبعاً في علاقة
+
+119
+00:09:29,240 --> 00:09:35,700
+عكسية بين التردد وطول الموجي طبعا هي كفكرة أنه في
+
+120
+00:09:35,700 --> 00:09:39,340
+عندي هنا نوان نيكولاس في عندي هنا الإلكترون الساقط
+
+121
+00:09:39,340 --> 00:09:43,640
+يطلق الإلكترون الساقط على الـMetal الـMetal هو
+
+122
+00:09:43,640 --> 00:09:46,700
+عبارة عن ذرّة هذا المعدن سواء كان كبر أو تانجستن
+
+123
+00:09:47,180 --> 00:09:50,580
+الـ Incident Electron بيعطي طاقة لهذا الـ Electron
+
+124
+00:09:50,580 --> 00:09:54,420
+طبعا أعطاه طاقة معينة هذا الـ Electron بيصير له
+
+125
+00:09:54,420 --> 00:09:59,620
+حاجتين يا إما بيصير ejected بهذا الاتجاه أو بيسميه
+
+126
+00:09:59,620 --> 00:10:02,700
+scattered اللي هو انحراف عن مساره فبتكون هذه
+
+127
+00:10:02,700 --> 00:10:07,160
+المنطقة تبقى فارغة فينطلق ال Electron من المدار
+
+128
+00:10:07,160 --> 00:10:14,470
+هذا المطار المدار إلى المدار K وبالتاليعند انطلاق
+
+129
+00:10:14,470 --> 00:10:18,370
+الإلكترون من مدار أعلى إلى مدار أقل تنطلق منه هذه
+
+130
+00:10:18,370 --> 00:10:24,340
+اللي هي الأشعة أو أشعة الصينية أو أشعة Xزي ما احنا
+
+131
+00:10:24,340 --> 00:10:27,440
+شايفين الـ incident electron الـ electron الصاقط
+
+132
+00:10:27,440 --> 00:10:31,440
+على النواة بتنطلق يا اما highest energy طقه عالية
+
+133
+00:10:31,440 --> 00:10:35,680
+اذا كان صدم في النواة او بيصير انه medium energy
+
+134
+00:10:35,680 --> 00:10:39,140
+اذا كان انطلق بهذا المسار طبعا هذا المسار هي حركة
+
+135
+00:10:39,140 --> 00:10:43,780
+بخط motion one dimension هنا المسار حركة بيصير
+
+136
+00:10:43,780 --> 00:10:47,620
+عنده انحراف الانحراف بيكون two dimensions او اذا
+
+137
+00:10:47,620 --> 00:10:50,860
+كان عنده lowest energy انحرف بهذا المسار
+
+138
+00:10:54,590 --> 00:11:00,010
+بالنسبة للـ Soft and Hard X-ray طبعا عبارة عن تسمى
+
+139
+00:11:00,010 --> 00:11:05,810
+أشعة سينية ناعمة أو صلبة ما هو الفرق بينها الـ X
+
+140
+00:11:05,810 --> 00:11:09,390
+-ray with high profoton يعني تسمى الأشعة السينية
+
+141
+00:11:09,390 --> 00:11:14,770
+اللي إلها طاقة عالية تتروح بين أعلى من 5 ل 10
+
+142
+00:11:14,770 --> 00:11:21,330
+electron volt هذه أقل من 0.2 ل 0.1 nanometer و
+
+143
+00:11:21,330 --> 00:11:25,540
+بالنسبة لل wavelengthبنسميها ال hard x-ray الأشعة
+
+144
+00:11:25,540 --> 00:11:29,120
+السينية الصلبة طول الموج بتروح من point 2 إلى
+
+145
+00:11:29,120 --> 00:11:35,480
+point 1 بيسمى الأشعة الصلبة بينما اللي طاقتها أقل
+
+146
+00:11:35,480 --> 00:11:40,760
+من ذلك أو طولها الموج عالي طويل تردودها عالي are
+
+147
+00:11:40,760 --> 00:11:46,000
+called soft x-rayالـ intermediate range غالبا ما
+
+148
+00:11:46,000 --> 00:11:48,700
+يشار إلى المدق المتوسط طبعا زي ما احنا شايفين
+
+149
+00:11:48,700 --> 00:11:55,040
+المدق المتوسط لطاقة الفوتون تصل إلى الـ kilo
+
+150
+00:11:55,040 --> 00:11:58,460
+electron volt او اكتر يعني several kilo electron
+
+151
+00:11:58,460 --> 00:12:03,080
+volt is often referred to as a tender x-ray طبعا
+
+152
+00:12:03,080 --> 00:12:09,880
+هذه اللي هيالشعة التي تويشار إلى المدى المتوسط مع
+
+153
+00:12:09,880 --> 00:12:13,440
+طاقات الفوتون تصل إلى عدة كيلو electron roll تسمى
+
+154
+00:12:13,440 --> 00:12:17,340
+اسم الأشعة السينية الرقيقة نظرا لقدرتها على
+
+155
+00:12:17,340 --> 00:12:20,920
+الاختراق بسبب their penetrate يعني الاختراق
+
+156
+00:12:20,920 --> 00:12:24,560
+ability قدرتها على الاختراق ال hard x-ray أشعة
+
+157
+00:12:24,560 --> 00:12:30,200
+السينية الصلبة طبعا واسعة الاستخدام وهي تستخدم
+
+158
+00:12:30,200 --> 00:12:34,520
+أيضا لتصوير الأشعة من الداخليعني على سبيل المثال
+
+159
+00:12:34,520 --> 00:12:38,860
+في التصوير الطبي أو بالنسبة لأمن المطارات security
+
+160
+00:12:38,860 --> 00:12:45,160
+of airport أو تستخدم مصطلح الأشعع الصينية مجازا
+
+161
+00:12:45,160 --> 00:12:50,440
+للإشارة إلى صورة شععية تم إنتاجها radiographic
+
+162
+00:12:50,440 --> 00:12:54,100
+image produced using this methodبالاضافة إلى
+
+163
+00:12:54,100 --> 00:12:58,600
+الطريقة نفسها لإن الأطوال الموجية للأشعة الصينية
+
+164
+00:12:58,600 --> 00:13:03,680
+الصلبة تشبه حجم الذرات فهي مفيدة جدا في تحديد
+
+165
+00:13:03,680 --> 00:13:09,160
+الهياكل البلورية crystal structures by X-ray
+
+166
+00:13:09,160 --> 00:13:10,220
+crystallography
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..d2b2e615a9a08508957dd298a9af78ad6a866582
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_raw.json
@@ -0,0 +1 @@
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"text": "بالنسبة للـ Soft and Hard X-ray طبعا عبارة عن تسمى أشعة سينية ناعمة أو صلبة ما هو الفرق بينها الـ X-ray with high profoton يعني تسمى الأشعة السينية اللي إلها طاقة عالية تتروح بين أعلى من 5 ل 10 electron volt هذه أقل من 0.2 ل 0.1 nanometer و بالنسبة لل wavelength", "tokens": [3555, 6027, 1863, 35457, 3660, 24976, 39184, 16985, 293, 11817, 1783, 12, 3458, 23032, 3555, 3615, 995, 6225, 3555, 9640, 3660, 18871, 6055, 38251, 7578, 5551, 8592, 27884, 8608, 9957, 10632, 8717, 995, 25957, 3660, 34051, 20328, 46152, 3660, 19446, 31439, 27188, 2288, 4587, 49374, 11296, 2423, 39184, 1783, 12, 3458, 365, 1090, 1740, 27794, 37495, 22653, 6055, 38251, 7578, 16247, 8592, 27884, 21136, 9957, 10632, 13672, 1829, 11933, 1211, 11296, 23032, 995, 28671, 6225, 6027, 10632, 6055, 2655, 32887, 5016, 49374, 5551, 3615, 23942, 9154, 1025, 5296, 1266, 6084, 5962, 29538, 5551, 4587, 1211, 9154, 1958, 13, 17, 5296, 1958, 13, 16, 14067, 13606, 4032, 20666, 1863, 35457, 3660, 24976, 22907], "avg_logprob": 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often referred to as a tender x-ray طبعا هذه اللي هي", "tokens": [6027, 39184, 19376, 3613, 32771, 6027, 3555, 995, 19446, 7251, 8592, 9640, 30731, 9673, 3215, 4587, 9673, 2655, 41779, 9566, 23032, 3555, 3615, 995, 30767, 1829, 19446, 1975, 5016, 8315, 13412, 995, 33911, 9957, 9673, 3215, 4587, 9673, 2655, 41779, 9566, 5296, 9566, 995, 28671, 27188, 35473, 11536, 6055, 36520, 30731, 2423, 39184, 21112, 6084, 5962, 1975, 2407, 1975, 4117, 2655, 2288, 37495, 22653, 2940, 21112, 6084, 5962, 307, 2049, 10839, 281, 382, 257, 15036, 2031, 12, 3458, 23032, 3555, 3615, 995, 29538, 13672, 1829, 39896], "avg_logprob": -0.17780172790604076, "compression_ratio": 1.5952380952380953, "no_speech_prob": 3.159046173095703e-06, "words": [{"start": 703.72, "end": 704.42, "word": "الـ", "probability": 0.715087890625}, {"start": 704.42, "end": 704.86, "word": " intermediate", "probability": 0.6796875}, {"start": 704.86, "end": 705.42, "word": " range", "probability": 0.9013671875}, {"start": 705.42, "end": 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"word": " طبعا", "probability": 0.9046630859375}, {"start": 746.92, "end": 747.4, "word": " واسعة", "probability": 0.9755859375}, {"start": 747.4, "end": 748.26, "word": " الاستخدام", "probability": 0.9017578125}, {"start": 748.26, "end": 749.74, "word": " وهي", "probability": 0.867431640625}, {"start": 749.74, "end": 750.2, "word": " تستخدم", "probability": 0.986083984375}, {"start": 750.2, "end": 750.5, "word": " أيضا", "probability": 0.9075520833333334}, {"start": 750.5, "end": 750.94, "word": " لتصوير", "probability": 0.9533203125}, {"start": 750.94, "end": 751.32, "word": " الأشعة", "probability": 0.8458658854166666}, {"start": 751.32, "end": 751.44, "word": " من", "probability": 0.99072265625}, {"start": 751.44, "end": 752.0, "word": " الداخل", "probability": 0.9947916666666666}], "temperature": 1.0}, {"id": 33, "seek": 77288, "start": 752.3, "end": 772.88, "text": "يعني على سبيل المثال في التصوير الطبي أو بالنسبة لأمن المطارات security of airport أو تستخدم مصطلح الأشعع الصينية مجازا للإشارة إلى صورة شععية تم إنتاجها radiographic image produced using this method", "tokens": [40228, 22653, 15844, 8608, 21292, 1211, 9673, 12984, 6027, 8978, 16712, 9381, 2407, 13546, 41950, 21292, 34051, 20666, 1863, 35457, 3660, 5296, 10721, 27842, 9673, 9566, 9640, 9307, 3825, 295, 10155, 34051, 6055, 14851, 9778, 40448, 3714, 9381, 9566, 1211, 5016, 16247, 8592, 3615, 3615, 31767, 9957, 10632, 3714, 7435, 31377, 995, 24976, 28814, 8592, 9640, 3660, 30731, 20328, 13063, 3660, 13412, 3615, 3615, 10632, 46811, 11933, 29399, 26108, 11296, 16335, 12295, 3256, 7126, 1228, 341, 3170], "avg_logprob": -0.1081730788334822, "compression_ratio": 1.4553990610328638, "no_speech_prob": 1.806020736694336e-05, "words": [{"start": 752.3, "end": 752.8, "word": "يعني", "probability": 0.9443359375}, {"start": 752.8, "end": 753.7, "word": " على", "probability": 0.9033203125}, {"start": 753.7, "end": 754.04, "word": " سبيل", "probability": 0.9835611979166666}, {"start": 754.04, "end": 754.52, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..7df4837dacb6ba534b387b9d80eb8b2f629aae65
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/FPXAKVT-BDc_raw.srt
@@ -0,0 +1,664 @@
+1
+00:00:01,280 --> 00:00:07,020
+بسم الله الرحمن الرحيم سندرس بعض التطبيقات الطبية
+
+2
+00:00:07,020 --> 00:00:12,040
+الخاصة بالحركة في بعدين هذه هي التطبيقات عن ال ..
+
+3
+00:00:12,040 --> 00:00:17,700
+اللي هي أشعة x أو x-ray أو الأشعة الصينية الأشعة
+
+4
+00:00:17,700 --> 00:00:24,240
+الصينية أو الأشعة x هندرس تعريفها مصدرهاتفاعلاتها
+
+5
+00:00:24,240 --> 00:00:30,180
+و طبعا ال effects تأثيراتها و طفل طقط و طفل كهربا
+
+6
+00:00:30,180 --> 00:00:33,820
+مغناطيسي و اللي هي اضعاف او اضمحلة لإشعاع
+
+7
+00:00:33,820 --> 00:00:40,000
+radiation attenuation و بعض الخواصالأشعة الصينية و
+
+8
+00:00:40,000 --> 00:00:43,700
+أشعة X تم طبعا هي جزء من ال electromagnetic
+
+9
+00:00:43,700 --> 00:00:47,820
+spectrum هي جزء من الطائف الكهرومغناطيسي الطائف
+
+10
+00:00:47,820 --> 00:00:52,340
+الكهرومغناطيسي بتكون من طبعا أطياف مختلفة تبدأ من
+
+11
+00:00:52,340 --> 00:00:55,400
+ال radio waves microwave infrared visible light
+
+12
+00:00:55,400 --> 00:01:00,180
+اللي هو الضوء المرئي وال ultraviolet x-ray جمعي
+
+13
+00:01:00,180 --> 00:01:04,020
+احنا هندرس اللي هي ال x-ray في هذه المنطقة طبعا
+
+14
+00:01:04,020 --> 00:01:08,560
+إلها طول موجي معين وإلها تردد معين
+
+15
+00:01:14,750 --> 00:01:19,570
+ال X-ray أو أشعة الصينية طبعا تم اكتشافها من قبل
+
+16
+00:01:19,570 --> 00:01:26,810
+الفيزياء german physics william roentgen X-ray
+
+17
+00:01:26,810 --> 00:01:34,810
+طبعا تم إنتاجها عن طريق قصف هدف معدني هدف المعدني
+
+18
+00:01:34,810 --> 00:01:38,870
+من الكبر اللي هو النحاس أو الـtangestin with
+
+19
+00:01:38,870 --> 00:01:43,890
+energized electron having energy بإلكترونات نشيطة
+
+20
+00:01:43,980 --> 00:01:48,540
+ده الطاقة مقتطرة هو اعتقدها من خمسين لمية كيلو
+
+21
+00:01:48,540 --> 00:01:55,100
+electron a volt الأشعة السينية هذه أو أشعة X شديدة
+
+22
+00:01:55,100 --> 00:01:59,360
+الاختراق بين ال three type of radiation لسبل الطفل
+
+23
+00:01:59,360 --> 00:02:03,440
+الكهرومغناطيسي تعتبر شديدة الاختراق للأسامThe
+
+24
+00:02:03,440 --> 00:02:06,480
+minimum continuous اللي يكون مستقلا عن التركيب
+
+25
+00:02:06,480 --> 00:02:09,380
+independent The minimum continuous X-ray
+
+26
+00:02:09,380 --> 00:02:16,260
+wavelength لمضة اللي هي لمضة لمضة minimum اللي هي
+
+27
+00:02:16,260 --> 00:02:23,000
+أقل طول موجيأقل طول موجي هذا تم العثور عليه كحد
+
+28
+00:02:23,000 --> 00:02:28,280
+أدنى كحد أدنى من الطول الموجي لل X-Ray هذا الطول
+
+29
+00:02:28,280 --> 00:02:34,520
+الموجي ليكن مستقلا عن التركيبة المستهدفة في طبعا
+
+30
+00:02:34,520 --> 00:02:40,800
+المستهدفة تعتمد على جهد اللي هي ال voltage لل tube
+
+31
+00:02:40,800 --> 00:02:44,140
+جهد ال tube depends on only in the tube voltage
+
+32
+00:02:44,140 --> 00:02:48,180
+depends only on the tube of the voltageهذا اللي هو
+
+33
+00:02:48,180 --> 00:02:52,600
+الـ Minimum Continuous X-Ray Wavelength is
+
+34
+00:02:52,600 --> 00:02:56,040
+independently يعتمد على الـ Target Composition
+
+35
+00:02:56,040 --> 00:02:59,660
+ماتعتمدش على التركيب اللي هي الهدف تبعنا ولكن
+
+36
+00:02:59,660 --> 00:03:05,850
+يعتمد على ال voltage أو جهود الأنبوبةhow to
+
+37
+00:03:05,850 --> 00:03:10,890
+medical x-ray work كيف بتشتغل ال x-ray أو شعر x
+
+38
+00:03:10,890 --> 00:03:17,030
+طبيا طبعا to create radiograph عشان أنا أنشأ صورة
+
+39
+00:03:17,030 --> 00:03:20,190
+بالأشعة يتم وضع ال patient اللي هو المريض is
+
+40
+00:03:20,190 --> 00:03:23,270
+positioned so that part of the body being imaged
+
+41
+00:03:23,270 --> 00:03:26,850
+is located between an x-ray sources and an x-ray
+
+42
+00:03:26,850 --> 00:03:32,880
+detector طبعا يتم وضع الجسم المريضبحيث يقع جزء
+
+43
+00:03:32,880 --> 00:03:37,460
+الجسم اللذي يتم تصويره بين مصدر الأشعة الصينية و
+
+44
+00:03:37,460 --> 00:03:41,560
+الكاشف اللي هو الأشعة بيسموه detectors when and
+
+45
+00:03:41,560 --> 00:03:47,020
+machine لما احنا نشغل اللي هي شغل آلة الأشعة
+
+46
+00:03:47,020 --> 00:03:51,120
+الصينية أو ال X-ray is turned on شغلناهاX-ray
+
+47
+00:03:51,120 --> 00:03:54,300
+travel through the body and absorbed in different
+
+48
+00:03:54,300 --> 00:03:58,560
+amount by different tissue طبعا لما أشغل الجهاز
+
+49
+00:03:58,560 --> 00:04:04,740
+تنطلق أشعة X إلى جسم الإنسان ممكن جزء من هذا الجسم
+
+50
+00:04:04,740 --> 00:04:08,980
+أو هذا ال tissue هذي تنطص هذا الإشعاع بتعتمد على
+
+51
+00:04:08,980 --> 00:04:14,620
+ال radiological density تعتمد على طبعا الكثافة
+
+52
+00:04:14,620 --> 00:04:18,900
+الإشعاعية للأنسجة التي تمر من خلالهاهذه بصفة عامة
+
+53
+00:04:18,900 --> 00:04:22,940
+لكن كيف تنتج هذه الأشعة الـ Radiological Densities
+
+54
+00:04:22,940 --> 00:04:26,220
+يتم
+
+55
+00:04:26,220 --> 00:04:31,720
+تحديد هذه الأشعة للكثافة الإشعاعية من خلال كل من
+
+56
+00:04:31,720 --> 00:04:35,580
+الكثافة و ال atomic number اللي هو العدد الذري أو
+
+57
+00:04:35,580 --> 00:04:39,100
+عدد البروتونات في نواة الذرع للمادة التي يتم
+
+58
+00:04:39,100 --> 00:04:44,280
+تصويرها على سبيل المثال for example يعني على سبيل
+
+59
+00:04:44,280 --> 00:04:48,360
+المثال العظامبتحتوي على كالسيوم، العظام بتحتوي على
+
+60
+00:04:48,360 --> 00:04:53,340
+كالسيوم الذي يحتوي على عدد طبعا ذره أعلى من معظم
+
+61
+00:04:53,340 --> 00:04:58,560
+الأنسجة الأخرى بسبب هذه الخاصية لأ العظام فالعظام
+
+62
+00:04:58,560 --> 00:05:02,720
+بتمطص اللي هي الأشعة السينية بسهولة because of
+
+63
+00:05:02,720 --> 00:05:06,540
+this property bones rapidly absorb تمطص ال X-ray
+
+64
+00:05:06,540 --> 00:05:10,020
+and therefore produced high contrast on the X-ray
+
+65
+00:05:10,020 --> 00:05:15,850
+detectors وبالتالييتنتج تباين عالي في كاشف الأشعار
+
+66
+00:05:15,850 --> 00:05:20,170
+الصينية اللي هي detectors بيكون أكثر بياضا appear
+
+67
+00:05:20,170 --> 00:05:26,030
+whiter than other tissue against بالنسبة لخلفية
+
+68
+00:05:26,030 --> 00:05:33,680
+السوداء الموجودة بالنسبة ل X-ray are producedطبعا
+
+69
+00:05:33,680 --> 00:05:38,040
+x-ray بتنتج يتم إنتاجها عندما طبعا كيف طريقة
+
+70
+00:05:38,040 --> 00:05:43,660
+إنتاجها عندما تصطدم الإلكترونات التي تتحرك طبعا
+
+71
+00:05:43,660 --> 00:05:48,180
+بسرعة و التي يتم تسريحها خلال potential difference
+
+72
+00:05:48,180 --> 00:05:53,510
+خلال فرق جهد تروح من واحد kilo voltالى 1 ميجا فولت
+
+73
+00:05:53,510 --> 00:05:59,210
+تصطدم فيه هدف معين من المعدن الالكترون from a hot
+
+74
+00:05:59,210 --> 00:06:02,870
+element يتم
+
+75
+00:06:02,870 --> 00:06:07,550
+تسريع الالكترونات من عنصر ساخن على الانود المستهدف
+
+76
+00:06:07,550 --> 00:06:12,030
+عندما تتباطى الالكترونات فجأة عند الاستضام يتم
+
+77
+00:06:12,030 --> 00:06:16,470
+تحويل بعض الطاقة الحركية إلى طاقة كهرومغناطسية
+
+78
+00:06:16,470 --> 00:06:23,320
+وبالتاليوبالتالي طبعا الطاقة الكهرمغزية اللي
+
+79
+00:06:23,320 --> 00:06:28,680
+النتجات هي زي أشعة X تم تحويل أقل من 1% من الطاقة
+
+80
+00:06:28,680 --> 00:06:34,320
+المزودة إلى إشعاء X-ray خلال هذه الأملية تم تحويل
+
+81
+00:06:34,320 --> 00:06:39,980
+الباقي إلى اللي هي طاقة داخلية طبعا هذه هي اللي هي
+
+82
+00:06:41,760 --> 00:06:47,220
+هذه هو الجهاز أو أنبوبة طبعا أنبوبة أشعة الكاثود
+
+83
+00:06:47,220 --> 00:06:51,760
+هنا في عندنا filament اللي هي فتيلة بتتم تسخينها
+
+84
+00:06:51,760 --> 00:06:55,120
+عن طريق فرق جهد الموصل بالأنبوبة بتروح من ع 50 ل
+
+85
+00:06:55,120 --> 00:06:59,080
+100 كيلو فولت عندما تسخن هذه الفتيلة تنطلق منها
+
+86
+00:06:59,080 --> 00:07:03,390
+نوع من اللي هي الألكترونات أو فوتوناتهذه
+
+87
+00:07:03,390 --> 00:07:07,770
+الإلكترونات تصطدم في هذا target مصنوع من مادة اللي
+
+88
+00:07:07,770 --> 00:07:12,250
+هي tungsten أو كبر و عندما تصطدم فيها طبعا بتغير
+
+89
+00:07:12,250 --> 00:07:16,610
+في اللي هي بتعطي الإلكترونات اللي حولها النواء
+
+90
+00:07:16,610 --> 00:07:21,710
+بتعطيها نوع من الطاقة فتنطلق الإلكترونات من مدارها
+
+91
+00:07:21,710 --> 00:07:27,730
+على شكل إشعاع يسمى اللي هو ال X-rayالـ X-rays are
+
+92
+00:07:27,730 --> 00:07:33,370
+produced by طبعا هذا التنتج من اللي هو قصف أو قذف
+
+93
+00:07:33,370 --> 00:07:38,950
+هذا الـ metal أو هذا اللوح أو الهدف بواسطة
+
+94
+00:07:38,950 --> 00:07:42,350
+إلكترونات اللي لها طاقة عالية تروح من خمسين إلى
+
+95
+00:07:42,350 --> 00:07:49,360
+مائة كيلو إلكترونالـ X-ray or much less commonly X
+
+96
+00:07:49,360 --> 00:07:53,380
+-ray radiation الأشعة الصينية أو الأشعة اللي طبعا
+
+97
+00:07:53,380 --> 00:07:57,440
+إشعاع اللي هو الصيني أو الأشعة الصينية is
+
+98
+00:07:57,440 --> 00:07:59,900
+penetrated from a high energy electron radiation
+
+99
+00:07:59,900 --> 00:08:03,940
+most X-ray have wavelength ranging from 10
+
+100
+00:08:03,940 --> 00:08:08,080
+picometer to 10 nanometers طبعا هي عبارة عن شكل
+
+101
+00:08:08,080 --> 00:08:11,830
+مخترق من إشعار كهرومغناطيسي عالي الطاقةمعظم
+
+102
+00:08:11,830 --> 00:08:15,110
+الأشعار الكهرومغناطية هذه أو الأشعار أفضل أشعار
+
+103
+00:08:15,110 --> 00:08:19,510
+الصينية لها طول موجي تروح من 10 بيكو متر إلى 10
+
+104
+00:08:19,510 --> 00:08:25,430
+نانو وهو ما يقابل الترددات في أنطاق اللي هو 30 بتا
+
+105
+00:08:25,430 --> 00:08:30,330
+هيرتز ل 30 إكزا هيرتز اما الهيرتز هي واحدة التردد
+
+106
+00:08:30,330 --> 00:08:35,820
+والمتر هو واحدة طول الموجيالطاقات في النطاق من ..
+
+107
+00:08:35,820 --> 00:08:41,920
+الطاقات طبعا من ال .. اللي هي تقريبا من مية و خمسة
+
+108
+00:08:41,920 --> 00:08:44,360
+و أربعين volt إلى مية و أربع عشرين kilo volt أطول
+
+109
+00:08:44,360 --> 00:08:50,220
+موجات الأشعع الصينية أقصر من تلك اللي هي الخاصية
+
+110
+00:08:50,220 --> 00:08:52,660
+فوق الأشعع البنفسيجي وأقل من تلك الخاصية بأشعة
+
+111
+00:08:52,660 --> 00:08:56,390
+جامعةيعني ال energy in the range ال energy الطاقة
+
+112
+00:08:56,390 --> 00:09:00,150
+بتاعة الأشعة اللي هي أشعة الصينية تتروح من 145
+
+113
+00:09:00,150 --> 00:09:03,850
+electron volt ل 124 electron volt طبعا X هي طول
+
+114
+00:09:03,850 --> 00:09:09,650
+الموجي لأشعة X قصير ترددها عالي طولها الموجي قصير
+
+115
+00:09:09,650 --> 00:09:14,950
+قصير بالنسبة ل ال ultraviolet and يبقوا بعدين
+
+116
+00:09:14,950 --> 00:09:20,080
+longer than the dose of the gamma raysطبعاً بيكون
+
+117
+00:09:20,080 --> 00:09:25,760
+بالنسبة لأ الطول الموجي طويل أطول من الـGamma-Rays
+
+118
+00:09:25,760 --> 00:09:29,240
+ترددها أقل من تردد الـGamma-Rays طبعاً في علاقة
+
+119
+00:09:29,240 --> 00:09:35,700
+عكسية بين التردد وطول الموجي طبعا هي كفكرة أنه في
+
+120
+00:09:35,700 --> 00:09:39,340
+عندي هنا نوان نيكولاس في عندي هنا الإلكترون الساقط
+
+121
+00:09:39,340 --> 00:09:43,640
+يطلق الإلكترون الساقط على الـMetal الـMetal هو
+
+122
+00:09:43,640 --> 00:09:46,700
+عبارة عن ذرّة هذا المعدن سواء كان كبر أو تانجستن
+
+123
+00:09:47,180 --> 00:09:50,580
+الـ Incident Electron بيعطي طاقة لهذا الـ Electron
+
+124
+00:09:50,580 --> 00:09:54,420
+طبعا أعطاه طاقة معينة هذا الـ Electron بيصير له
+
+125
+00:09:54,420 --> 00:09:59,620
+حاجتين يا إما بيصير ejected بهذا الاتجاه أو بيسميه
+
+126
+00:09:59,620 --> 00:10:02,700
+scattered اللي هو انحراف عن مساره فبتكون هذه
+
+127
+00:10:02,700 --> 00:10:07,160
+المنطقة تبقى فارغة فينطلق ال Electron من المدار
+
+128
+00:10:07,160 --> 00:10:14,470
+هذا المطار المدار إلى المدار K وبالتاليعند انطلاق
+
+129
+00:10:14,470 --> 00:10:18,370
+الإلكترون من مدار أعلى إلى مدار أقل تنطلق منه هذه
+
+130
+00:10:18,370 --> 00:10:24,340
+اللي هي الأشعة أو أشعة الصينية أو أشعة Xزي ما احنا
+
+131
+00:10:24,340 --> 00:10:27,440
+شايفين الـ incident electron الـ electron الصاقط
+
+132
+00:10:27,440 --> 00:10:31,440
+على النواة بتنطلق يا اما highest energy طقه عالية
+
+133
+00:10:31,440 --> 00:10:35,680
+اذا كان صدم في النواة او بيصير انه medium energy
+
+134
+00:10:35,680 --> 00:10:39,140
+اذا كان انطلق بهذا المسار طبعا هذا المسار هي حركة
+
+135
+00:10:39,140 --> 00:10:43,780
+بخط motion one dimension هنا المسار حركة بيصير
+
+136
+00:10:43,780 --> 00:10:47,620
+عنده انحراف الانحراف بيكون two dimensions او اذا
+
+137
+00:10:47,620 --> 00:10:50,860
+كان عنده lowest energy انحرف بهذا المسار
+
+138
+00:10:54,590 --> 00:11:00,010
+بالنسبة للـ Soft and Hard X-ray طبعا عبارة عن تسمى
+
+139
+00:11:00,010 --> 00:11:05,810
+أشعة سينية ناعمة أو صلبة ما هو الفرق بينها الـ X
+
+140
+00:11:05,810 --> 00:11:09,390
+-ray with high profoton يعني تسمى الأشعة السينية
+
+141
+00:11:09,390 --> 00:11:14,770
+اللي إلها طاقة عالية تتروح بين أعلى من 5 ل 10
+
+142
+00:11:14,770 --> 00:11:21,330
+electron volt هذه أقل من 0.2 ل 0.1 nanometer و
+
+143
+00:11:21,330 --> 00:11:25,540
+بالنسبة لل wavelengthبنسميها ال hard x-ray الأشعة
+
+144
+00:11:25,540 --> 00:11:29,120
+السينية الصلبة طول الموج بتروح من point 2 إلى
+
+145
+00:11:29,120 --> 00:11:35,480
+point 1 بيسمى الأشعة الصلبة بينما اللي طاقتها أقل
+
+146
+00:11:35,480 --> 00:11:40,760
+من ذلك أو طولها الموج عالي طويل تردودها عالي are
+
+147
+00:11:40,760 --> 00:11:46,000
+called soft x-rayالـ intermediate range غالبا ما
+
+148
+00:11:46,000 --> 00:11:48,700
+يشار إلى المدق المتوسط طبعا زي ما احنا شايفين
+
+149
+00:11:48,700 --> 00:11:55,040
+المدق المتوسط لطاقة الفوتون تصل إلى الـ kilo
+
+150
+00:11:55,040 --> 00:11:58,460
+electron volt او اكتر يعني several kilo electron
+
+151
+00:11:58,460 --> 00:12:03,080
+volt is often referred to as a tender x-ray طبعا
+
+152
+00:12:03,080 --> 00:12:09,880
+هذه اللي هيالشعة التي تويشار إلى المدى المتوسط مع
+
+153
+00:12:09,880 --> 00:12:13,440
+طاقات الفوتون تصل إلى عدة كيلو electron roll تسمى
+
+154
+00:12:13,440 --> 00:12:17,340
+اسم الأشعة السينية الرقيقة نظرا لقدرتها على
+
+155
+00:12:17,340 --> 00:12:20,920
+الاختراق بسبب their penetrate يعني الاختراق
+
+156
+00:12:20,920 --> 00:12:24,560
+ability قدرتها على الاختراق ال hard x-ray أشعة
+
+157
+00:12:24,560 --> 00:12:30,200
+السينية الصلبة طبعا واسعة الاستخدام وهي تستخدم
+
+158
+00:12:30,200 --> 00:12:34,520
+أيضا لتصوير الأشعة من الداخليعني على سبيل المثال
+
+159
+00:12:34,520 --> 00:12:38,860
+في التصوير الطبي أو بالنسبة لأمن المطارات security
+
+160
+00:12:38,860 --> 00:12:45,160
+of airport أو تستخدم مصطلح الأشعع الصينية مجازا
+
+161
+00:12:45,160 --> 00:12:50,440
+للإشارة إلى صورة شععية تم إنتاجها radiographic
+
+162
+00:12:50,440 --> 00:12:54,100
+image produced using this methodبالاضافة إلى
+
+163
+00:12:54,100 --> 00:12:58,600
+الطريقة نفسها لإن الأطوال الموجية للأشعة الصينية
+
+164
+00:12:58,600 --> 00:13:03,680
+الصلبة تشبه حجم الذرات فهي مفيدة جدا في تحديد
+
+165
+00:13:03,680 --> 00:13:09,160
+الهياكل البلورية crystal structures by X-ray
+
+166
+00:13:09,160 --> 00:13:10,220
+crystallography
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc.srt
new file mode 100644
index 0000000000000000000000000000000000000000..e92de3ca76cd4b1fe4e448bc6cc63e89157e5d3c
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc.srt
@@ -0,0 +1,811 @@
+
+1
+00:00:00,000 --> 00:00:04,000
+بعنوان motion in one dimension يعني الحركة في بعد
+
+2
+00:00:04,000 --> 00:00:08,800
+واحد، section 2-1 بعنوان displacement, velocity, and
+
+3
+00:00:08,800 --> 00:00:12,220
+acceleration. Displacement يعني الإزاحة، velocity
+
+4
+00:00:12,220 --> 00:00:16,400
+يعني السرعة المتجهة، and acceleration، التسارع
+
+5
+00:00:16,400 --> 00:00:21,600
+بنتحدث عن displacement, velocity, and acceleration. في
+
+6
+00:00:21,600 --> 00:00:26,320
+تعريف الـ displacement، to describe motion
+
+7
+00:00:26,320 --> 00:00:30,000
+requires a coordinate system and
+
+8
+00:00:30,000 --> 00:00:36,480
+a specific origin. عشان أنا أوصف أي حركة، بحتاج
+
+9
+00:00:36,480 --> 00:00:42,860
+إلى نظام محاور معينة، ومرجعية معينة، اللي هي
+
+10
+00:00:42,860 --> 00:00:48,010
+a specific origin، سواء كان نقطة أو خط. في شكل اتنين
+
+11
+00:00:48,010 --> 00:00:53,590
+اتنين كمثال، يعني في عندي سيارة بتتحرك خلال الـ X
+
+12
+00:00:53,590 --> 00:01:00,050
+axis. سيارة بتتحرك على محور X. The coordinates of the car
+
+13
+00:01:00,050 --> 00:01:05,250
+at any time describe its position. طبعا السيارة
+
+14
+00:01:05,250 --> 00:01:10,230
+بتتحرك في محور X، المحاور الكارتزية، أو اللي هو
+
+15
+00:01:10,230 --> 00:01:13,780
+المحور الأفقي اللي بتتحرك فيه السيارة عند أي زمن
+
+16
+00:01:13,780 --> 00:01:18,440
+بيوصف لي طبعا مكان السيارة وين in space, and more
+
+17
+00:01:18,440 --> 00:01:22,040
+importantly, its displacement at some given time of
+
+18
+00:01:22,040 --> 00:01:26,440
+interest. في هذه الحالة، ممكن أنا أعرف الإزاحة.
+
+19
+00:01:26,440 --> 00:01:31,500
+الإزاحة هي displacement، هي عبارة عن إزاحة متجهة، لو
+
+20
+00:01:31,500 --> 00:01:35,860
+أنا عندي السيارة بدأت من نقطة X1 وانتهت لنقطة X2.
+
+21
+00:01:36,450 --> 00:01:42,390
+فالفرق بين X2 ناقص X1، هي Delta X، أو الفرق بين إن
+
+22
+00:01:42,390 --> 00:01:46,310
+السيارة بدأت من نقطة وانتهت لنقطة أخرى خلال
+
+23
+00:01:46,310 --> 00:01:52,300
+مشوارها على محور X، نقول إن الإزاحة هي عبارة عن
+
+24
+00:01:52,300 --> 00:01:56,200
+المسافة بين نقطة البداية والنهاية، أو هي عبارة عن X
+
+25
+00:01:56,200 --> 00:02:00,420
+final ناقص X initial. وهي تمثل الإزاحة، ويرمز لها
+
+26
+00:02:00,420 --> 00:02:04,840
+بالرمز Delta X. Delta X يعني هي عبارة عن الفرق بين
+
+27
+00:02:04,840 --> 00:02:09,480
+نقطة النهاية ناقص نقطة البداية. X initial بيسموها الـ
+
+28
+00:02:09,480 --> 00:02:13,220
+initial position، والموضوع الأول، و الـ X final is the
+
+29
+00:02:13,220 --> 00:02:18,400
+final position. إذا احنا ماشيين على محور X، عشان
+
+30
+00:02:18,400 --> 00:02:23,640
+إيه سميتها Delta X. طبعا الـ unit of displacement
+
+31
+00:02:23,640 --> 00:02:27,660
+وحدة الإزاحة هي الـ meter في نظام الـ system
+
+32
+00:02:27,660 --> 00:02:33,080
+international، أو النظام الدولي. وحدتها meter طبعا.
+
+33
+00:02:33,080 --> 00:02:36,420
+هذا الشكل اللي احنا حكينا عنه، لو كان عندي سيارة
+
+34
+00:02:36,420 --> 00:02:44,760
+تتحرك من النقطة A للنقطة B. السيارة تتحرك
+
+35
+00:02:44,760 --> 00:02:49,680
+خلال الـ X Axis من النقطة A إلى النقطة B. النقطة A
+
+36
+00:02:49,680 --> 00:02:54,020
+مقدرها 30، الـ initial، والنقطة B مقدرها 50، اللي هي
+
+37
+00:02:54,020 --> 00:02:57,140
+الـ final. فمعنى الكلام، الإزاحة بهذه الحالة راح
+
+38
+00:02:57,140 --> 00:03:01,720
+نحكي Delta X، يعني X final اللي هي الخمسين ناقص X
+
+39
+00:03:01,720 --> 00:03:05,380
+initial، تلاتين، وبيطلع عندي الجواب Delta X. فهذا
+
+40
+00:03:05,380 --> 00:03:09,780
+الحالة عشرين. لو كان عندي أنا السيارة في هذا الشكل
+
+41
+00:03:09,780 --> 00:03:15,320
+تتحرك to the left, between point position C and F.
+
+42
+00:03:15,320 --> 00:03:20,820
+لو السيارة رايحة لليسار بين النقطة C من هذه النقطة
+
+43
+00:03:20,820 --> 00:03:24,620
+اللي هي أربعين، لنقطة F. يعني السيارة هذه بعتبرها
+
+44
+00:03:24,620 --> 00:03:29,300
+نقطة البداية أربعين، والـ F اللي هي minus 60، هي نقطة
+
+45
+00:03:29,300 --> 00:03:33,300
+النهاية. فعند إيجاد Delta X لهذه الحالة، الـ X
+
+46
+00:03:33,300 --> 00:03:37,700
+النهائية كانت ناقص 60، الإبتدائية ناقص 40، فبنحكي
+
+47
+00:03:37,700 --> 00:03:42,160
+النهائية ناقص 60 ناقص 40، فبتطلع تقريبا ناقص 100.
+
+48
+00:03:42,160 --> 00:03:49,170
+إذا احنا بدنا نوجد اللي هي الإزاحة لنقطتين، الشكل
+
+49
+00:03:49,170 --> 00:03:54,550
+هذا بوضح لي خط، يعني منحنى، ممثل بين الـ X والـ T.
+
+50
+00:03:54,550 --> 00:03:59,290
+منحنى بين الـ position وبين الزمن. المنحنى عندي أنا
+
+51
+00:03:59,290 --> 00:04:05,510
+particle، أو سيارة، تحركت من النقطة A لنقطة B لنقطة
+
+52
+00:04:05,510 --> 00:04:12,820
+C، ثم D، ثم A، ثم F.  كطبعا هذا اللي هو الشكل. هنا car في
+
+53
+00:04:12,820 --> 00:04:15,760
+هذا الشكل، move back and forth along a straight
+
+54
+00:04:15,760 --> 00:04:21,100
+line, taken to be the x-axis. في B اللي هو عبارة عن
+
+55
+00:04:21,100 --> 00:04:25,980
+منحنى of position، يعني منحنى بيمثل المكان أو
+
+56
+00:04:25,980 --> 00:04:29,540
+الموقع versus time، بالنسبة للموقع بالنسبة للزمن.
+
+57
+00:04:29,540 --> 00:04:34,300
+time for the motion of the car، بالنسبة لحركة سيارة.
+
+58
+00:04:34,300 --> 00:04:41,870
+أو حركة أي particle. من خلال تعريف الإزاحة، بلاحظ إن
+
+59
+00:04:41,870 --> 00:04:46,710
+Delta X، زي ما حكينا، ممكن تكون موجبة أو سالبة. فـ is
+
+60
+00:04:46,710 --> 00:04:50,610
+positive، إذا كانت الـ X final أكبر من X initial.
+
+61
+00:04:50,610 --> 00:04:54,530
+بتطلع لنا positive، لإن Delta X بتساوي X final ناقص
+
+62
+00:04:54,530 --> 00:04:59,450
+X initial. إذا كانت X initial أكبر من X، أو سالبة.
+
+63
+00:04:59,450 --> 00:05:02,670
+يعني، بطلع الـ position. إذا كانت الـ X initial
+
+64
+00:05:02,670 --> 00:05:06,130
+negative، if X final is less than X initial. For
+
+65
+00:05:06,130 --> 00:05:10,870
+example، مثلا if the car move from A لـ B، لو راحت من
+
+66
+00:05:10,870 --> 00:05:15,770
+A لـ B، زي ما حكينا، الـ X final هنا كان معرفها 52 حسب
+
+67
+00:05:15,770 --> 00:05:20,550
+الـ curve، والـ X initial 30، فبتطلع Delta X بتساوي
+
+68
+00:05:20,550 --> 00:05:24,650
+22. فالإزاحة اللي هي displacement، is in the
+
+69
+00:05:24,650 --> 00:05:29,150
+positive X direction. لو كان عندي أنا بالنسبة للي
+
+70
+00:05:29,150 --> 00:05:34,900
+حكيناها من المنطقة C للـ F، فبلاحظ إن X
+
+71
+00:05:34,900 --> 00:05:40,700
+final كانت 53 بالظبط، و X initial كانت 38، فالجواب
+
+72
+00:05:40,700 --> 00:05:45,060
+ناقص 91 متر. هذا الاتجاه بيدل لي فقط على اتجاه
+
+73
+00:05:45,060 --> 00:05:50,420
+الإزاحة إلى اليسار. إذا الـ displacement يعني
+
+74
+00:05:50,420 --> 00:05:55,240
+الإزاحة is in the negative X direction. إذا كان هي
+
+75
+00:05:55,240 --> 00:05:59,960
+طلعت لي سالبة. الشكل طبعا اتنين ب، اللي هو عبارة
+
+76
+00:05:59,960 --> 00:06:03,840
+عن الـ graph، اللي هي عبارة عن يعني curve، أو منحنى
+
+77
+00:06:03,840 --> 00:06:09,140
+منحنى اللي هو يمثل اللي هو موقع السيارة بالنسبة لـ
+
+78
+00:06:09,140 --> 00:06:12,340
+... ل ... ده اللي فيه الزمن، function، يعني ده اللي
+
+79
+00:06:12,340 --> 00:06:16,150
+فيه الـ time، ده اللي في الزمن. Because the
+
+80
+00:06:16,150 --> 00:06:23,230
+displacement has both magnitude، لأن الإزاحة لها
+
+81
+00:06:23,230 --> 00:06:28,770
+magnitude and direction، فهي تعتبر يعني كمية
+
+82
+00:06:28,770 --> 00:06:33,350
+فيزيائية متجهة. فالـ displacement is a vector quantity.
+
+83
+00:06:33,350 --> 00:06:38,110
+يعني هي كمية متجهة. تعريف لـ الـ velocity، الـ velocity
+
+84
+00:06:38,110 --> 00:06:43,700
+هي عبارة عن سرعة، ولكن لها اتجاه ولها مقدار. In
+
+85
+00:06:43,700 --> 00:06:47,280
+everyday usage, the terms speed and velocity are
+
+86
+00:06:47,280 --> 00:06:52,160
+interchangeable. In physics، بالنسبة للحالة يعني
+
+87
+00:06:52,160 --> 00:06:56,560
+بالأيام العادية، أو بحوار الناس مع بعض، ممكن يعتبروا
+
+88
+00:06:56,560 --> 00:07:01,100
+الـ velocity والـ speed زي بعض، لكن بالفيزيا في فرق
+
+89
+00:07:01,100 --> 00:07:06,150
+بين الـ velocity and speed. الـ speed هي عبارة عن
+
+90
+00:07:06,150 --> 00:07:11,230
+a scalar quantity، هي عبارة عن مقدار. الـ velocity وهي
+
+91
+00:07:11,230 --> 00:07:16,570
+عبارة عن كمية يعني قياسية. الـ speed ده دول فقط على
+
+92
+00:07:16,570 --> 00:07:20,490
+المقدار، having only magnitude، having only
+
+93
+00:07:20,490 --> 00:07:25,050
+magnitude. يعني لها مقدار فقط، في حين إنه الـ
+
+94
+00:07:25,050 --> 00:07:30,190
+velocity عبارة عن كمية متجهة أيضًا. الكمية المتجهة
+
+95
+00:07:30,190 --> 00:07:35,680
+having both magnitude and direction. لماذا يجب أن يكون
+
+96
+00:07:35,680 --> 00:07:40,420
+السرعة فيكتور؟ إذا كنت ترغب في الوصول إلى مدينة، لو
+
+97
+00:07:40,420 --> 00:07:46,520
+احنا روحنا على بلد مثلا بتبعد سبعين كيلومتر في وقت
+
+98
+00:07:46,520 --> 00:07:53,530
+ساعة. في ساعة، it's not enough to drive at a speed of
+
+99
+00:07:53,530 --> 00:07:57,770
+70 km في الساعة. You must travel in the correct
+
+100
+00:07:57,770 --> 00:08:02,630
+direction as well. يعني لما بدنا احنا نتجه لمنطقة
+
+101
+00:08:02,630 --> 00:08:08,090
+معينة بتبعد 70 kilometer، نقول إن احنا بنتحرك بسرعة
+
+102
+00:08:08,090 --> 00:08:12,730
+70 kilometer في الساعة. هذا سبعين كيلومتر في الساعة
+
+103
+00:08:12,730 --> 00:08:16,730
+هو مجرد مقدار السرعة اللي أنا بدي اتحرك فيها لكي
+
+104
+00:08:16,730 --> 00:08:22,710
+اتوجه الى هذه المدينة. لكن لو حكينا إنه أنا مشيت
+
+105
+00:08:22,710 --> 00:08:26,090
+سبعين كيلومتر في الساعة ناحية الشمال أو الشرق أو
+
+106
+00:08:26,090 --> 00:08:30,610
+الجنوب، معنى الكلام أنا بتحرك باتجاه. طالما أنا
+
+107
+00:08:30,610 --> 00:08:34,730
+بتحرك باتجاه، إذا بتكون عندي أنا velocity لها مقدار
+
+108
+00:08:34,730 --> 00:08:41,450
+ولها اتجاه. نيجي نعرف حاجة اسمها average speed، الـ
+
+109
+00:08:41,450 --> 00:08:45,110
+Average Speed، اللي هي عبارة عن متوسط السرعة
+
+110
+00:08:45,110 --> 00:08:49,970
+القياسية. The average speed of an object، متوسط
+
+111
+00:08:49,970 --> 00:08:53,750
+السرعة الاتجاهية لأي جسم، over a given time
+
+112
+00:08:53,750 --> 00:08:57,790
+interval، في فترة زمانية معينة، is the length of the
+
+113
+00:08:57,790 --> 00:09:02,270
+path it travels divided by the total elapsed time.
+
+114
+00:09:02,920 --> 00:09:09,140
+يعني تعريف السرعة القياسية، السرعة القياسية، متوسط
+
+115
+00:09:09,140 --> 00:09:13,660
+السرعة القياسية هو عبارة عن المسار الفعلي، المسار
+
+116
+00:09:13,660 --> 00:09:17,900
+الفعلي الذي ماشيته السيارة، أو المسار الفعلي الذي
+
+117
+00:09:17,900 --> 00:09:24,660
+ماشيها أي جسم، على الزمن المستغرق خلال هذا المشوار.
+
+118
+00:09:24,660 --> 00:09:29,130
+فـ average speed، هي V average، بدها تساوي D، يعني
+
+119
+00:09:29,130 --> 00:09:32,730
+distance، المسافة الفعلية، أو المسار الفعلي، على
+
+120
+00:09:32,730 --> 00:09:37,090
+الزمن الكلي، أو التغير في الزمن. هذا هو الـ average
+
+121
+00:09:37,090 --> 00:09:42,210
+speed. وتعريفها طبعا، وحدة الـ average speed هي عبارة
+
+122
+00:09:42,210 --> 00:09:45,350
+عن الـ meter per second، يعني الـ متر في الثانية.
+
+123
+00:09:45,350 --> 00:09:49,670
+بالنظام الدولي، اللي هو اسمه system international.
+
+124
+00:09:49,670 --> 00:09:54,630
+النظام الدولي اللي بقيس بيه الـ meter، kilogram، ثانية.
+
+125
+00:09:54,630 --> 00:10:01,570
+بالنسبة لي الـ example على هذا الكلام، a turtle and a
+
+126
+00:10:01,570 --> 00:10:06,450
+rabbit engage in a race over a distance of 40
+
+127
+00:10:06,450 --> 00:10:13,670
+kilo. في عندي سلحفاة وأرنب، بيتسابقوا على طريق، طبعا
+
+128
+00:10:13,670 --> 00:10:17,970
+على يعني في مسار يعني ماشي على الأقدام، في سباق
+
+129
+00:10:17,970 --> 00:10:23,670
+الماشي على الأقدام، مسافة أربعة كيلو. طبعا الأرنب
+
+130
+00:10:23,670 --> 00:10:29,370
+ماشي أو جري، جري تقريبا نص كيلومتر، بعد هيك then
+
+131
+00:10:29,370 --> 00:10:35,170
+stops. بعد هيك توقف. أخد هذا الزمن، قدره تسعين minutes.
+
+132
+00:10:35,170 --> 00:10:41,750
+الأرنب بعد ما توقف الوقوف، أو اللي يعني أخد قيلولة
+
+133
+00:10:41,750 --> 00:10:47,690
+مدتها تسعين minutes. Upon waking, he remembers the
+
+134
+00:10:47,690 --> 00:10:53,500
+race and runs twice as fast. هو جالس بياخد قيلولة،
+
+135
+00:10:53,500 --> 00:11:00,020
+تذكر إنه في سباق، فجري جري، ضاعف السرعة اللي هو جري
+
+136
+00:11:00,020 --> 00:11:04,660
+فيها بالأول. Finishing the course in a total time
+
+137
+00:11:04,660 --> 00:11:11,280
+طبعا استغرق الزمن الكلي لهذي الرحلة تقريبا 1.75
+
+138
+00:11:11,280 --> 00:11:17,560
+ساعة. The rabbit wins. طبعا، the rabbit كسب السباق.
+
+139
+00:11:17,560 --> 00:11:21,440
+المطلوب مني أنا أوجد، calculate the average speed
+
+140
+00:11:21,440 --> 00:11:25,830
+of the rabbit. بدي أوجد الـ average speed. لإيجاد الـ
+
+141
+00:11:25,830 --> 00:11:30,370
+Average Speed، أنا محتاج أوجد الـ Total Distance،
+
+142
+00:11:30,370 --> 00:11:34,750
+يعني المسافة الفعلية، أو المسار الفعلي اللي الأرنب
+
+143
+00:11:34,750 --> 00:11:37,970
+ماشي. طبعا الـ Average Speed، أنا المسار الفعلي
+
+144
+00:11:37,970 --> 00:11:43,970
+مقداره أربعة كيلومتر، والزمن كله 1.75 ساعة. إذا الـ
+
+145
+00:11:43,970 --> 00:11:50,500
+Average Speed، بدها تساوي 2.29 كيلومتر في الساعة. نمر
+
+146
+00:11:50,500 --> 00:11:54,620
+بيه، what was his average speed before he stopped
+
+147
+00:11:54,620 --> 00:11:58,860
+for a nap؟ طبعا what was his average speed، بده
+
+148
+00:11:58,860 --> 00:12:03,860
+متوسط السرعة القياسية للمرحلة قبل ما إنه هو يتوقف
+
+149
+00:12:03,860 --> 00:12:10,970
+وياخد قيلولة. طبعا هو ماشي نص، نص، نص كيلومتر لكن
+
+150
+00:12:10,970 --> 00:12:14,810
+الساعة اللي مشي، اللي طبعا هو توقف لمدة 90
+
+151
+00:12:14,810 --> 00:12:19,970
+دقيقة. فالـ 90 دقيقة عبارة عن واحد ونص ساعة. فهو أخد
+
+152
+00:12:19,970 --> 00:12:25,590
+قيلولة مدتها واحد ونص ساعة من الزمن الكلي. فهنطرح
+
+153
+00:12:25,590 --> 00:12:30,970
+الزمن الكلي اللي هو 1.75 ناقص الواحد ونص، حيث هو
+
+154
+00:12:30,970 --> 00:12:35,670
+عندي ربع ساعة. هذا الربع ساعة هو الزمن اللي استغرقه
+
+155
+00:12:35,670 --> 00:12:41,670
+الأرنب في اللي هي المشي أو الجري، أو الجري في مرحلة
+
+156
+00:12:41,670 --> 00:12:45,950
+السباق. طبعا طرحت منه اللي هو تسعين دقيقة، اللي
+
+157
+00:12:45,950 --> 00:12:50,650
+الأرنب كان فيها نايم. Some of running times الآن
+
+158
+00:12:50,650 --> 00:12:54,970
+أنا الفترة كلها الـ 0.52 كانت عبارة عن
+
+159
+00:12:54,970 --> 00:12:58,630
+مرحلة أولى، مرحلة ثانية. طبعا استثنينا المرحلة اللي هو
+
+160
+00:12:58,630 --> 00:13:03,670
+الراحة. الـ T1 زي الـ T2 كانت بتساوي ربع ساعة. فـ T1
+
+161
+00:13:03,670 --> 00:13:09,110
+بدها تساوي D1 على V1، و T2 بدها تساوي D2 على V2.
+
+162
+00:13:09,110 --> 00:13:13,050
+الزمن بيساوي مسافة على سرعة، والزمن الثاني، المسافة
+
+163
+00:13:13,050 --> 00:13:17,690
+الثانية على السرعة الثانية. المسافة الأولى هو ماشي
+
+164
+00:13:17,690 --> 00:13:22,250
+نص كيلو، والمسافة الكلية أربعة كيلو، فبطرح الأربعة
+
+165
+00:13:22,250 --> 00:13:25,590
+كيلو ناقص النص، بيطلع عندي المسافة الثانية، ثلاثة و
+
+166
+00:13:25,590 --> 00:13:31,470
+نص. المسافة الأولى كانت سرعتها V1، المسافة الثانية
+
+167
+00:13:31,470 --> 00:13:36,180
+لما حس إنه متأخر، صارت سرعتها ضعف السرعة الأولى، 2
+
+168
+00:13:36,180 --> 00:13:42,680
+V1. بدها تساوي 0.25 hour. وبالتالي من خلال هذه
+
+169
+00:13:42,680 --> 00:13:47,520
+المعادلة الثانية، بقى حل لإيجاد V1، وبتطلع عندي
+
+170
+00:13:47,520 --> 00:13:51,200
+السرعة الأولى، أو السرعة اللي هو ماشي فيها، هي
+
+171
+00:13:51,200 --> 00:13:56,400
+عبارة عن تسعة كيلومتر في الساعة. طبعا تعريف آخر اللي
+
+172
+00:13:56,400 --> 00:14:00,470
+هو الـ average velocity. الـ Average Velocity بتشبه
+
+173
+00:14:00,470 --> 0
+
+223
+00:17:47,160 --> 00:17:52,400
+راحت لـ Q سيارة ثانية بدأت من Q وبدأت أيضًا بمسار
+
+224
+00:17:52,400 --> 00:17:56,560
+ثاني برضه أيضًا من B لـ Q لكن بمسار ثاني خلال فترة
+
+225
+00:17:56,560 --> 00:18:01,740
+زمانية Delta T، طبعًا في هذه الحالة فـ Delta T
+
+226
+00:18:01,740 --> 00:18:06,340
+للباث الأول بيساوي Delta T للمسار الثاني لأنه حكى
+
+227
+00:18:06,340 --> 00:18:10,800
+لي بنفس الفترة الزمانية، لكن الـ V average للباث
+
+228
+00:18:10,800 --> 00:18:14,800
+الأول بتساوي الـ V average للباث الثاني، ليش؟
+
+229
+00:18:14,800 --> 00:18:18,140
+لأنه أنا الإزاحة هي عبارة عن أقصر مسافة من نقطة
+
+230
+00:18:18,140 --> 00:18:22,820
+البداية للنهاية، الإزاحة هي أقصر مسافة من نقطة
+
+231
+00:18:22,820 --> 00:18:26,100
+البداية للنهاية، يعني في عندي جسم بدأ من النقطة B
+
+232
+00:18:26,100 --> 00:18:31,300
+وراح لـ Q في المسار الأحمر، جسم ثاني بدأ من النقطة
+
+233
+00:18:31,300 --> 00:18:35,240
+B لـ Q في المسار الأزرق، الباث الأولاني
+
+234
+00:18:35,240 --> 00:18:40,140
+والمسار الأزرق والمسار الأحمر لهم نفس الزمن في
+
+235
+00:18:40,140 --> 00:18:43,720
+هذه الحالة، لو بدي أخد أنا المسار الأحمر الإزاحة
+
+236
+00:18:43,720 --> 00:18:47,770
+تبعته Delta X، Delta X اللي هي عبارة عن X final ناقص
+
+237
+00:18:47,770 --> 00:18:51,830
+X initial، المسار الأزرق الإزاحة تبعته هي عبارة عن
+
+238
+00:18:51,830 --> 00:18:55,890
+أقصر نقطة أو أقصر مسافة بين نقطة البداية
+
+239
+00:18:55,890 --> 00:19:00,110
+لنقطة النهاية، فبتطلع X final ناقص X initial، معنى
+
+240
+00:19:00,110 --> 00:19:04,370
+الكلام، الـ V average ده المسار الأول بيساوي الـ V
+
+241
+00:19:04,370 --> 00:19:08,690
+average ده المسار الثاني، لكن لو أجيت أخد الـ V ..
+
+242
+00:19:08,690 --> 00:19:13,030
+اللي هي average speed، الـ average speed مش مع
+
+243
+00:19:13,030 --> 00:19:17,740
+تعريفها أنه هي عبارة عن الـ total path، يعني المسار
+
+244
+00:19:17,740 --> 00:19:21,420
+كله أو الـ total distance، طيب لو إجت للمسار الأول
+
+245
+00:19:21,420 --> 00:19:26,920
+الأزرق ومشي مسافة، هادر مسافة كبيرة، المسار الثاني مشي
+
+246
+00:19:26,920 --> 00:19:30,800
+الأحمر من B لـ Q، فالمسار الأول أكبر من المسار
+
+247
+00:19:30,800 --> 00:19:35,740
+الثاني، والزمن متساوي، بيطلع عند V average للمسار
+
+248
+00:19:35,740 --> 00:19:41,040
+الأول أكبر من الـ V average للمسار الثاني، يعني الـ
+
+249
+00:19:41,040 --> 00:19:44,860
+average speed للمسار الأول أكبر من الـ average speed
+
+250
+00:19:44,860 --> 00:19:50,640
+للمسار الثاني، لأن المسافة اللي مشيها المسار الأول
+
+251
+00:19:50,640 --> 00:19:55,940
+أكبر من المسافة للمسار الثاني، طبعًا المرة الجاية
+
+252
+00:19:55,940 --> 00:19:59,280
+بنستكمل إن شاء الله بقية الشرح
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ab8ee5ec3cc459e7c4d6a1604cc5d2ece898c4ab
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_postprocess.srt
@@ -0,0 +1,1008 @@
+1
+00:00:00,000 --> 00:00:04,000
+بعنوان motion in one dimension يعني الحركة في بعد
+
+2
+00:00:04,000 --> 00:00:08,800
+واحد section 2-1 بعنوان displacement velocity and
+
+3
+00:00:08,800 --> 00:00:12,220
+acceleration displacement يعني الإزاحة velocity
+
+4
+00:00:12,220 --> 00:00:16,400
+يعني السرعة المتجهة we and ال acceleration التسارع
+
+5
+00:00:16,400 --> 00:00:21,600
+بنتحدث عن displacement velocity and accelerationفي
+
+6
+00:00:21,600 --> 00:00:26,320
+تعريف الـdisplacement لـdescribe describing motion
+
+7
+00:00:26,320 --> 00:00:30,000
+requires some coordinate coordinate system and
+
+8
+00:00:30,000 --> 00:00:36,480
+specific origin عشان أنا أوصف أي يعني حركة بحتاج
+
+9
+00:00:36,480 --> 00:00:42,860
+إلى نظام محاور معينة وطبعا ومرجعية معينة اللي هي
+
+10
+00:00:42,860 --> 00:00:48,010
+specific origin سواء كان نقطة أو خطفي شكل اتنين
+
+11
+00:00:48,010 --> 00:00:53,590
+اتنين كمثال يعني في عندى سيارة بتتحرك خلال ال X
+
+12
+00:00:53,590 --> 00:01:00,050
+axis سيارة بتتحرك على محور X the coordinate of car
+
+13
+00:01:00,050 --> 00:01:05,250
+at anytime describe its positions طبعا السيارة
+
+14
+00:01:05,250 --> 00:01:10,230
+بتتحرك في محور X المحاور الكارتزية او اللى هو
+
+15
+00:01:10,230 --> 00:01:13,780
+المحور الأفقي اللى بتتحرك فيه السيارةعند أي زمن
+
+16
+00:01:13,780 --> 00:01:18,440
+بيوصفلي طبعا مكان السيارة وين in space and more
+
+17
+00:01:18,440 --> 00:01:22,040
+importantly its displacement at some given time of
+
+18
+00:01:22,040 --> 00:01:26,440
+interest في هذه الحالة ممكن أنا أعرف الإزاحة
+
+19
+00:01:26,440 --> 00:01:31,500
+الإزاحة هي displacement هي عبارة عن إزاحة متجهة لو
+
+20
+00:01:31,500 --> 00:01:35,860
+أنا عندي السيارة بدت من نقطة X1 وانتهت لنقطة X2
+
+21
+00:01:36,450 --> 00:01:42,390
+فالفرق بين X2 ناقص X1 هي Delta X أو الفرق بين إن
+
+22
+00:01:42,390 --> 00:01:46,310
+السيارة بدأت من نقطة وانتهت لنقطة أخرى خلال
+
+23
+00:01:46,310 --> 00:01:52,300
+مشوارها على محور X نقول إن الإزاحةهي عبارة عن
+
+24
+00:01:52,300 --> 00:01:56,200
+المسافة بين نقطة البداية والنهاية أو هي عبارة عن X
+
+25
+00:01:56,200 --> 00:02:00,420
+final ناقص X initial وهي تمثل الإزاحة ويرمز لها
+
+26
+00:02:00,420 --> 00:02:04,840
+بالرمز Delta X Delta X يعني هي عبارة عن الفرق بين
+
+27
+00:02:04,840 --> 00:02:09,480
+نقطة النهاية ناقص نقطة البدايةX initial بيسموها ال
+
+28
+00:02:09,480 --> 00:02:13,220
+initial position الموضوع الأول وال X final is the
+
+29
+00:02:13,220 --> 00:02:18,400
+final position إذا إذا أحنا ماشيين على محور X عشان
+
+30
+00:02:18,400 --> 00:02:23,640
+إيه سميتها Delta X طبعا ال unit of displacement
+
+31
+00:02:23,640 --> 00:02:27,660
+وحدة الإزاحة هي ال meter في نظام ال system
+
+32
+00:02:27,660 --> 00:02:33,080
+international أو النظام الدولي وحدتها meterطبعاً
+
+33
+00:02:33,080 --> 00:02:36,420
+هذا الشكل اللي احنا حكينا عنه لو كان عندي سيارة
+
+34
+00:02:36,420 --> 00:02:44,760
+تتحرك من النقطة A للنقطة B السيارة تتحرك
+
+35
+00:02:44,760 --> 00:02:49,680
+خلال الـ X Axis من النقطة A إلى النقطة B النقطة A
+
+36
+00:02:49,680 --> 00:02:54,020
+مقدرها 30 الـ Initial و النقطة B مقدرها 50 اللي هي
+
+37
+00:02:54,020 --> 00:02:57,140
+الـ Final فمعنى الكلام الإذاحة بهذه الحالة راح
+
+38
+00:02:57,140 --> 00:03:01,720
+نحكي Delta Xيعني X final اللي هي الخمسين ناقص X
+
+39
+00:03:01,720 --> 00:03:05,380
+initial تلاتين و بطلع عندي الجواب Delta X فهذا
+
+40
+00:03:05,380 --> 00:03:09,780
+الحالة عشرين لو كان عندي أنا السيارة في هذا الشكل
+
+41
+00:03:09,780 --> 00:03:15,320
+تتحرك to the left between point position C and F
+
+42
+00:03:15,320 --> 00:03:20,820
+لو السيارة رايحة لليسار بين النقطة C من هذه النقطة
+
+43
+00:03:20,820 --> 00:03:24,620
+اللي هي أربعين لنقطة F يعني السيارة هذه بعتبرها
+
+44
+00:03:24,620 --> 00:03:29,300
+نقطة البداية أربعينوالـ F اللي هي minus 60 هي نقطة
+
+45
+00:03:29,300 --> 00:03:33,300
+النهاية فعند إيجاد Delta X لهذه الحالة الـ X
+
+46
+00:03:33,300 --> 00:03:37,700
+النهائية كانت ناقص 60 الإبتدائية ناقص 40 فبنحكي
+
+47
+00:03:37,700 --> 00:03:42,160
+النهائية ناقص 60 ناقص 40 فبتطلع تقريبا ناقص 100
+
+48
+00:03:42,160 --> 00:03:49,170
+إذا إحنا بدنا نوجد اللي هي الإزاحة لنقطتينالشكل
+
+49
+00:03:49,170 --> 00:03:54,550
+هذا بوضح لي خط يعني منحنى ممثل بين ال X و ال T
+
+50
+00:03:54,550 --> 00:03:59,290
+منحنى بين ال position و بين الزمن المنحنى عندي انا
+
+51
+00:03:59,290 --> 00:04:05,510
+particle او سيارة تحركت من النقطة A لنقطة B لنقطة
+
+52
+00:04:05,510 --> 00:04:12,820
+C ثم D ثم A ثم F كطبعا هذا اللي هو الشكلهنا car في
+
+53
+00:04:12,820 --> 00:04:15,760
+هذا الشكل move back and forth along a straight
+
+54
+00:04:15,760 --> 00:04:21,100
+line taken to be the x-axis في B اللي هو عبارة عن
+
+55
+00:04:21,100 --> 00:04:25,980
+منحنى of position يعني منحنى بيمثل المكان او
+
+56
+00:04:25,980 --> 00:04:29,540
+الموقع versus time بالنسبة الموقع بالنسبة لزمن
+
+57
+00:04:29,540 --> 00:04:34,300
+time for the motion of the car بالنسبة لحركة سيارة
+
+58
+00:04:34,300 --> 00:04:41,870
+او حركة اي particleمن خلال تعريف الإزاحة بلاحظ إن
+
+59
+00:04:41,870 --> 00:04:46,710
+Delta X زي ما حكينا ممكن تكون موجبة أو سالبة ف is
+
+60
+00:04:46,710 --> 00:04:50,610
+positive إذا كانت ال X final أكبر من X initial
+
+61
+00:04:50,610 --> 00:04:54,530
+بتطلع لنا positive لإن Delta X بتساوي X final ناقص
+
+62
+00:04:54,530 --> 00:04:59,450
+X initial إذا كانت X initial أكبر من X أو سالبة
+
+63
+00:04:59,450 --> 00:05:02,670
+يعنيفبطلع ال position إذا كانت ال X initial
+
+64
+00:05:02,670 --> 00:05:06,130
+negative if X final is less than X initial for
+
+65
+00:05:06,130 --> 00:05:10,870
+example مثلا if the car move from A ل B لو راحت من
+
+66
+00:05:10,870 --> 00:05:15,770
+A ل B زي ما حكينا ال X final هنا كان معرفها 52 حسب
+
+67
+00:05:15,770 --> 00:05:20,550
+ال curve و ال X initial 30 فبتطلع Delta X بتساوي
+
+68
+00:05:20,550 --> 00:05:24,650
+22 فالإزاحة اللي هي displacement is in the
+
+69
+00:05:24,650 --> 00:05:29,150
+positive X directionلو كان عندي أنا بالنسبة اللي
+
+70
+00:05:29,150 --> 00:05:34,900
+حكيناها من المنطقة «C» للـ «File F»فبلاحظ إن X
+
+71
+00:05:34,900 --> 00:05:40,700
+final كانت 53 بالظبط و X initial كانت 38 فالجواب
+
+72
+00:05:40,700 --> 00:05:45,060
+ناقص 91 متر هذا الاتجاه بيدللي فقط على اتجاه
+
+73
+00:05:45,060 --> 00:05:50,420
+الإزاحة إلى اليسار إذا ال displacement يعني
+
+74
+00:05:50,420 --> 00:05:55,240
+الإزاحة is in the negative X direction إذا كان هي
+
+75
+00:05:55,240 --> 00:05:59,960
+طلعت لب السالبالشكل طبعا اتنين بيه اللي هو عبارة
+
+76
+00:05:59,960 --> 00:06:03,840
+عن ال graph اللي هي عبارة عن يعني curve او منحنى
+
+77
+00:06:03,840 --> 00:06:09,140
+منحنى اللي هو يمثل اللي هو موقع السيارة بالنسبة ل
+
+78
+00:06:09,140 --> 00:06:12,340
+.. ل .. ده اللي فيه الزمن function يعني ده اللي
+
+79
+00:06:12,340 --> 00:06:16,150
+فيه ال time ده اللي في الزمنbecause the
+
+80
+00:06:16,150 --> 00:06:23,230
+displacement has both magnitude لأن الإزاحة لها
+
+81
+00:06:23,230 --> 00:06:28,770
+magnitude and direction فهي تعتبر يعني كمية
+
+82
+00:06:28,770 --> 00:06:33,350
+فيزيائية متجهة فال displacement is vector quantity
+
+83
+00:06:33,350 --> 00:06:38,110
+يعني هي كمية متجهة تعريف ل ال velocity ال velocity
+
+84
+00:06:38,110 --> 00:06:43,700
+هي عبارة عن سرعة ولكن لها اتجاه ولها مقدارin
+
+85
+00:06:43,700 --> 00:06:47,280
+everyday usage the term speed and velocity are
+
+86
+00:06:47,280 --> 00:06:52,160
+interchangeable in physics بالنسبة للحالة يعني
+
+87
+00:06:52,160 --> 00:06:56,560
+بالأيام العادية أو بحوار الناس مع بعض ممكن يعتبروا
+
+88
+00:06:56,560 --> 00:07:01,100
+ال velocity و ال speed زي بعض لكن بالفيزيا في فرق
+
+89
+00:07:01,100 --> 00:07:06,150
+بين ال velocity and speedالـ speed هي عبارة عن
+
+90
+00:07:06,150 --> 00:07:11,230
+scalar quantity هي عبارة عن مقدار ال velocity وهي
+
+91
+00:07:11,230 --> 00:07:16,570
+عبارة عن كمية يعني قياسية ال speed ده دول فقط على
+
+92
+00:07:16,570 --> 00:07:20,490
+المقدار having only magnitude having only
+
+93
+00:07:20,490 --> 00:07:25,050
+magnitude يعني لها مقدار فقط في حين إنه ال
+
+94
+00:07:25,050 --> 00:07:30,190
+velocity عبارة عن كمية متجهة أيضًا الكمية المتجهة
+
+95
+00:07:30,190 --> 00:07:35,680
+having both magnitudeوالتجارة لماذا يجب أن يكون
+
+96
+00:07:35,680 --> 00:07:40,420
+السرير فيكتور إذا كنت ترغب في الوصول إلى مدينة لو
+
+97
+00:07:40,420 --> 00:07:46,520
+احنا روحنا على بلد مثلا بتبعد سبعين كيلومتر في وقت
+
+98
+00:07:46,520 --> 00:07:53,530
+ساعةفي ساعة it's not enough to drive at speed of
+
+99
+00:07:53,530 --> 00:07:57,770
+70 km في الساعة you must travel in the correct
+
+100
+00:07:57,770 --> 00:08:02,630
+direction as well يعني لما بدنا احنا نتجه لمنطقة
+
+101
+00:08:02,630 --> 00:08:08,090
+معينة بتبعد 70 kilometer نقول ان احنا بنتحرك بسرعة
+
+102
+00:08:08,090 --> 00:08:12,730
+70 kilometer في الساعةهذا سبعين كيلومتر في الساعة
+
+103
+00:08:12,730 --> 00:08:16,730
+هو مجرد مقدار السرعة اللي انا بدي اتحرك فيها لكي
+
+104
+00:08:16,730 --> 00:08:22,710
+اتوجه الى هذه المدينة لكن لو حكينا انه انا مشيت
+
+105
+00:08:22,710 --> 00:08:26,090
+سبعين كيلومتر في الساعة ناحية الشمال او الشرق او
+
+106
+00:08:26,090 --> 00:08:30,610
+الجنوب معنى الكلام انا بتحرك باتجاه طالما انا
+
+107
+00:08:30,610 --> 00:08:34,730
+بتحرك باتجاه اذا بتكون عندى انا velocity لها مقدار
+
+108
+00:08:34,730 --> 00:08:41,450
+و لها اتجاه نيجي نعرف حاجة اسمها average speedالـ
+
+109
+00:08:41,450 --> 00:08:45,110
+Average Speed اللي هي عبارة عن متوسط السرعة
+
+110
+00:08:45,110 --> 00:08:49,970
+القياسية The average speed of an object متوسط
+
+111
+00:08:49,970 --> 00:08:53,750
+السرعة الاتجاهية لأي جسم over a given time
+
+112
+00:08:53,750 --> 00:08:57,790
+interval في فترة زمانية معينة is the length of the
+
+113
+00:08:57,790 --> 00:09:02,270
+path it travels divided by the total elapsed time
+
+114
+00:09:02,920 --> 00:09:09,140
+يعني تعريف السرعة القياسية السرعة القياسية متوسط
+
+115
+00:09:09,140 --> 00:09:13,660
+السرعة القياسية هو عبارة عن المسار الفعلي المسار
+
+116
+00:09:13,660 --> 00:09:17,900
+الفعلي الذي ماشيته السيارة أو المسار الفعلي الذي
+
+117
+00:09:17,900 --> 00:09:24,660
+ماشيها أي جسم على الزمن المستغرق خلال هذا المشوار
+
+118
+00:09:24,660 --> 00:09:29,130
+ف average speed هي V averageبدها تساوي D يعني
+
+119
+00:09:29,130 --> 00:09:32,730
+distance المسافة الفعلية أو المسار الفعلي على
+
+120
+00:09:32,730 --> 00:09:37,090
+الزمن الكل أو التغير في الزمن هذا هو ال average
+
+121
+00:09:37,090 --> 00:09:42,210
+speed وتعريفها طبعا وحدة ال average speed هي عبارة
+
+122
+00:09:42,210 --> 00:09:45,350
+عن ال meter per second يعني ال متر في الثانية
+
+123
+00:09:45,350 --> 00:09:49,670
+بالنظام الدولي اللي هو اسمهsystem international
+
+124
+00:09:49,670 --> 00:09:54,630
+النظام الدولي اللى بقيس بى ال meter kilogram ثانية
+
+125
+00:09:54,630 --> 00:10:01,570
+بالنسبالى ال example ع هذا الكلام a turtle and a
+
+126
+00:10:01,570 --> 00:10:06,450
+rabbit engage in a fortress over a distance of 40
+
+127
+00:10:06,450 --> 00:10:13,670
+kilo فى عندي سلحفا و أرنببتسابقوا على طريق طبعا
+
+128
+00:10:13,670 --> 00:10:17,970
+على يعني في مسار يعني ماشي على الأقدام في سباق
+
+129
+00:10:17,970 --> 00:10:23,670
+الماشي على الأقدام مسافة أربع كيلو طبعا الأرناب
+
+130
+00:10:23,670 --> 00:10:29,370
+ماشي أو جري جري تقريبا نص كيلومتر بعد هيك then
+
+131
+00:10:29,370 --> 00:10:35,170
+stops بعد هيك توقفأخد هذا الزمن قدره تسعين minutes
+
+132
+00:10:35,170 --> 00:10:41,750
+ناب بعد ما اتوقف الوقوف أو اللي يعني أخد قيلولة
+
+133
+00:10:41,750 --> 00:10:47,690
+مدتها تسعين minutes upon a walking he remember the
+
+134
+00:10:47,690 --> 00:10:53,500
+rest and runs twice as fastهو جالس بياخد قيلولة
+
+135
+00:10:53,500 --> 00:11:00,020
+تذكر انه في سباق ف جري جري ضيف السرعة اللى هو جري
+
+136
+00:11:00,020 --> 00:11:04,660
+فيها بالأولFinishing the course is a total time
+
+137
+00:11:04,660 --> 00:11:11,280
+طبعا استغلق الزمن الكل لهاي الرحلة تقريبا 1.75
+
+138
+00:11:11,280 --> 00:11:17,560
+ساعة The rabbit wins طبعا the راس الارنب كسب السبق
+
+139
+00:11:17,560 --> 00:11:21,440
+المطلوب من أن انا وجد calculate the average speed
+
+140
+00:11:21,440 --> 00:11:25,830
+of the rabbit بد أوجد ال average speedلإيجاد الـ
+
+141
+00:11:25,830 --> 00:11:30,370
+Average Speed أنا محتاج أوجد الـ Total Distance
+
+142
+00:11:30,370 --> 00:11:34,750
+يعني المسافة الفعلية أو المسار الفعلي اللي الأرنب
+
+143
+00:11:34,750 --> 00:11:37,970
+ماشي طبعا الـ Average Speed أنا المسار الفعلي
+
+144
+00:11:37,970 --> 00:11:43,970
+مقداره 4 كيلومتر و الزمن كله 1.75 ساعة إذا الـ
+
+145
+00:11:43,970 --> 00:11:50,500
+Average Speed بدها تساوي 2.29 كيلومتر في الساعةنمر
+
+146
+00:11:50,500 --> 00:11:54,620
+بيه what was his average speed before he stopped
+
+147
+00:11:54,620 --> 00:11:58,860
+for enough طبعا what was his average speed بده
+
+148
+00:11:58,860 --> 00:12:03,860
+متوسط السرعة القياسية للمرحلة قبل ما انه هو يتوقف
+
+149
+00:12:03,860 --> 00:12:10,970
+و ياخد قيلولة طبعا هو ماشي نص نص نص kilometerلكن
+
+150
+00:12:10,970 --> 00:12:14,810
+الساعة اللى مشي اللى طبعا انا هو توقف لمدة 90
+
+151
+00:12:14,810 --> 00:12:19,970
+دقيقة فال 90 دقيقة عبارة عن واحد و نص ساعة فهو أخد
+
+152
+00:12:19,970 --> 00:12:25,590
+قيلولة مدتها واحد و نص ساعة من الزمن الكلي فهنطرح
+
+153
+00:12:25,590 --> 00:12:30,970
+الزمن الكلي اللى هو 1.75 ناقص الواحد و نص حيث هو
+
+154
+00:12:30,970 --> 00:12:35,670
+عندى ربع ساعة هذا الربع ساعة هو الزمن اللى استغرقه
+
+155
+00:12:35,670 --> 00:12:41,670
+الأرنب في اللى هىالمشي او الجري او الجري في مرحلة
+
+156
+00:12:41,670 --> 00:12:45,950
+السباق طبعا طرحت منه اللي هو تسعين دقيقة اللي
+
+157
+00:12:45,950 --> 00:12:50,650
+الأرنب كان فيها نايم some of running times الان
+
+158
+00:12:50,650 --> 00:12:54,970
+انا الفترة كلها ال point خمسة اتنينكانت عبارة عن
+
+159
+00:12:54,970 --> 00:12:58,630
+مرحلة أولى مرحلة تانية طبعا استثمنا مرحلات اللى هو
+
+160
+00:12:58,630 --> 00:13:03,670
+الراحة ال T1 زي ال T2 كانت بتساوي ربع ساعة ف T1
+
+161
+00:13:03,670 --> 00:13:09,110
+بدها تساوي D1 على V1 و T2 بدها تساوي D2 على V2
+
+162
+00:13:09,110 --> 00:13:13,050
+الزمن بيساوي مسافة على سرعة و الزمن التاني المسافة
+
+163
+00:13:13,050 --> 00:13:17,690
+التانية على السرعة التانيةالمسافة الأولى هو ماشي
+
+164
+00:13:17,690 --> 00:13:22,250
+نص كيلو والمسافة الكلية أربعة كيلو فبطرح الأربعة
+
+165
+00:13:22,250 --> 00:13:25,590
+كيلو ناقص النص بطلع عندى المسافة التانية تلاتة و
+
+166
+00:13:25,590 --> 00:13:31,470
+نص المسافة الأولى كانت سريعتها V1 المسافة التانية
+
+167
+00:13:31,470 --> 00:13:36,180
+لما حس أنه متأخرصارت سرعتها 2 ضعف السرعة الأولى 2
+
+168
+00:13:36,180 --> 00:13:42,680
+V1 بدها تساوي 0.25 hour وبالتالي من خلال هذه
+
+169
+00:13:42,680 --> 00:13:47,520
+المعادلة التانية بقى حل لإيجاد V1 وبتطلع عندي
+
+170
+00:13:47,520 --> 00:13:51,200
+السرعة الأولى أو السرعة اللى كهو ماشي فيها هي
+
+171
+00:13:51,200 --> 00:13:56,400
+عبارة عن 9 كيلومتر في الساعة طبعا تعريف أخر اللى
+
+172
+00:13:56,400 --> 00:14:00,470
+هو ال average velocityالـ Average Velocity بتشبه
+
+173
+00:14:00,470 --> 00:14:04,770
+الـ Average Speed لكن الـ Average Velocity بحتاج
+
+174
+00:14:04,770 --> 00:14:09,270
+فيها على الاتجاه Average Velocity عبارة عن كمية
+
+175
+00:14:09,270 --> 00:14:13,710
+vector quantity كمية متجهة لها قيمة لها magnitude
+
+176
+00:14:13,710 --> 00:14:19,530
+and direction لها magnitude and directionأذا تعريف
+
+177
+00:14:19,530 --> 00:14:22,970
+الـ Average Velocity الإشارة هذه V وعليها شرطة
+
+178
+00:14:22,970 --> 00:14:27,850
+during a time interval ΔT خلال فترة زمانية ΔT is
+
+179
+00:14:27,850 --> 00:14:33,630
+the displacement ΔX divided by ΔT فالـ V average
+
+180
+00:14:33,630 --> 00:14:36,950
+اللي عشان أفرقها بين الـ V average speed هي عبارة
+
+181
+00:14:36,950 --> 00:14:40,650
+عن حرف الـ V وعليها شرطة هي عبارة عن هذه متوسط
+
+182
+00:14:40,650 --> 00:14:47,900
+السرعة الاتجاهية بدها تساوي ΔX على ΔTDelta X هي
+
+183
+00:14:47,900 --> 00:14:51,960
+عبارة عن X final ناقص X initial وDelta T هي عبارة
+
+184
+00:14:51,960 --> 00:14:57,680
+عن T final ناقص T initial Unit طبعا نفس وحدة ال
+
+185
+00:14:57,680 --> 00:15:00,860
+speed هي نفس وحدة ال velocity هي عبارة عن meter
+
+186
+00:15:00,860 --> 00:15:05,180
+per second في النظام الدوليunlike the average
+
+187
+00:15:05,180 --> 00:15:07,900
+speed which is always positive طبعا ال average
+
+188
+00:15:07,900 --> 00:15:11,580
+speed هي عبارة عن magnitude لل average velocity
+
+189
+00:15:11,580 --> 00:15:15,460
+وبالتالي ال average speed is always positive هي
+
+190
+00:15:15,460 --> 00:15:20,410
+عبارة عن قيمة مطلقة وهي موجبةلكن ال average
+
+191
+00:15:20,410 --> 00:15:23,450
+velocity of an object is an one dimension can be
+
+192
+00:15:23,450 --> 00:15:26,830
+either ممكن تكون positive أو ممكن تكون negative
+
+193
+00:15:26,830 --> 00:15:29,910
+إذا الفرق بين ال average speed و ال average
+
+194
+00:15:29,910 --> 00:15:33,650
+velocity ال average speed هي كمية قياسية و هي
+
+195
+00:15:33,650 --> 00:15:37,750
+دائما موجب ال average velocity كمية متجهة و هي
+
+196
+00:15:37,750 --> 00:15:43,370
+ممكن تكون موجب أو سالب حسب اتجاه الجسمتعتمد على
+
+197
+00:15:43,370 --> 00:15:48,030
+طبعا الإزاحة وتعتمد على اتجاه الجسم وين رايح لناخد
+
+198
+00:15:48,030 --> 00:15:52,070
+مثال على ال average velocity of the car is
+
+199
+00:15:52,070 --> 00:15:54,790
+positive in the upper illustration in the negative
+
+200
+00:15:54,790 --> 00:15:58,230
+in the lower illustration طبعا بالنسبة لهذا الشكل
+
+201
+00:15:58,230 --> 00:16:02,210
+بالنسبة لهذا الشكل بلاحظ أنه ال average velocity
+
+202
+00:16:02,210 --> 00:16:07,750
+كمية متجهة وقيمتها موجبة لإنه أنا عند مشيت انا من
+
+203
+00:16:07,750 --> 00:16:12,410
+ال a ل ال bفمعنى الكلام هنحكي احنا بيه vx final
+
+204
+00:16:12,410 --> 00:16:16,210
+نخص x initial اللي هي delta x تطلع لي موجب لكن
+
+205
+00:16:16,210 --> 00:16:20,330
+بالنسبة للشكل التاني بلاحظ انه تطلع لي delta x
+
+206
+00:16:20,330 --> 00:16:25,630
+تطلع لي سالب السالب تدل على انه اتجاه اتجاه هذه
+
+207
+00:16:25,630 --> 00:16:33,010
+الطبعا السرعة اتجاهها بالسالبas an example we can
+
+208
+00:16:33,010 --> 00:16:36,310
+use the data طبعا استخدمنا احنا البيانات اللي في
+
+209
+00:16:36,310 --> 00:16:39,730
+هذا الجدول لو انا اخدت ان اندي هذا بيمثل ال
+
+210
+00:16:39,730 --> 00:16:44,450
+position موقع السيارة عند منطقة A وB وC وD وF وE
+
+211
+00:16:44,450 --> 00:16:49,770
+في عند ال A لما كانت T صفر كانت X تلاتين لما عند
+
+212
+00:16:49,770 --> 00:16:55,840
+ال B كانت T عشرة و X اتنين وخمسينطيب لما بدوجد
+
+213
+00:16:55,840 --> 00:17:00,160
+المسافة أو ال average velocity بين A و B راح نحكي
+
+214
+00:17:00,160 --> 00:17:04,720
+X final اللي هي 52 نخص X initial اللي هي 30 فبطلع
+
+215
+00:17:04,720 --> 00:17:08,820
+معايا 2.2 موجة معناه ال velocity في هذه الحالة
+
+216
+00:17:08,820 --> 00:17:14,360
+موجة بقى لكن لو أخدت أنا من عند مثلا C ل F من C ل
+
+217
+00:17:14,360 --> 00:17:21,650
+Fبلاحظ أنه من C ل F ال final كانت ناقص 53 ناقص 38
+
+218
+00:17:21,650 --> 00:17:29,030
+فالجواب بيكون سالب فعشان أوضح هذه العلاقة بين ال
+
+219
+00:17:29,030 --> 00:17:32,550
+average speed و ال average velocity suppose اي car
+
+220
+00:17:32,550 --> 00:17:38,900
+follow path طبعا أفرض في عند سيارة مشيت من B لQو
+
+221
+00:17:38,900 --> 00:17:43,040
+سيارة تانية car path from B لـ Q during the same
+
+222
+00:17:43,040 --> 00:17:47,160
+time interval لو في عند سيارة بدأت من النقطة B و
+
+223
+00:17:47,160 --> 00:17:52,400
+راحت لـ Q سيارة تانية بدأت من Q و بدأت أيضًا بمسار
+
+224
+00:17:52,400 --> 00:17:56,560
+تاني برضه أيضًا من B ل Q لكن بمسار تاني خلال فترة
+
+225
+00:17:56,560 --> 00:18:01,740
+زمانية Delta T طبعًا في هذه الحالة فـ Delta T
+
+226
+00:18:01,740 --> 00:18:06,340
+للباث الأول بيساوي Delta T للمسار التاني لأنه حكى
+
+227
+00:18:06,340 --> 00:18:10,800
+لي بنفس الفترة الزمانيةلكن ال V average لل bath
+
+228
+00:18:10,800 --> 00:18:14,800
+الأول بتساوي ال V average لل bath التانية، ليش؟
+
+229
+00:18:14,800 --> 00:18:18,140
+لأنه أنا الإزاحة هي عبارة عن أقصر مسافة من نقطة
+
+230
+00:18:18,140 --> 00:18:22,820
+البداية للنهاية، الإزاحة هي أقصر مسافة من نقطة
+
+231
+00:18:22,820 --> 00:18:26,100
+البداية للنهاية، يعني في عندي جسم بدأ من النقطة B
+
+232
+00:18:26,100 --> 00:18:31,300
+و راح ل Q في المسار الأحمروجسم تاني بدأ من النقطة
+
+233
+00:18:31,300 --> 00:18:35,240
+B للمصاري cube في المصاري الأزرق الباث الأولاني
+
+234
+00:18:35,240 --> 00:18:40,140
+والمصاري الأزرق والمصاري الأحمر لهم نفس الزمن في
+
+235
+00:18:40,140 --> 00:18:43,720
+هذه الحالة لو بدي أخد أنا المصاري الأحمر الإزاحة
+
+236
+00:18:43,720 --> 00:18:47,770
+تبعته Delta XDelta X اللي هي عبارة عن X final نقص
+
+237
+00:18:47,770 --> 00:18:51,830
+initial المسار الأزرق الإزاحة تبعته هي عبارة عن
+
+238
+00:18:51,830 --> 00:18:55,890
+نقطة أقصر نقطة أو أقصر مسافة بين نقطة البداية
+
+239
+00:18:55,890 --> 00:19:00,110
+لنقطة النهاية فبتطلع X final نقص X initial معنى
+
+240
+00:19:00,110 --> 00:19:04,370
+الكلام ال V average ده المسار الأول بيساوي ال V
+
+241
+00:19:04,370 --> 00:19:08,690
+average ده المسار التاني لكن لو أجيت أخد ال V ..
+
+242
+00:19:08,690 --> 00:19:13,030
+اللي هي average speed ال average speed مش مع
+
+243
+00:19:13,030 --> 00:19:17,740
+تعريفها أنههي عبارة عن ال total path يعني المسار
+
+244
+00:19:17,740 --> 00:19:21,420
+كله أو ال total distance طيب لو إجت للمسار الأول
+
+245
+00:19:21,420 --> 00:19:26,920
+أزرخ ومشي مسافة هادر مسافة كبيرة المسار التاني مشي
+
+246
+00:19:26,920 --> 00:19:30,800
+الأحمر من ال plq فالمسار الأول أكبر من المسار
+
+247
+00:19:30,800 --> 00:19:35,740
+التاني و الزمن متساوي بيطلع عند V average للمسار
+
+248
+00:19:35,740 --> 00:19:41,040
+الأول أكبر من ال V average للمسار التاني يعني ال
+
+249
+00:19:41,040 --> 00:19:44,860
+average speed للمسار الأول أكبرمن ال average speed
+
+250
+00:19:44,860 --> 00:19:50,640
+للمسار التاني لأن المسافة اللى مشيها المسار الأول
+
+251
+00:19:50,640 --> 00:19:55,940
+أكبر من المسافة للمسار التاني طبعا المرة الجاية
+
+252
+00:19:55,940 --> 00:19:59,280
+بنستكمل ان شاء الله بقية الشبطر
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..8dbe7e4b3b34d8f90336109963a19a4ce36bcac0
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 2010, "start": 0.0, "end": 20.1, "text": "بعنوان motion in one dimension يعني الحركة في بعد واحد section 2-1 بعنوان displacement velocity and acceleration displacement يعني الإزاحة velocity يعني السرعة المتجهة we and ال acceleration التسارع بنتحدث عن displacement velocity and acceleration", "tokens": [3555, 3615, 1863, 2407, 7649, 5394, 294, 472, 10139, 37495, 22653, 21542, 31747, 3660, 8978, 39182, 36764, 24401, 3541, 568, 12, 16, 45030, 1863, 2407, 7649, 21899, 9269, 293, 17162, 21899, 37495, 22653, 33688, 11622, 39319, 3660, 9269, 37495, 22653, 21136, 2288, 27884, 9673, 2655, 7435, 3224, 3660, 321, 293, 2423, 17162, 16712, 3794, 9640, 3615, 4724, 29399, 24401, 12984, 18871, 21899, 9269, 293, 17162], "avg_logprob": -0.19247159136064124, "compression_ratio": 1.8457142857142856, "no_speech_prob": 4.172325134277344e-07, "words": [{"start": 0.0, "end": 0.86, "word": "بعنوان", "probability": 0.884912109375}, {"start": 0.86, "end": 1.38, "word": " motion", 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"end": 402.93, "text": "because the displacement has both magnitude لأن الإزاحة لها magnitude and direction فهي تعتبر يعني كمية فيزيائية متجهة فال displacement is vector quantity يعني هي كمية متجهة تعريف ل ال velocity ال velocity هي عبارة عن سرعة ولكن لها اتجاه ولها مقدار", "tokens": [17566, 264, 21899, 575, 1293, 15668, 5296, 33456, 33688, 11622, 39319, 3660, 5296, 11296, 15668, 293, 3513, 6156, 3224, 1829, 6055, 34268, 26890, 37495, 22653, 9122, 2304, 10632, 8978, 11622, 1829, 16373, 10632, 44650, 7435, 3224, 3660, 6156, 6027, 21899, 307, 8062, 11275, 37495, 22653, 39896, 9122, 2304, 10632, 44650, 7435, 3224, 3660, 37279, 16572, 5172, 5296, 2423, 9269, 2423, 9269, 39896, 6225, 3555, 9640, 3660, 18871, 8608, 2288, 27884, 35525, 19452, 5296, 11296, 1975, 2655, 7435, 40294, 35525, 11296, 3714, 28543, 9640], "avg_logprob": -0.11728050497670968, "compression_ratio": 1.6221198156682028, "no_speech_prob": 3.5762786865234375e-07, "words": [{"start": 374.81, "end": 375.55, "word": "because", 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"end": 703.97, "word": " الـ", "probability": 0.835205078125}, {"start": 703.97, "end": 704.23, "word": " Average", "probability": 0.940673828125}, {"start": 704.23, "end": 704.71, "word": " Speed", "probability": 0.9521484375}, {"start": 704.71, "end": 705.01, "word": " بدها", "probability": 0.560302734375}, {"start": 705.01, "end": 705.55, "word": " تساوي", "probability": 0.97216796875}, {"start": 705.55, "end": 706.51, "word": " 2", "probability": 0.98974609375}, {"start": 706.51, "end": 707.31, "word": ".29", "probability": 0.844482421875}, {"start": 707.31, "end": 708.11, "word": " كيلومتر", "probability": 0.906640625}, {"start": 708.11, "end": 708.29, "word": " في", "probability": 0.95751953125}, {"start": 708.29, "end": 708.67, "word": " الساعة", "probability": 0.9899088541666666}], "temperature": 1.0}, {"id": 33, "seek": 72880, "start": 710.12, "end": 728.8, "text": "نمر بيه what was his average speed before he stopped for enough طبعا what was his average speed بده متوسط السرعة القياسية للمرحلة قبل ما انه هو يتوقف و ياخد قيلولة طبعا هو ماشي نص نص نص kilometer", "tokens": [1863, 29973, 4724, 1829, 3224, 437, 390, 702, 4274, 3073, 949, 415, 5936, 337, 1547, 23032, 3555, 3615, 995, 437, 390, 702, 4274, 3073, 47525, 3224, 44650, 41779, 9566, 21136, 2288, 27884, 25062, 25528, 3794, 10632, 5296, 19528, 2288, 5016, 37977, 12174, 36150, 19446, 16472, 3224, 31439, 7251, 2655, 30543, 5172, 4032, 7251, 47283, 3215, 12174, 26895, 12610, 3660, 23032, 3555, 3615, 995, 31439, 3714, 33599, 1829, 8717, 9381, 8717, 9381, 8717, 9381, 33795], "avg_logprob": -0.19885416070620218, "compression_ratio": 1.541899441340782, "no_speech_prob": 2.384185791015625e-07, "words": [{"start": 710.12, "end": 710.5, "word": "نمر", "probability": 0.5963134765625}, {"start": 710.5, "end": 711.0, "word": " بيه", "probability": 0.5967610677083334}, {"start": 711.0, "end": 711.54, "word": " what", "probability": 0.68798828125}, {"start": 711.54, "end": 711.96, "word": " was", "probability": 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negative إذا الفرق بين ال average speed و ال average velocity ال average speed هي كمية قياسية و هي دائما موجب ال average velocity كمية متجهة و هي ممكن تكون موجب أو سالب حسب اتجاه الجسم", "tokens": [1211, 19452, 2423, 4274, 9269, 295, 364, 2657, 307, 364, 472, 10139, 393, 312, 2139, 3714, 43020, 6055, 30544, 3353, 34051, 3714, 43020, 6055, 30544, 3671, 11933, 15730, 27188, 2288, 4587, 49374, 2423, 4274, 3073, 4032, 2423, 4274, 9269, 2423, 4274, 3073, 39896, 9122, 2304, 10632, 12174, 25528, 3794, 10632, 4032, 39896, 11778, 16373, 15042, 3714, 29245, 3555, 2423, 4274, 9269, 9122, 2304, 10632, 44650, 7435, 3224, 3660, 4032, 39896, 3714, 43020, 6055, 30544, 3714, 29245, 3555, 34051, 8608, 6027, 3555, 11331, 35457, 1975, 2655, 7435, 40294, 25724, 38251], "avg_logprob": -0.12769096940755845, "compression_ratio": 1.946078431372549, "no_speech_prob": 4.172325134277344e-07, "words": [{"start": 919.53, "end": 919.99, "word": "لكن", "probability": 0.883056640625}, {"start": 919.99, "end": 920.13, 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انا", "probability": 0.6971435546875}, {"start": 967.59, "end": 967.75, "word": " من", "probability": 0.994140625}, {"start": 967.75, "end": 967.89, "word": " ال", "probability": 0.91455078125}, {"start": 967.89, "end": 968.03, "word": " a", "probability": 0.367919921875}, {"start": 968.03, "end": 968.13, "word": " ل", "probability": 0.71337890625}, {"start": 968.13, "end": 968.25, "word": " ال", "probability": 0.82763671875}, {"start": 968.25, "end": 968.45, "word": " b", "probability": 0.84765625}], "temperature": 1.0}, {"id": 45, "seek": 98957, "start": 969.15, "end": 989.57, "text": "فمعنى الكلام هنحكي احنا بيه vx final نخص x initial اللي هي delta x تطلع لي موجب لكن بالنسبة للشكل التاني بلاحظ انه تطلع لي delta x تطلع لي سالب السالب تدل على انه اتجاه اتجاه هذه الطبعا السرعة اتجاهها بالسالب", "tokens": [5172, 2304, 3615, 1863, 7578, 2423, 28820, 10943, 8032, 1863, 5016, 4117, 1829, 1975, 5016, 8315, 4724, 1829, 3224, 371, 87, 2572, 8717, 9778, 9381, 2031, 5883, 13672, 1829, 39896, 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"probability": 0.703369140625}, {"start": 971.31, "end": 972.03, "word": " vx", "probability": 0.46197509765625}, {"start": 972.03, "end": 972.41, "word": " final", "probability": 0.54638671875}, {"start": 972.41, "end": 972.75, "word": " نخص", "probability": 0.6078287760416666}, {"start": 972.75, "end": 972.95, "word": " x", "probability": 0.845703125}, {"start": 972.95, "end": 973.45, "word": " initial", "probability": 0.775390625}, {"start": 973.45, "end": 973.97, "word": " اللي", "probability": 0.6390380859375}, {"start": 973.97, "end": 974.07, "word": " هي", "probability": 0.7470703125}, {"start": 974.07, "end": 974.31, "word": " delta", "probability": 0.54931640625}, {"start": 974.31, "end": 974.55, "word": " x", "probability": 0.96337890625}, {"start": 974.55, "end": 974.79, "word": " تطلع", "probability": 0.8656005859375}, {"start": 974.79, "end": 974.91, "word": " لي", "probability": 0.263671875}, {"start": 974.91, "end": 975.41, "word": " موجب", "probability": 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995.11, "word": " احنا", "probability": 0.9415690104166666}, {"start": 995.11, "end": 996.05, "word": " البيانات", "probability": 0.946533203125}, {"start": 996.05, "end": 996.21, "word": " اللي", "probability": 0.841552734375}, {"start": 996.21, "end": 996.31, "word": " في", "probability": 0.62353515625}, {"start": 996.31, "end": 996.47, "word": " هذا", "probability": 0.8720703125}, {"start": 996.47, "end": 996.99, "word": " الجدول", "probability": 0.9366861979166666}, {"start": 996.99, "end": 997.57, "word": " لو", "probability": 0.89306640625}, {"start": 997.57, "end": 997.79, "word": " انا", "probability": 0.826904296875}, {"start": 997.79, "end": 998.25, "word": " اخدت", "probability": 0.8436279296875}, {"start": 998.25, "end": 998.59, "word": " ان", "probability": 0.453857421875}, {"start": 998.59, "end": 998.99, "word": " اندي", "probability": 0.6312255859375}, {"start": 998.99, "end": 999.21, "word": " هذا", "probability": 0.6748046875}, {"start": 999.21, "end": 999.63, "word": 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52 نخص X initial اللي هي 30 فبطلع معايا 2.2 موجة معناه ال velocity في هذه الحالة موجة بقى لكن لو أخدت أنا من عند مثلا C ل F من C ل F", "tokens": [9566, 1829, 3555, 5296, 15042, 47525, 29245, 3215, 9673, 3794, 31845, 3660, 34051, 2423, 4274, 9269, 49374, 316, 4032, 363, 12602, 39319, 8717, 5016, 4117, 1829, 1783, 2572, 13672, 1829, 39896, 18079, 8717, 9778, 9381, 1783, 5883, 13672, 1829, 39896, 2217, 6156, 3555, 9566, 1211, 3615, 20449, 995, 25528, 568, 13, 17, 3714, 29245, 3660, 20449, 8315, 3224, 2423, 9269, 8978, 29538, 21542, 6027, 3660, 3714, 29245, 3660, 4724, 4587, 7578, 44381, 45164, 5551, 9778, 3215, 2655, 41850, 9154, 43242, 50113, 15040, 383, 5296, 479, 9154, 383, 5296, 479], "avg_logprob": -0.19305555373430253, "compression_ratio": 1.4862385321100917, "no_speech_prob": 1.3709068298339844e-06, "words": [{"start": 1014.66, "end": 1015.08, "word": "طيب", "probability": 0.7316080729166666}, {"start": 1015.08, "end": 1015.36, "word": " لما", "probability": 0.7939453125}, 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"word": " average", "probability": 0.76171875}, {"start": 1174.78, "end": 1175.74, "word": " للمسار", "probability": 0.9766845703125}, {"start": 1175.74, "end": 1176.34, "word": " الأول", "probability": 0.991455078125}, {"start": 1176.34, "end": 1177.32, "word": " أكبر", "probability": 0.9720052083333334}, {"start": 1177.32, "end": 1177.8, "word": " من", "probability": 0.98779296875}, {"start": 1177.8, "end": 1178.16, "word": " ال", "probability": 0.57275390625}, {"start": 1178.16, "end": 1178.34, "word": " V", "probability": 0.94970703125}, {"start": 1178.34, "end": 1178.84, "word": " average", "probability": 0.82421875}, {"start": 1178.84, "end": 1179.44, "word": " للمسار", "probability": 0.9835205078125}, {"start": 1179.44, "end": 1179.94, "word": " التاني", "probability": 0.9851888020833334}, {"start": 1179.94, "end": 1180.64, "word": " يعني", "probability": 0.96826171875}, {"start": 1180.64, "end": 1181.04, "word": " ال", "probability": 0.8876953125}, {"start": 1181.04, "end": 1181.32, "word": " average", "probability": 0.79638671875}, {"start": 1181.32, "end": 1181.84, "word": " speed", "probability": 0.96533203125}, {"start": 1181.84, "end": 1182.38, "word": " للمسار", "probability": 0.9661865234375}, {"start": 1182.38, "end": 1182.86, "word": " الأول", "probability": 0.990478515625}, {"start": 1182.86, "end": 1183.68, "word": " أكبر", "probability": 0.9757486979166666}], "temperature": 1.0}, {"id": 54, "seek": 119928, "start": 1183.9, "end": 1199.28, "text": "من ال average speed للمسار التاني لأن المسافة اللى مشيها المسار الأول أكبر من المسافة للمسار التاني طبعا المرة الجاية بنستكمل ان شاء الله بقية الشبطر", "tokens": [27842, 2423, 4274, 3073, 5296, 19528, 3794, 9640, 16712, 7649, 1829, 5296, 33456, 9673, 3794, 31845, 3660, 13672, 7578, 37893, 1829, 11296, 9673, 3794, 9640, 16247, 12610, 5551, 4117, 26890, 9154, 9673, 3794, 31845, 3660, 5296, 19528, 3794, 9640, 16712, 7649, 1829, 23032, 3555, 3615, 995, 9673, 25720, 25724, 995, 10632, 44945, 14851, 24793, 1211, 16472, 13412, 16606, 21984, 4724, 4587, 10632, 25124, 3555, 9566, 2288], "avg_logprob": -0.153334884946026, "compression_ratio": 1.7755102040816326, "no_speech_prob": 1.1146068572998047e-05, "words": [{"start": 1183.9, "end": 1184.06, "word": "من", "probability": 0.78466796875}, {"start": 1184.06, "end": 1184.16, "word": " ال", "probability": 0.708984375}, {"start": 1184.16, "end": 1184.44, "word": " average", "probability": 0.126220703125}, {"start": 1184.44, "end": 1184.86, "word": " speed", "probability": 0.966796875}, {"start": 1184.86, "end": 1185.88, "word": " للمسار", "probability": 0.8974609375}, {"start": 1185.88, "end": 1186.52, "word": " التاني", "probability": 0.9378255208333334}, {"start": 1186.52, "end": 1187.3, "word": " لأن", "probability": 0.738037109375}, {"start": 1187.3, "end": 1188.84, "word": " المسافة", "probability": 0.967041015625}, {"start": 1188.84, "end": 1188.92, "word": " اللى", "probability": 0.8017578125}, {"start": 1188.92, "end": 1189.46, "word": " مشيها", "probability": 0.91845703125}, {"start": 1189.46, "end": 1190.22, "word": " المسار", "probability": 0.9879557291666666}, {"start": 1190.22, "end": 1190.64, "word": " الأول", "probability": 0.860107421875}, {"start": 1190.64, "end": 1191.16, "word": " أكبر", "probability": 0.919921875}, {"start": 1191.16, "end": 1191.6, "word": " من", "probability": 0.9794921875}, {"start": 1191.6, "end": 1192.4, "word": " المسافة", "probability": 0.990234375}, {"start": 1192.4, "end": 1193.3, "word": " للمسار", "probability": 0.953125}, {"start": 1193.3, "end": 1194.32, "word": " التاني", "probability": 0.93505859375}, {"start": 1194.32, "end": 1195.2, "word": " طبعا", "probability": 0.9412841796875}, {"start": 1195.2, "end": 1195.72, "word": " المرة", "probability": 0.759765625}, {"start": 1195.72, "end": 1195.94, "word": " الجاية", "probability": 0.85693359375}, {"start": 1195.94, "end": 1196.5, "word": " بنستكمل", "probability": 0.923583984375}, {"start": 1196.5, "end": 1196.6, "word": " ان", "probability": 0.53466796875}, {"start": 1196.6, "end": 1196.78, "word": " شاء", "probability": 0.988525390625}, {"start": 1196.78, "end": 1197.08, "word": " الله", "probability": 0.96044921875}, {"start": 1197.08, "end": 1198.66, "word": " بقية", "probability": 0.92041015625}, {"start": 1198.66, "end": 1199.28, "word": " الشبطر", "probability": 0.706787109375}], "temperature": 1.0}], "language": "ar", "language_probability": 1.0, "duration": 1199.891125, "duration_after_vad": 1190.44159375}
\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ab8ee5ec3cc459e7c4d6a1604cc5d2ece898c4ab
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/N1nT3soDAvc_raw.srt
@@ -0,0 +1,1008 @@
+1
+00:00:00,000 --> 00:00:04,000
+بعنوان motion in one dimension يعني الحركة في بعد
+
+2
+00:00:04,000 --> 00:00:08,800
+واحد section 2-1 بعنوان displacement velocity and
+
+3
+00:00:08,800 --> 00:00:12,220
+acceleration displacement يعني الإزاحة velocity
+
+4
+00:00:12,220 --> 00:00:16,400
+يعني السرعة المتجهة we and ال acceleration التسارع
+
+5
+00:00:16,400 --> 00:00:21,600
+بنتحدث عن displacement velocity and accelerationفي
+
+6
+00:00:21,600 --> 00:00:26,320
+تعريف الـdisplacement لـdescribe describing motion
+
+7
+00:00:26,320 --> 00:00:30,000
+requires some coordinate coordinate system and
+
+8
+00:00:30,000 --> 00:00:36,480
+specific origin عشان أنا أوصف أي يعني حركة بحتاج
+
+9
+00:00:36,480 --> 00:00:42,860
+إلى نظام محاور معينة وطبعا ومرجعية معينة اللي هي
+
+10
+00:00:42,860 --> 00:00:48,010
+specific origin سواء كان نقطة أو خطفي شكل اتنين
+
+11
+00:00:48,010 --> 00:00:53,590
+اتنين كمثال يعني في عندى سيارة بتتحرك خلال ال X
+
+12
+00:00:53,590 --> 00:01:00,050
+axis سيارة بتتحرك على محور X the coordinate of car
+
+13
+00:01:00,050 --> 00:01:05,250
+at anytime describe its positions طبعا السيارة
+
+14
+00:01:05,250 --> 00:01:10,230
+بتتحرك في محور X المحاور الكارتزية او اللى هو
+
+15
+00:01:10,230 --> 00:01:13,780
+المحور الأفقي اللى بتتحرك فيه السيارةعند أي زمن
+
+16
+00:01:13,780 --> 00:01:18,440
+بيوصفلي طبعا مكان السيارة وين in space and more
+
+17
+00:01:18,440 --> 00:01:22,040
+importantly its displacement at some given time of
+
+18
+00:01:22,040 --> 00:01:26,440
+interest في هذه الحالة ممكن أنا أعرف الإزاحة
+
+19
+00:01:26,440 --> 00:01:31,500
+الإزاحة هي displacement هي عبارة عن إزاحة متجهة لو
+
+20
+00:01:31,500 --> 00:01:35,860
+أنا عندي السيارة بدت من نقطة X1 وانتهت لنقطة X2
+
+21
+00:01:36,450 --> 00:01:42,390
+فالفرق بين X2 ناقص X1 هي Delta X أو الفرق بين إن
+
+22
+00:01:42,390 --> 00:01:46,310
+السيارة بدأت من نقطة وانتهت لنقطة أخرى خلال
+
+23
+00:01:46,310 --> 00:01:52,300
+مشوارها على محور X نقول إن الإزاحةهي عبارة عن
+
+24
+00:01:52,300 --> 00:01:56,200
+المسافة بين نقطة البداية والنهاية أو هي عبارة عن X
+
+25
+00:01:56,200 --> 00:02:00,420
+final ناقص X initial وهي تمثل الإزاحة ويرمز لها
+
+26
+00:02:00,420 --> 00:02:04,840
+بالرمز Delta X Delta X يعني هي عبارة عن الفرق بين
+
+27
+00:02:04,840 --> 00:02:09,480
+نقطة النهاية ناقص نقطة البدايةX initial بيسموها ال
+
+28
+00:02:09,480 --> 00:02:13,220
+initial position الموضوع الأول وال X final is the
+
+29
+00:02:13,220 --> 00:02:18,400
+final position إذا إذا أحنا ماشيين على محور X عشان
+
+30
+00:02:18,400 --> 00:02:23,640
+إيه سميتها Delta X طبعا ال unit of displacement
+
+31
+00:02:23,640 --> 00:02:27,660
+وحدة الإزاحة هي ال meter في نظام ال system
+
+32
+00:02:27,660 --> 00:02:33,080
+international أو النظام الدولي وحدتها meterطبعاً
+
+33
+00:02:33,080 --> 00:02:36,420
+هذا الشكل اللي احنا حكينا عنه لو كان عندي سيارة
+
+34
+00:02:36,420 --> 00:02:44,760
+تتحرك من النقطة A للنقطة B السيارة تتحرك
+
+35
+00:02:44,760 --> 00:02:49,680
+خلال الـ X Axis من النقطة A إلى النقطة B النقطة A
+
+36
+00:02:49,680 --> 00:02:54,020
+مقدرها 30 الـ Initial و النقطة B مقدرها 50 اللي هي
+
+37
+00:02:54,020 --> 00:02:57,140
+الـ Final فمعنى الكلام الإذاحة بهذه الحالة راح
+
+38
+00:02:57,140 --> 00:03:01,720
+نحكي Delta Xيعني X final اللي هي الخمسين ناقص X
+
+39
+00:03:01,720 --> 00:03:05,380
+initial تلاتين و بطلع عندي الجواب Delta X فهذا
+
+40
+00:03:05,380 --> 00:03:09,780
+الحالة عشرين لو كان عندي أنا السيارة في هذا الشكل
+
+41
+00:03:09,780 --> 00:03:15,320
+تتحرك to the left between point position C and F
+
+42
+00:03:15,320 --> 00:03:20,820
+لو السيارة رايحة لليسار بين النقطة C من هذه النقطة
+
+43
+00:03:20,820 --> 00:03:24,620
+اللي هي أربعين لنقطة F يعني السيارة هذه بعتبرها
+
+44
+00:03:24,620 --> 00:03:29,300
+نقطة البداية أربعينوالـ F اللي هي minus 60 هي نقطة
+
+45
+00:03:29,300 --> 00:03:33,300
+النهاية فعند إيجاد Delta X لهذه الحالة الـ X
+
+46
+00:03:33,300 --> 00:03:37,700
+النهائية كانت ناقص 60 الإبتدائية ناقص 40 فبنحكي
+
+47
+00:03:37,700 --> 00:03:42,160
+النهائية ناقص 60 ناقص 40 فبتطلع تقريبا ناقص 100
+
+48
+00:03:42,160 --> 00:03:49,170
+إذا إحنا بدنا نوجد اللي هي الإزاحة لنقطتينالشكل
+
+49
+00:03:49,170 --> 00:03:54,550
+هذا بوضح لي خط يعني منحنى ممثل بين ال X و ال T
+
+50
+00:03:54,550 --> 00:03:59,290
+منحنى بين ال position و بين الزمن المنحنى عندي انا
+
+51
+00:03:59,290 --> 00:04:05,510
+particle او سيارة تحركت من النقطة A لنقطة B لنقطة
+
+52
+00:04:05,510 --> 00:04:12,820
+C ثم D ثم A ثم F كطبعا هذا اللي هو الشكلهنا car في
+
+53
+00:04:12,820 --> 00:04:15,760
+هذا الشكل move back and forth along a straight
+
+54
+00:04:15,760 --> 00:04:21,100
+line taken to be the x-axis في B اللي هو عبارة عن
+
+55
+00:04:21,100 --> 00:04:25,980
+منحنى of position يعني منحنى بيمثل المكان او
+
+56
+00:04:25,980 --> 00:04:29,540
+الموقع versus time بالنسبة الموقع بالنسبة لزمن
+
+57
+00:04:29,540 --> 00:04:34,300
+time for the motion of the car بالنسبة لحركة سيارة
+
+58
+00:04:34,300 --> 00:04:41,870
+او حركة اي particleمن خلال تعريف الإزاحة بلاحظ إن
+
+59
+00:04:41,870 --> 00:04:46,710
+Delta X زي ما حكينا ممكن تكون موجبة أو سالبة ف is
+
+60
+00:04:46,710 --> 00:04:50,610
+positive إذا كانت ال X final أكبر من X initial
+
+61
+00:04:50,610 --> 00:04:54,530
+بتطلع لنا positive لإن Delta X بتساوي X final ناقص
+
+62
+00:04:54,530 --> 00:04:59,450
+X initial إذا كانت X initial أكبر من X أو سالبة
+
+63
+00:04:59,450 --> 00:05:02,670
+يعنيفبطلع ال position إذا كانت ال X initial
+
+64
+00:05:02,670 --> 00:05:06,130
+negative if X final is less than X initial for
+
+65
+00:05:06,130 --> 00:05:10,870
+example مثلا if the car move from A ل B لو راحت من
+
+66
+00:05:10,870 --> 00:05:15,770
+A ل B زي ما حكينا ال X final هنا كان معرفها 52 حسب
+
+67
+00:05:15,770 --> 00:05:20,550
+ال curve و ال X initial 30 فبتطلع Delta X بتساوي
+
+68
+00:05:20,550 --> 00:05:24,650
+22 فالإزاحة اللي هي displacement is in the
+
+69
+00:05:24,650 --> 00:05:29,150
+positive X directionلو كان عندي أنا بالنسبة اللي
+
+70
+00:05:29,150 --> 00:05:34,900
+حكيناها من المنطقة «C» للـ «File F»فبلاحظ إن X
+
+71
+00:05:34,900 --> 00:05:40,700
+final كانت 53 بالظبط و X initial كانت 38 فالجواب
+
+72
+00:05:40,700 --> 00:05:45,060
+ناقص 91 متر هذا الاتجاه بيدللي فقط على اتجاه
+
+73
+00:05:45,060 --> 00:05:50,420
+الإزاحة إلى اليسار إذا ال displacement يعني
+
+74
+00:05:50,420 --> 00:05:55,240
+الإزاحة is in the negative X direction إذا كان هي
+
+75
+00:05:55,240 --> 00:05:59,960
+طلعت لب السالبالشكل طبعا اتنين بيه اللي هو عبارة
+
+76
+00:05:59,960 --> 00:06:03,840
+عن ال graph اللي هي عبارة عن يعني curve او منحنى
+
+77
+00:06:03,840 --> 00:06:09,140
+منحنى اللي هو يمثل اللي هو موقع السيارة بالنسبة ل
+
+78
+00:06:09,140 --> 00:06:12,340
+.. ل .. ده اللي فيه الزمن function يعني ده اللي
+
+79
+00:06:12,340 --> 00:06:16,150
+فيه ال time ده اللي في الزمنbecause the
+
+80
+00:06:16,150 --> 00:06:23,230
+displacement has both magnitude لأن الإزاحة لها
+
+81
+00:06:23,230 --> 00:06:28,770
+magnitude and direction فهي تعتبر يعني كمية
+
+82
+00:06:28,770 --> 00:06:33,350
+فيزيائية متجهة فال displacement is vector quantity
+
+83
+00:06:33,350 --> 00:06:38,110
+يعني هي كمية متجهة تعريف ل ال velocity ال velocity
+
+84
+00:06:38,110 --> 00:06:43,700
+هي عبارة عن سرعة ولكن لها اتجاه ولها مقدارin
+
+85
+00:06:43,700 --> 00:06:47,280
+everyday usage the term speed and velocity are
+
+86
+00:06:47,280 --> 00:06:52,160
+interchangeable in physics بالنسبة للحالة يعني
+
+87
+00:06:52,160 --> 00:06:56,560
+بالأيام العادية أو بحوار الناس مع بعض ممكن يعتبروا
+
+88
+00:06:56,560 --> 00:07:01,100
+ال velocity و ال speed زي بعض لكن بالفيزيا في فرق
+
+89
+00:07:01,100 --> 00:07:06,150
+بين ال velocity and speedالـ speed هي عبارة عن
+
+90
+00:07:06,150 --> 00:07:11,230
+scalar quantity هي عبارة عن مقدار ال velocity وهي
+
+91
+00:07:11,230 --> 00:07:16,570
+عبارة عن كمية يعني قياسية ال speed ده دول فقط على
+
+92
+00:07:16,570 --> 00:07:20,490
+المقدار having only magnitude having only
+
+93
+00:07:20,490 --> 00:07:25,050
+magnitude يعني لها مقدار فقط في حين إنه ال
+
+94
+00:07:25,050 --> 00:07:30,190
+velocity عبارة عن كمية متجهة أيضًا الكمية المتجهة
+
+95
+00:07:30,190 --> 00:07:35,680
+having both magnitudeوالتجارة لماذا يجب أن يكون
+
+96
+00:07:35,680 --> 00:07:40,420
+السرير فيكتور إذا كنت ترغب في الوصول إلى مدينة لو
+
+97
+00:07:40,420 --> 00:07:46,520
+احنا روحنا على بلد مثلا بتبعد سبعين كيلومتر في وقت
+
+98
+00:07:46,520 --> 00:07:53,530
+ساعةفي ساعة it's not enough to drive at speed of
+
+99
+00:07:53,530 --> 00:07:57,770
+70 km في الساعة you must travel in the correct
+
+100
+00:07:57,770 --> 00:08:02,630
+direction as well يعني لما بدنا احنا نتجه لمنطقة
+
+101
+00:08:02,630 --> 00:08:08,090
+معينة بتبعد 70 kilometer نقول ان احنا بنتحرك بسرعة
+
+102
+00:08:08,090 --> 00:08:12,730
+70 kilometer في الساعةهذا سبعين كيلومتر في الساعة
+
+103
+00:08:12,730 --> 00:08:16,730
+هو مجرد مقدار السرعة اللي انا بدي اتحرك فيها لكي
+
+104
+00:08:16,730 --> 00:08:22,710
+اتوجه الى هذه المدينة لكن لو حكينا انه انا مشيت
+
+105
+00:08:22,710 --> 00:08:26,090
+سبعين كيلومتر في الساعة ناحية الشمال او الشرق او
+
+106
+00:08:26,090 --> 00:08:30,610
+الجنوب معنى الكلام انا بتحرك باتجاه طالما انا
+
+107
+00:08:30,610 --> 00:08:34,730
+بتحرك باتجاه اذا بتكون عندى انا velocity لها مقدار
+
+108
+00:08:34,730 --> 00:08:41,450
+و لها اتجاه نيجي نعرف حاجة اسمها average speedالـ
+
+109
+00:08:41,450 --> 00:08:45,110
+Average Speed اللي هي عبارة عن متوسط السرعة
+
+110
+00:08:45,110 --> 00:08:49,970
+القياسية The average speed of an object متوسط
+
+111
+00:08:49,970 --> 00:08:53,750
+السرعة الاتجاهية لأي جسم over a given time
+
+112
+00:08:53,750 --> 00:08:57,790
+interval في فترة زمانية معينة is the length of the
+
+113
+00:08:57,790 --> 00:09:02,270
+path it travels divided by the total elapsed time
+
+114
+00:09:02,920 --> 00:09:09,140
+يعني تعريف السرعة القياسية السرعة القياسية متوسط
+
+115
+00:09:09,140 --> 00:09:13,660
+السرعة القياسية هو عبارة عن المسار الفعلي المسار
+
+116
+00:09:13,660 --> 00:09:17,900
+الفعلي الذي ماشيته السيارة أو المسار الفعلي الذي
+
+117
+00:09:17,900 --> 00:09:24,660
+ماشيها أي جسم على الزمن المستغرق خلال هذا المشوار
+
+118
+00:09:24,660 --> 00:09:29,130
+ف average speed هي V averageبدها تساوي D يعني
+
+119
+00:09:29,130 --> 00:09:32,730
+distance المسافة الفعلية أو المسار الفعلي على
+
+120
+00:09:32,730 --> 00:09:37,090
+الزمن الكل أو التغير في الزمن هذا هو ال average
+
+121
+00:09:37,090 --> 00:09:42,210
+speed وتعريفها طبعا وحدة ال average speed هي عبارة
+
+122
+00:09:42,210 --> 00:09:45,350
+عن ال meter per second يعني ال متر في الثانية
+
+123
+00:09:45,350 --> 00:09:49,670
+بالنظام الدولي اللي هو اسمهsystem international
+
+124
+00:09:49,670 --> 00:09:54,630
+النظام الدولي اللى بقيس بى ال meter kilogram ثانية
+
+125
+00:09:54,630 --> 00:10:01,570
+بالنسبالى ال example ع هذا الكلام a turtle and a
+
+126
+00:10:01,570 --> 00:10:06,450
+rabbit engage in a fortress over a distance of 40
+
+127
+00:10:06,450 --> 00:10:13,670
+kilo فى عندي سلحفا و أرنببتسابقوا على طريق طبعا
+
+128
+00:10:13,670 --> 00:10:17,970
+على يعني في مسار يعني ماشي على الأقدام في سباق
+
+129
+00:10:17,970 --> 00:10:23,670
+الماشي على الأقدام مسافة أربع كيلو طبعا الأرناب
+
+130
+00:10:23,670 --> 00:10:29,370
+ماشي أو جري جري تقريبا نص كيلومتر بعد هيك then
+
+131
+00:10:29,370 --> 00:10:35,170
+stops بعد هيك توقفأخد هذا الزمن قدره تسعين minutes
+
+132
+00:10:35,170 --> 00:10:41,750
+ناب بعد ما اتوقف الوقوف أو اللي يعني أخد قيلولة
+
+133
+00:10:41,750 --> 00:10:47,690
+مدتها تسعين minutes upon a walking he remember the
+
+134
+00:10:47,690 --> 00:10:53,500
+rest and runs twice as fastهو جالس بياخد قيلولة
+
+135
+00:10:53,500 --> 00:11:00,020
+تذكر انه في سباق ف جري جري ضيف السرعة اللى هو جري
+
+136
+00:11:00,020 --> 00:11:04,660
+فيها بالأولFinishing the course is a total time
+
+137
+00:11:04,660 --> 00:11:11,280
+طبعا استغلق الزمن الكل لهاي الرحلة تقريبا 1.75
+
+138
+00:11:11,280 --> 00:11:17,560
+ساعة The rabbit wins طبعا the راس الارنب كسب السبق
+
+139
+00:11:17,560 --> 00:11:21,440
+المطلوب من أن انا وجد calculate the average speed
+
+140
+00:11:21,440 --> 00:11:25,830
+of the rabbit بد أوجد ال average speedلإيجاد الـ
+
+141
+00:11:25,830 --> 00:11:30,370
+Average Speed أنا محتاج أوجد الـ Total Distance
+
+142
+00:11:30,370 --> 00:11:34,750
+يعني المسافة الفعلية أو المسار الفعلي اللي الأرنب
+
+143
+00:11:34,750 --> 00:11:37,970
+ماشي طبعا الـ Average Speed أنا المسار الفعلي
+
+144
+00:11:37,970 --> 00:11:43,970
+مقداره 4 كيلومتر و الزمن كله 1.75 ساعة إذا الـ
+
+145
+00:11:43,970 --> 00:11:50,500
+Average Speed بدها تساوي 2.29 كيلومتر في الساعةنمر
+
+146
+00:11:50,500 --> 00:11:54,620
+بيه what was his average speed before he stopped
+
+147
+00:11:54,620 --> 00:11:58,860
+for enough طبعا what was his average speed بده
+
+148
+00:11:58,860 --> 00:12:03,860
+متوسط السرعة القياسية للمرحلة قبل ما انه هو يتوقف
+
+149
+00:12:03,860 --> 00:12:10,970
+و ياخد قيلولة طبعا هو ماشي نص نص نص kilometerلكن
+
+150
+00:12:10,970 --> 00:12:14,810
+الساعة اللى مشي اللى طبعا انا هو توقف لمدة 90
+
+151
+00:12:14,810 --> 00:12:19,970
+دقيقة فال 90 دقيقة عبارة عن واحد و نص ساعة فهو أخد
+
+152
+00:12:19,970 --> 00:12:25,590
+قيلولة مدتها واحد و نص ساعة من الزمن الكلي فهنطرح
+
+153
+00:12:25,590 --> 00:12:30,970
+الزمن الكلي اللى هو 1.75 ناقص الواحد و نص حيث هو
+
+154
+00:12:30,970 --> 00:12:35,670
+عندى ربع ساعة هذا الربع ساعة هو الزمن اللى استغرقه
+
+155
+00:12:35,670 --> 00:12:41,670
+الأرنب في اللى هىالمشي او الجري او الجري في مرحلة
+
+156
+00:12:41,670 --> 00:12:45,950
+السباق طبعا طرحت منه اللي هو تسعين دقيقة اللي
+
+157
+00:12:45,950 --> 00:12:50,650
+الأرنب كان فيها نايم some of running times الان
+
+158
+00:12:50,650 --> 00:12:54,970
+انا الفترة كلها ال point خمسة اتنينكانت عبارة عن
+
+159
+00:12:54,970 --> 00:12:58,630
+مرحلة أولى مرحلة تانية طبعا استثمنا مرحلات اللى هو
+
+160
+00:12:58,630 --> 00:13:03,670
+الراحة ال T1 زي ال T2 كانت بتساوي ربع ساعة ف T1
+
+161
+00:13:03,670 --> 00:13:09,110
+بدها تساوي D1 على V1 و T2 بدها تساوي D2 على V2
+
+162
+00:13:09,110 --> 00:13:13,050
+الزمن بيساوي مسافة على سرعة و الزمن التاني المسافة
+
+163
+00:13:13,050 --> 00:13:17,690
+التانية على السرعة التانيةالمسافة الأولى هو ماشي
+
+164
+00:13:17,690 --> 00:13:22,250
+نص كيلو والمسافة الكلية أربعة كيلو فبطرح الأربعة
+
+165
+00:13:22,250 --> 00:13:25,590
+كيلو ناقص النص بطلع عندى المسافة التانية تلاتة و
+
+166
+00:13:25,590 --> 00:13:31,470
+نص المسافة الأولى كانت سريعتها V1 المسافة التانية
+
+167
+00:13:31,470 --> 00:13:36,180
+لما حس أنه متأخرصارت سرعتها 2 ضعف السرعة الأولى 2
+
+168
+00:13:36,180 --> 00:13:42,680
+V1 بدها تساوي 0.25 hour وبالتالي من خلال هذه
+
+169
+00:13:42,680 --> 00:13:47,520
+المعادلة التانية بقى حل لإيجاد V1 وبتطلع عندي
+
+170
+00:13:47,520 --> 00:13:51,200
+السرعة الأولى أو السرعة اللى كهو ماشي فيها هي
+
+171
+00:13:51,200 --> 00:13:56,400
+عبارة عن 9 كيلومتر في الساعة طبعا تعريف أخر اللى
+
+172
+00:13:56,400 --> 00:14:00,470
+هو ال average velocityالـ Average Velocity بتشبه
+
+173
+00:14:00,470 --> 00:14:04,770
+الـ Average Speed لكن الـ Average Velocity بحتاج
+
+174
+00:14:04,770 --> 00:14:09,270
+فيها على الاتجاه Average Velocity عبارة عن كمية
+
+175
+00:14:09,270 --> 00:14:13,710
+vector quantity كمية متجهة لها قيمة لها magnitude
+
+176
+00:14:13,710 --> 00:14:19,530
+and direction لها magnitude and directionأذا تعريف
+
+177
+00:14:19,530 --> 00:14:22,970
+الـ Average Velocity الإشارة هذه V وعليها شرطة
+
+178
+00:14:22,970 --> 00:14:27,850
+during a time interval ΔT خلال فترة زمانية ΔT is
+
+179
+00:14:27,850 --> 00:14:33,630
+the displacement ΔX divided by ΔT فالـ V average
+
+180
+00:14:33,630 --> 00:14:36,950
+اللي عشان أفرقها بين الـ V average speed هي عبارة
+
+181
+00:14:36,950 --> 00:14:40,650
+عن حرف الـ V وعليها شرطة هي عبارة عن هذه متوسط
+
+182
+00:14:40,650 --> 00:14:47,900
+السرعة الاتجاهية بدها تساوي ΔX على ΔTDelta X هي
+
+183
+00:14:47,900 --> 00:14:51,960
+عبارة عن X final ناقص X initial وDelta T هي عبارة
+
+184
+00:14:51,960 --> 00:14:57,680
+عن T final ناقص T initial Unit طبعا نفس وحدة ال
+
+185
+00:14:57,680 --> 00:15:00,860
+speed هي نفس وحدة ال velocity هي عبارة عن meter
+
+186
+00:15:00,860 --> 00:15:05,180
+per second في النظام الدوليunlike the average
+
+187
+00:15:05,180 --> 00:15:07,900
+speed which is always positive طبعا ال average
+
+188
+00:15:07,900 --> 00:15:11,580
+speed هي عبارة عن magnitude لل average velocity
+
+189
+00:15:11,580 --> 00:15:15,460
+وبالتالي ال average speed is always positive هي
+
+190
+00:15:15,460 --> 00:15:20,410
+عبارة عن قيمة مطلقة وهي موجبةلكن ال average
+
+191
+00:15:20,410 --> 00:15:23,450
+velocity of an object is an one dimension can be
+
+192
+00:15:23,450 --> 00:15:26,830
+either ممكن تكون positive أو ممكن تكون negative
+
+193
+00:15:26,830 --> 00:15:29,910
+إذا الفرق بين ال average speed و ال average
+
+194
+00:15:29,910 --> 00:15:33,650
+velocity ال average speed هي كمية قياسية و هي
+
+195
+00:15:33,650 --> 00:15:37,750
+دائما موجب ال average velocity كمية متجهة و هي
+
+196
+00:15:37,750 --> 00:15:43,370
+ممكن تكون موجب أو سالب حسب اتجاه الجسمتعتمد على
+
+197
+00:15:43,370 --> 00:15:48,030
+طبعا الإزاحة وتعتمد على اتجاه الجسم وين رايح لناخد
+
+198
+00:15:48,030 --> 00:15:52,070
+مثال على ال average velocity of the car is
+
+199
+00:15:52,070 --> 00:15:54,790
+positive in the upper illustration in the negative
+
+200
+00:15:54,790 --> 00:15:58,230
+in the lower illustration طبعا بالنسبة لهذا الشكل
+
+201
+00:15:58,230 --> 00:16:02,210
+بالنسبة لهذا الشكل بلاحظ أنه ال average velocity
+
+202
+00:16:02,210 --> 00:16:07,750
+كمية متجهة وقيمتها موجبة لإنه أنا عند مشيت انا من
+
+203
+00:16:07,750 --> 00:16:12,410
+ال a ل ال bفمعنى الكلام هنحكي احنا بيه vx final
+
+204
+00:16:12,410 --> 00:16:16,210
+نخص x initial اللي هي delta x تطلع لي موجب لكن
+
+205
+00:16:16,210 --> 00:16:20,330
+بالنسبة للشكل التاني بلاحظ انه تطلع لي delta x
+
+206
+00:16:20,330 --> 00:16:25,630
+تطلع لي سالب السالب تدل على انه اتجاه اتجاه هذه
+
+207
+00:16:25,630 --> 00:16:33,010
+الطبعا السرعة اتجاهها بالسالبas an example we can
+
+208
+00:16:33,010 --> 00:16:36,310
+use the data طبعا استخدمنا احنا البيانات اللي في
+
+209
+00:16:36,310 --> 00:16:39,730
+هذا الجدول لو انا اخدت ان اندي هذا بيمثل ال
+
+210
+00:16:39,730 --> 00:16:44,450
+position موقع السيارة عند منطقة A وB وC وD وF وE
+
+211
+00:16:44,450 --> 00:16:49,770
+في عند ال A لما كانت T صفر كانت X تلاتين لما عند
+
+212
+00:16:49,770 --> 00:16:55,840
+ال B كانت T عشرة و X اتنين وخمسينطيب لما بدوجد
+
+213
+00:16:55,840 --> 00:17:00,160
+المسافة أو ال average velocity بين A و B راح نحكي
+
+214
+00:17:00,160 --> 00:17:04,720
+X final اللي هي 52 نخص X initial اللي هي 30 فبطلع
+
+215
+00:17:04,720 --> 00:17:08,820
+معايا 2.2 موجة معناه ال velocity في هذه الحالة
+
+216
+00:17:08,820 --> 00:17:14,360
+موجة بقى لكن لو أخدت أنا من عند مثلا C ل F من C ل
+
+217
+00:17:14,360 --> 00:17:21,650
+Fبلاحظ أنه من C ل F ال final كانت ناقص 53 ناقص 38
+
+218
+00:17:21,650 --> 00:17:29,030
+فالجواب بيكون سالب فعشان أوضح هذه العلاقة بين ال
+
+219
+00:17:29,030 --> 00:17:32,550
+average speed و ال average velocity suppose اي car
+
+220
+00:17:32,550 --> 00:17:38,900
+follow path طبعا أفرض في عند سيارة مشيت من B لQو
+
+221
+00:17:38,900 --> 00:17:43,040
+سيارة تانية car path from B لـ Q during the same
+
+222
+00:17:43,040 --> 00:17:47,160
+time interval لو في عند سيارة بدأت من النقطة B و
+
+223
+00:17:47,160 --> 00:17:52,400
+راحت لـ Q سيارة تانية بدأت من Q و بدأت أيضًا بمسار
+
+224
+00:17:52,400 --> 00:17:56,560
+تاني برضه أيضًا من B ل Q لكن بمسار تاني خلال فترة
+
+225
+00:17:56,560 --> 00:18:01,740
+زمانية Delta T طبعًا في هذه الحالة فـ Delta T
+
+226
+00:18:01,740 --> 00:18:06,340
+للباث الأول بيساوي Delta T للمسار التاني لأنه حكى
+
+227
+00:18:06,340 --> 00:18:10,800
+لي بنفس الفترة الزمانيةلكن ال V average لل bath
+
+228
+00:18:10,800 --> 00:18:14,800
+الأول بتساوي ال V average لل bath التانية، ليش؟
+
+229
+00:18:14,800 --> 00:18:18,140
+لأنه أنا الإزاحة هي عبارة عن أقصر مسافة من نقطة
+
+230
+00:18:18,140 --> 00:18:22,820
+البداية للنهاية، الإزاحة هي أقصر مسافة من نقطة
+
+231
+00:18:22,820 --> 00:18:26,100
+البداية للنهاية، يعني في عندي جسم بدأ من النقطة B
+
+232
+00:18:26,100 --> 00:18:31,300
+و راح ل Q في المسار الأحمروجسم تاني بدأ من النقطة
+
+233
+00:18:31,300 --> 00:18:35,240
+B للمصاري cube في المصاري الأزرق الباث الأولاني
+
+234
+00:18:35,240 --> 00:18:40,140
+والمصاري الأزرق والمصاري الأحمر لهم نفس الزمن في
+
+235
+00:18:40,140 --> 00:18:43,720
+هذه الحالة لو بدي أخد أنا المصاري الأحمر الإزاحة
+
+236
+00:18:43,720 --> 00:18:47,770
+تبعته Delta XDelta X اللي هي عبارة عن X final نقص
+
+237
+00:18:47,770 --> 00:18:51,830
+initial المسار الأزرق الإزاحة تبعته هي عبارة عن
+
+238
+00:18:51,830 --> 00:18:55,890
+نقطة أقصر نقطة أو أقصر مسافة بين نقطة البداية
+
+239
+00:18:55,890 --> 00:19:00,110
+لنقطة النهاية فبتطلع X final نقص X initial معنى
+
+240
+00:19:00,110 --> 00:19:04,370
+الكلام ال V average ده المسار الأول بيساوي ال V
+
+241
+00:19:04,370 --> 00:19:08,690
+average ده المسار التاني لكن لو أجيت أخد ال V ..
+
+242
+00:19:08,690 --> 00:19:13,030
+اللي هي average speed ال average speed مش مع
+
+243
+00:19:13,030 --> 00:19:17,740
+تعريفها أنههي عبارة عن ال total path يعني المسار
+
+244
+00:19:17,740 --> 00:19:21,420
+كله أو ال total distance طيب لو إجت للمسار الأول
+
+245
+00:19:21,420 --> 00:19:26,920
+أزرخ ومشي مسافة هادر مسافة كبيرة المسار التاني مشي
+
+246
+00:19:26,920 --> 00:19:30,800
+الأحمر من ال plq فالمسار الأول أكبر من المسار
+
+247
+00:19:30,800 --> 00:19:35,740
+التاني و الزمن متساوي بيطلع عند V average للمسار
+
+248
+00:19:35,740 --> 00:19:41,040
+الأول أكبر من ال V average للمسار التاني يعني ال
+
+249
+00:19:41,040 --> 00:19:44,860
+average speed للمسار الأول أكبرمن ال average speed
+
+250
+00:19:44,860 --> 00:19:50,640
+للمسار التاني لأن المسافة اللى مشيها المسار الأول
+
+251
+00:19:50,640 --> 00:19:55,940
+أكبر من المسافة للمسار التاني طبعا المرة الجاية
+
+252
+00:19:55,940 --> 00:19:59,280
+بنستكمل ان شاء الله بقية الشبطر
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek.srt
new file mode 100644
index 0000000000000000000000000000000000000000..466512a42b37c634e4408979d87cec802e4a2f92
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek.srt
@@ -0,0 +1,738 @@
+1
+00:00:01,500 --> 00:00:08,860
+Exposure factors هو  عن العوامل المؤثرة على التي
+
+2
+00:00:08,860 --> 00:00:14,480
+ممكن تتحكم في الأشعة الخاصة في أنبوبة أشعة X يوجد
+
+3
+00:00:14,480 --> 00:00:22,410
+ثلاثة عوامل تؤثر على/ تتحكم في الأشعة القادمة من الأنبوبة
+
+4
+00:00:22,410 --> 00:00:28,830
+هي x-ray tube، أنبوبة الأشعة الأول اللي هو كيلو فولت
+
+5
+00:00:28,830 --> 00:00:33,490
+اللي هو عبارة عن فرق الجهد بين الكاثود والأنود هو
+
+6
+00:00:33,490 --> 00:00:36,110
+الـ potential difference between the cathode and
+
+7
+00:00:36,110 --> 00:00:40,280
+the anode during the production of the x-ray خلال
+
+8
+00:00:40,280 --> 00:00:46,380
+إنتاج الأشعة السينية. كلما زادت الـ kilovolt زادت
+
+9
+00:00:46,380 --> 00:00:51,180
+طاقة الأشعة السينية، وكلما زادت طاقة الأشعة السينية زادت قدرتها
+
+10
+00:00:51,180 --> 00:00:52,660
+على الاختراق.
+
+11
+00:00:54,970 --> 00:00:57,730
+أيضا، the higher the energy of x-ray the greater
+
+12
+00:00:57,730 --> 00:01:01,010
+their ability to penetrate.  زي ما حكينا أنه كلما
+
+13
+00:01:01,010 --> 00:01:04,930
+زادت طاقة الأشعة السينية، كلما زادت قدرتها على
+
+14
+00:01:04,930 --> 00:01:08,170
+الاختراق. العامل الثاني، أو الـ factor الثاني،
+
+15
+00:01:08,170 --> 00:01:11,950
+يسمى الـ milliamperes.  الـ milliamperes هي وحدة قياس
+
+16
+00:01:11,950 --> 00:01:17,060
+التيار، ورمزها milliampere.  The higher the
+
+17
+00:01:17,060 --> 00:01:19,920
+milliampere، the more electrons are emitted from
+
+18
+00:01:19,920 --> 00:01:22,660
+the cathode to the anode، which leads to the
+
+19
+00:01:22,660 --> 00:01:26,480
+increase in the amount of x-ray. طبعا الـ
+
+20
+00:01:26,480 --> 00:01:30,220
+milliampere، كل ما زادت قيمة الـ milliampere، وطبعا
+
+21
+00:01:30,220 --> 00:01:33,820
+زاد عدد الإلكترونات المنبعثة من الكاثود إلى القطب
+
+22
+00:01:33,820 --> 00:01:39,740
+الموجب، ما يؤدي إلى زيادة كمية أشعة X.  أيضا، العامل
+
+23
+00:01:39,740 --> 00:01:43,190
+الثالث، duration of the production of the rays، مدة
+
+24
+00:01:43,190 --> 00:01:47,410
+إنتاج أشعة X.  The longer the period، إذا كانت
+
+25
+00:01:47,410 --> 00:01:52,390
+طالت مدة الإنتاج، the longer the period of the
+
+26
+00:01:52,390 --> 00:01:56,690
+production of the rays، إذا طالت مدة إنتاج هذه
+
+27
+00:01:56,690 --> 00:02:00,910
+الأشعة، فـ the greater the amount of rays. فبيكون
+
+28
+00:02:00,910 --> 00:02:05,370
+عندنا كمية الأشعة التي تقاس في الثانية قد زادت.
+
+29
+00:02:07,120 --> 00:02:13,100
+بالنسبة لمصادر الأشعة السينية أيضا، بالنسبة لمصادر x-ray،
+
+30
+00:02:13,100 --> 00:02:18,900
+زي ما وضحنا سابقا، هي عبارة عن أنابيب... تنتج من
+
+31
+00:02:18,900 --> 00:02:23,430
+أنبوبة أشعة الكاثود، و particle accelerators،
+
+32
+00:02:23,430 --> 00:02:27,130
+يعني بتسريع الجسيمات.  في عندنا linear accelerator of
+
+33
+00:02:27,130 --> 00:02:32,310
+electrons، linear accelerator of electrons، اللي هو
+
+34
+00:02:32,310 --> 00:02:37,110
+عبارة عن إلكترونات مسرعة، وتتحرك بحركة خطية، خط
+
+35
+00:02:37,110 --> 00:02:41,040
+مستقيم. هذه الإلكترونات طاقتها أقل من 50 ميجا
+
+36
+00:02:41,040 --> 00:02:45,820
+إلكترون فولت. هذه الأشعة تسمى الـ hard x-radiation،
+
+37
+00:02:45,820 --> 00:02:53,120
+produced. من خلال هذه الشروط ننتج أو نحصل على أشعة
+
+38
+00:02:53,120 --> 00:02:58,720
+X، اللي هي تسمى الصلبة، أو الـ hard x-ray. بالنسبة
+
+39
+00:02:58,720 --> 00:03:02,380
+لها طبعا، هذا الشكل هو الموضح، زي ما إحنا شايفين في
+
+40
+00:03:02,380 --> 00:03:05,140
+عندنا هنا اللي هي اللينة. الـ electron accelerator،
+
+41
+00:03:05,140 --> 00:03:10,360
+إلكترونات مسرعة. أشعة الإلكترون هي بتتحرك في الـ one
+
+42
+00:03:10,360 --> 00:03:14,200
+dimension. اصطدمت في الـ target. الـ target ممكن يكون من
+
+43
+00:03:14,200 --> 00:03:17,960
+الـ tungsten أو الكوبر. بعد ما اصطدمت في الـ target،
+
+44
+00:03:17,960 --> 00:03:22,240
+طبعا أثرّت على اللي هي الذرات الخاصة بالـ
+
+45
+00:03:22,240 --> 00:03:30,150
+tungsten. فبالتالي صار عندي انشطار للإلكترون، و
+
+46
+00:03:30,150 --> 00:03:34,010
+الانبعاث اللي هي أشعة x-ray. بيمر خلال المريض،
+
+47
+00:03:34,010 --> 00:03:38,870
+الـ patient. فأشعة x تخترق جسم الـ patient. طبعا جسم
+
+48
+00:03:38,870 --> 00:03:44,110
+الـ patient عبارة عن عظام و muscles و fat و دهون و
+
+49
+00:03:44,110 --> 00:03:48,890
+بالتالي طبعا هذا له شغل أساسي، أن الأشعة السينية
+
+50
+00:03:48,890 --> 00:03:54,010
+الـ x-ray تمتص بالعظم وتظهر على الشاشة، اللي هي الـ hard
+
+51
+00:03:54,010 --> 00:03:59,620
+plaque، اللي هي black screen، اللي هي اللوحة السوداء،
+
+52
+00:03:59,620 --> 00:04:03,360
+بتبين العظام باللون الأبيض، اللي هي اللي انها
+
+53
+00:04:03,360 --> 00:04:08,760
+امتصت الأشعة. بالنسبة لها، هذا نفس
+
+54
+00:04:08,760 --> 00:04:13,340
+الجهاز طبعا. الـ attenuator... هذا... هذا هو الجهاز
+
+55
+00:04:13,340 --> 00:04:18,460
+القديم، real old x-ray. جهاز قديم كان مستخدم. هذا
+
+56
+00:04:18,460 --> 00:04:21,710
+من الداخل عبارة عن الكاثود والأنود، وانطلاق
+
+57
+00:04:21,710 --> 00:04:27,750
+الإلكترونات، واصطدامها بالـ target.  الـ x-ray
+
+58
+00:04:27,750 --> 00:04:31,790
+attenuation، أيضا، امتصاص، امتصاص أشعة X، أو
+
+59
+00:04:31,790 --> 00:04:35,890
+إضعاف أشعة سينية، أو تضعيف الأشعة السينية، نقول إنه
+
+60
+00:04:35,890 --> 00:04:39,950
+في الفراغ، ممكن أن نعرف اللي هي الـ origin intensity،
+
+61
+00:04:39,950 --> 00:04:45,190
+لشدة أشعة X، أو شدة حزمة أشعة X، تعرض بـ I
+
+62
+00:04:45,190 --> 00:04:52,840
+naught. طبعا الـ I naught على مربع المسافة بين المصدر
+
+63
+00:04:52,840 --> 00:04:56,820
+وبين الـ detector، أو بين الكاشف، اللي هي I I naught
+
+64
+00:04:56,820 --> 00:05:03,180
+على R تربيع. هي عبارة عن I. شدة حزمة أشعة X هي
+
+65
+00:05:03,180 --> 00:05:08,680
+equal to the intensity in vacuum over R². بيسموها
+
+66
+00:05:08,680 --> 00:05:13,800
+القانون التربيعي العكسي، أو يسمى هنا اللي هي الـ
+
+67
+00:05:13,800 --> 00:05:17,400
+inverse square law.  Law of an x-ray beam passing
+
+68
+00:05:17,400 --> 00:05:21,540
+through air. إذا كانت هي طبعا، هذا شكلها. الأشعة السينية
+
+69
+00:05:21,540 --> 00:05:25,860
+إذا كانت هي خلال الهواء، فـ intensity الخاصة
+
+70
+00:05:25,860 --> 00:05:30,780
+بها عبارة عن I0، عبارة عن شدة أشعة X اللي في الهواء
+
+71
+00:05:30,780 --> 00:05:37,180
+على مربع المسافة بين النقطة الانطلاق، أو إلى الـ
+
+72
+00:05:37,180 --> 00:05:42,450
+detector، أو إلى الكاشف. The intensity of x-ray beam
+
+73
+00:05:42,450 --> 00:05:45,710
+is reduced as it passes through a material. طبعا عندما
+
+74
+00:05:45,710 --> 00:05:49,830
+تصطدم هذه حزمة أشعة X بأي مادة، يتم تقليلها،
+
+75
+00:05:49,830 --> 00:05:54,450
+أو attenuation، إضعافها، إضعافها لأنها تمر عبر مادة،
+
+76
+00:05:54,450 --> 00:05:58,830
+بسبب طبعا الاصطدام بين فوتونات أشعة X وبين الـ
+
+77
+00:05:58,830 --> 00:06:05,390
+atomic، أو ذرات هذه المادة. طبعا، نفرض أنه في عندي أنا
+
+78
+00:06:05,390 --> 00:06:09,630
+لو نحن نفرض أن هذه الأشعة سقطت على مادة معينة،
+
+79
+00:06:09,630 --> 00:06:15,050
+بأخذ عنصر صغير أسميه ΔX، وΔX هذا العنصر،
+
+80
+00:06:15,050 --> 00:06:19,890
+هو ماشي في اتجاه محور X. بيكون يعني الـ intensity
+
+81
+00:06:19,890 --> 00:06:24,350
+خلاله ΔI. Δ يعني كمية صغيرة جدا، ΔX
+
+82
+00:06:24,350 --> 00:06:29,350
+كمية صغيرة جدا، وI هي شدة اللي هي أشعة X. μ هو
+
+83
+00:06:29,350 --> 00:06:35,530
+عبارة عن معامل الإضعاف، أو امتصاص الخطي. هذا
+
+84
+00:06:35,530 --> 00:06:40,110
+يسمى، وطبعا يصف جزء من حزمة الأشعة السينية، أو
+
+85
+00:06:40,110 --> 00:06:45,470
+أشعة X التي يتم امتصاصها، أو اللي هي scattered، اللي
+
+86
+00:06:45,470 --> 00:06:49,170
+هي انحرافها أو تشتتها.  الـ linear attenuation،
+
+87
+00:06:49,170 --> 00:06:52,850
+هذا الـ μ يصف زي ما حكينا الـ fraction of the beam
+
+88
+00:06:52,850 --> 00:06:57,300
+of x-ray or gamma ray that is absorbed or
+
+89
+00:06:57,300 --> 00:07:03,200
+scattered. فـ ΔI على I بتساوي μ على ΔX، أو μ تساوي
+
+90
+00:07:03,200 --> 00:07:08,920
+ΔI على μ مضروبة في ΔX. يعتمد على الوسط وعلى طاقة
+
+91
+00:07:08,920 --> 00:07:13,440
+أشعة X، اللي هو الـ μ، معامل هذا. طبعا الوسط، فرضنا
+
+92
+00:07:13,440 --> 00:07:17,520
+في عندي وسط، الوسط هذا طوله X. أخذت جزء صغير اسمه
+
+93
+00:07:17,520 --> 00:07:22,480
+ΔX. دخلت عليه الأشعة X، اللي هي I، الـ intensity
+
+94
+00:07:22,480 --> 00:07:27,280
+of x-ray. هنا في الجزئية هذه كان في نوع من الامتصاص
+
+95
+00:07:27,280 --> 00:07:33,260
+أو الـ scattered. فطبعا طلعت I ناقص ΔI. طبعا هذا
+
+96
+00:07:33,260 --> 00:07:36,500
+الـ ΔX امتصت جزء اسمه ΔI. فمعامل الامتصاص
+
+97
+00:07:36,500 --> 00:07:41,160
+هذا، أو معامل الـ attenuation، امتصاص أو الإضعاف،
+
+98
+00:07:41,160 --> 00:07:44,900
+الـ I بدها تساوي الـ μ، اللي هي معامل الإضعاف، اللي
+
+99
+00:07:44,900 --> 00:07:50,740
+هي بدها تساوي ΔI على X مضروبة في ΔX.
+
+100
+00:08:21,140 --> 00:08:26,840
+بالنسبة لامتصاص الأشعة السينية، في عندنا الـ bone، امتصاص
+
+101
+00:08:26,840 --> 00:08:30,460
+اللي هي الـ bone absorbed x-ray radiation. العظام
+
+102
+00:08:30,460 --> 00:08:35,620
+تمتص... العظام اللي هي تمتص أشعة X، وهذا يوضح
+
+103
+00:08:35,620 --> 00:08:40,380
+لماذا تظهر الصورة الفوتوغرافية بلون أبيض، بسبب
+
+104
+00:08:40,380 --> 00:08:44,730
+امتصاص العظام لهذه الأشعة. When the beam of x-
+
+105
+00:08:44,730 --> 00:08:50,490
+ray passes، إذا كانت عندي أنا الأشعة x مرت خلال جسم
+
+106
+00:08:50,490 --> 00:08:54,990
+المريض، فمعنى الكلام إنه هي ممكن يحدث لها امتصاص، أو
+
+107
+00:08:54,990 --> 00:08:59,250
+انحراف، أو scattering.  The attenuation of x-ray في هذه
+
+108
+00:08:59,250 --> 00:09:03,770
+الحالة، حساب الـ attenuation، أو الامتصاص، الـ I، بالصورة
+
+109
+00:09:03,770 --> 00:09:08,570
+I naught، تساوي I<sub>c</sub>e<sup>−μx</sup>. الـ I هي عبارة عن شدة اللي
+
+110
+00:09:08,570 --> 00:09:13,910
+هي الأشعة السينية المنعكسة، والـ I naught عبارة عن
+
+111
+00:09:13,910 --> 00:09:20,230
+اللي هي شدة الأشعة السينية الساقطة، والـ μ اللي هو
+
+112
+00:09:20,230 --> 00:09:27,550
+معامل الـ absorption، أو معامل الامتصاص لأشعة X، و X
+
+113
+00:09:27,550 --> 00:09:33,590
+هي المسافة، المسافة التي... المسافة التي طبعا
+
+114
+00:09:33,590 --> 00:09:38,600
+يعني تقضيها أو تقطعها. المسافة التي تقطعها الأشعة
+
+115
+00:09:38,600 --> 00:09:43,980
+خلال سريانها.
+
+116
+00:09:43,980 --> 00:09:47,920
+طبعا يعتمد معامل الإضعاف، ده اللي هو الـ
+
+117
+00:09:47,920 --> 00:09:51,780
+attenuation coefficient، يعتمد على الـ energy، على
+
+118
+00:09:51,780 --> 00:09:53,860
+طاقة الأشعة السينية.
+
+119
+00:09:56,380 --> 00:10:01,060
+شدة الأشعة السينية، بيسموها decay exponentially.
+
+120
+00:10:01,060 --> 00:10:05,940
+طبعا تضمحل exponentially، تبدأ عالية وبتنزل بالضبط،
+
+121
+00:10:05,940 --> 00:10:12,520
+بتشبه يعني بتشبه الحركة في two dimensions.  The
+
+122
+00:10:12,520 --> 00:10:15,620
+thickness of the material، أيضا، الـ thickness اللي
+
+123
+00:10:15,620 --> 00:10:21,900
+هو سمك المادة، that will reduce، برضه بيأثر على أشعة
+
+124
+00:10:21,900 --> 00:10:27,210
+X، أو حزمة أشعة X، or a particular frequency to half
+
+125
+00:10:27,210 --> 00:10:32,850
+its original. أو طبعا يُعرف سمك المادة التي ستقلل
+
+126
+00:10:32,850 --> 00:10:36,350
+الأشعة السينية، أو تردد معين، بيسموها الـ half
+
+127
+00:10:36,350 --> 00:10:41,490
+thickness، اللي هي بتقلل من شدة الأشعة إلى النصف.
+
+128
+00:10:41,490 --> 00:10:46,630
+بيسموها الـ half thickness. طبعا هذا الشكل بيوضح أنه
+
+129
+00:10:46,630 --> 00:10:51,290
+في عندنا أشعة X، أو ماشية بخط مستقيم في الهواء، اصطدمت
+
+130
+00:10:51,290 --> 00:10:54,710
+في جسم، الجسم عبارة عن bone، اللي هو عظم، ولحم، أو
+
+131
+00:10:54,710 --> 00:10:58,730
+جسم الإنسان، أو أي جسم آخر. بلاحظ في عندي أنا هي
+
+132
+00:10:58,730 --> 00:11:03,430
+الحركة، أنه في عندي أنا اضمحلال exponentially، اللي
+
+133
+00:11:03,430 --> 00:11:07,350
+هي الـ bone، هاد امتص الأشعة، الـ beam of x-ray،
+
+134
+00:11:07,350 --> 00:11:10,620
+exponentially، بهذا الشكل، بالضبط زي ما كان عندنا هنا
+
+135
+00:11:10,620 --> 00:11:14,860
+particle، ونزلناها، أسقطناها من أعلى إلى أسفل، بيصير
+
+136
+00:11:14,860 --> 00:11:17,980
+ان دي حركة في two dimensions، والـ flesh طبعا امتص
+
+137
+00:11:17,980 --> 00:11:21,940
+جزء منها، لكن الامتصاص الأكبر فيه اللي هو العظام.
+
+138
+00:11:21,940 --> 00:11:27,300
+نأخذ example، أو مثال على هذا الكلام.  الـ example
+
+139
+00:11:27,300 --> 00:11:31,170
+اللي عندنا، عبارة عن في أننا شخص students
+
+140
+00:11:31,170 --> 00:11:35,790
+investigate the absorption، اللي بده يوجد اللي هي
+
+141
+00:11:35,790 --> 00:11:43,030
+امتصاص أشعة X في موديل من الذراع.  في عندي أنا cross
+
+142
+00:11:43,030 --> 00:11:47,830
+section، يعني جزء من هذا، مقطع عرضي من هذا الذراع،
+
+143
+00:11:47,830 --> 00:11:53,810
+وبدنا نحسب اللي هي الـ μ، اللي هي absorption of x-
+
+144
+00:11:53,810 --> 00:11:59,120
+ray. هذا جزء من الذراع.  هذا يمثل اللون الزهري يمثل
+
+145
+00:11:59,120 --> 00:12:02,980
+muscles، اللي هي عضلات، واللون الأبيض يمثل الـ bone،
+
+146
+00:12:02,980 --> 00:12:07,220
+اللي هو العظام. x-ray هتمر خلال الـ M، وهتمر خلال الـ
+
+147
+00:12:07,220 --> 00:12:11,200
+B. احنا هنحسب خلال الـ M. طبعا السمك اللي مرت فيه هو
+
+148
+00:12:11,200 --> 00:12:17,920
+8 سم. x-ray طبعا موازية، directed along the line
+
+149
+00:12:17,920 --> 00:12:21,540
+mm، و along the line bb. The linear absorption
+
+150
+00:12:21,540 --> 00:12:28,100
+coefficient، معامل الامتصاص الخطي للعظام، اللي هي
+
+151
+00:12:28,100 --> 00:12:32,760
+بدها تساوي 0.2 سم<sup>−1</sup>. نقص واحد إلى
+
+152
+00:12:32,760 --> 00:12:36,380
+12 سم<sup>−1</sup>، respectively.
+
+153
+00:12:36,380 --> 00:12:40,520
+طبعا، الـ μ أعطاني اياها. احنا عندنا بنكتب في البداية
+
+154
+00:12:40,520 --> 00:12:44,680
+اللي هي، بدأنا نحسب الـ intensity of emergent x-ray
+
+155
+00:12:44,680 --> 00:12:49,820
+beam from model، والـ intensity of incident x-ray
+
+156
+00:12:49,820 --> 00:12:53,920
+beam on the model. بدأنا نحسب اللي هي شدة الأشعة السينية
+
+157
+00:12:53,920 --> 00:13:01,040
+الحزمة، الأشعة السينية الساقطة والمنبعثة. إذا بالنسبة للـ x-
+
+158
+00:13:01,040 --> 00:13:04,620
+ray، بالنسبة للبصر الموازي للـ أمبير، الـ solution
+
+159
+00:13:04,620 --> 00:13:08,500
+الأول، بدنا نكتب اللي هي الكميات المعطاة عندنا. المقطع
+
+160
+00:13:08,500 --> 00:13:11,620
+اللي هو الـ μ، Linear Absorption Coefficient، اللي
+
+161
+00:13:11,620 --> 00:13:15,820
+هي بتتراوح من بين 0.2 سم<sup>−1</sup>، وما أعطينا الـ
+
+162
+00:13:15,820 --> 00:13:18,800
+distance travelled through the muscles، اللي هي X،
+
+163
+00:13:18,800 --> 00:13:23,760
+بالسم، 8 سم. المرحلة الثانية، بدي اكتب
+
+164
+00:13:23,760 --> 00:13:26,820
+المعادلة اللي هي I تساوي I naught × e<sup>−μx</sup>، وبدي أوقع المعادلة هذه، بدي اياها تساوي اللي هي الـ
+
+165
+00:13:26,820 --> 00:13:30,700
+intensity، اللي هي الـ x-ray intensity، اللي هي الـ
+
+166
+00:13:30,700 --> 00:13:34,740
+emergent x-ray، اللي هي I على I naught، بدي أوجدها
+
+167
+00:13:34,740 --> 00:13:39,940
+بالتساوي e<sup>−μx</sup>. بدي أنعوض، بدي أجيب الـ I
+
+168
+00:13:39,940 --> 00:13:44,640
+على I naught، اللي هي e<sup>−μx</sup>. اللي هي μ naught × A،
+
+169
+00:13:44,640 --> 00:13:48,420
+μ × X.  الـ μ كانت 0.2، والـ X كانت 8.
+
+170
+00:13:48,420 --> 00:13:52,300
+بتطلع معنا اللي هي 0.2.  الـ attenuation
+
+171
+00:13:52,300 --> 00:13:57,700
+
+223
+00:17:48,540 --> 00:17:51,240
+السفع عام. كلما زادت الطاقة، زادت أشعة إكس. إذا
+
+224
+00:17:51,240 --> 00:17:55,660
+كانت الطاقة عالية، أشعة إكس بتكون قوية وتؤثر علينا.
+
+225
+00:17:55,660 --> 00:18:00,330
+كلما زادت طاقة أشعة إكس، كلما زادت...
+
+226
+00:18:00,330 --> 00:18:04,710
+الطاقة. زادت مرور الأشعة السينية أيضا من ضمن خواصها
+
+227
+00:18:04,710 --> 00:18:08,890
+أنها تسير بخط مستقيم، لا يمكن أن تنحرف.
+
+228
+00:18:08,890 --> 00:18:12,750
+الأشعة السينية، للأشعة السينية قوة اختراق عالية.
+
+229
+00:18:12,750 --> 00:18:16,130
+زي ما حكينا، الفيلم الفوتوغرافي يتأثر
+
+230
+00:18:16,130 --> 00:18:19,370
+بواسطة الأشعة السينية، تتوهج المواد الفلورية عند
+
+231
+00:18:19,370 --> 00:18:22,870
+توجيه الأشعة السينية لها، يمكن إنتاج انبعاثات كهرو
+
+232
+00:18:22,870 --> 00:18:26,330
+ضوئية بواسطة الأشعة السينية، تنتج تأين الغاز عند
+
+233
+00:18:26,330 --> 00:18:29,710
+مرور أشعة سينية. طبعا، هي كما نعرف يعني
+
+234
+00:18:29,710 --> 00:18:33,050
+بنؤكد الكلام الذي ذكرناه سابقا، وبهذا ينتهي طبعا
+
+235
+00:18:33,050 --> 00:18:35,970
+هذا الفصل،  ما قيل هنا ينتهي
+
+236
+00:18:35,970 --> 00:18:37,130
+الفصل الثالث
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ce45f17bb006588accf4158331e3021020f733ca
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_postprocess.srt
@@ -0,0 +1,944 @@
+1
+00:00:01,500 --> 00:00:08,860
+Exposure factors هو بر عن العوامل المؤثرة على التي
+
+2
+00:00:08,860 --> 00:00:14,480
+ممكن تتحكم في الأشعة الخاصة في انبوبة أشعة X يوجد
+
+3
+00:00:14,480 --> 00:00:22,410
+تلت عوامل تؤثر على تتحكم فيه الأشعةالقادمة من اللي
+
+4
+00:00:22,410 --> 00:00:28,830
+هي Ray tube، انبوبة الأشعة الأول اللي هو كيلو فولت
+
+5
+00:00:28,830 --> 00:00:33,490
+اللي هو عبارة عن فرق الجهد بين الكثود والأنود هو
+
+6
+00:00:33,490 --> 00:00:36,110
+ال potential difference between the cathode and
+
+7
+00:00:36,110 --> 00:00:40,280
+the anodeduring the production of the x-ray خلال
+
+8
+00:00:40,280 --> 00:00:46,380
+إنتاج الأشعاء الصينية كلما زادة ال kilo volt زادت
+
+9
+00:00:46,380 --> 00:00:51,180
+طاقة ال x-ray وكلما زادت طاقة ال x-ray زادت قدرتها
+
+10
+00:00:51,180 --> 00:00:52,660
+على الاختراق
+
+11
+00:00:54,970 --> 00:00:57,730
+ايضا the higher the energy of x-ray the greater
+
+12
+00:00:57,730 --> 00:01:01,010
+their ability to penetrate زى ما حكينا أنه كلما
+
+13
+00:01:01,010 --> 00:01:04,930
+زادت ال x-ray طاقة ال x-ray كلما زادت قدرتها على
+
+14
+00:01:04,930 --> 00:01:08,170
+الاختراق اللى عامل التانى او ال factor التانى
+
+15
+00:01:08,170 --> 00:01:11,950
+بيسموه ال milliamperes ال milliamperes هي واحدة في
+
+16
+00:01:11,950 --> 00:01:17,060
+قياس التيارو رمزها milliampere ال higher the
+
+17
+00:01:17,060 --> 00:01:19,920
+milliampere as the more electrons are emitted from
+
+18
+00:01:19,920 --> 00:01:22,660
+the cathode to the anode which leads to the
+
+19
+00:01:22,660 --> 00:01:26,480
+increase and the amount of X-ray طبعا ال
+
+20
+00:01:26,480 --> 00:01:30,220
+milliampere كل ما زادت قيمة ال milliampere و طبعا
+
+21
+00:01:30,220 --> 00:01:33,820
+زادت عدد الإلكترونات المنبعثة من الكاتود إلى القطب
+
+22
+00:01:33,820 --> 00:01:39,740
+الموجد مايؤدي إلى زيادة كمية أشعة X أيضا العامل
+
+23
+00:01:39,740 --> 00:01:43,190
+التالت duration of the production of the raysمدة
+
+24
+00:01:43,190 --> 00:01:47,410
+إنتاج أشعة X the longer of the period إذا كانت
+
+25
+00:01:47,410 --> 00:01:52,390
+طالت مدة الإنتاج the longer the period of the
+
+26
+00:01:52,390 --> 00:01:56,690
+production of the rays إذا طالت مدة إنتاج هذه
+
+27
+00:01:56,690 --> 00:02:00,910
+الأشعة ف the greater the amount of rays فبيكون
+
+28
+00:02:00,910 --> 00:02:05,370
+عندنا كمية الإشعة التي تقاس في التانية قد زالت
+
+29
+00:02:07,120 --> 00:02:13,100
+بالنسبة لأيضا x-ray sources بالنسبة لمصادر x-ray
+
+30
+00:02:13,100 --> 00:02:18,900
+زي ما وضحنا سابقا هي عبارة عن انت .. تنتج من
+
+31
+00:02:18,900 --> 00:02:23,430
+انبوبة أشعة الكاثودبتسريع ال particle accelerators
+
+32
+00:02:23,430 --> 00:02:27,130
+يعني بتسريع الجثيمات في عنا linear accelerator of
+
+33
+00:02:27,130 --> 00:02:32,310
+electrons linear accelerator of electrons اللي هو
+
+34
+00:02:32,310 --> 00:02:37,110
+عبارة عن إلكترونات مسرعة وتتحرك بحركة خطية خط
+
+35
+00:02:37,110 --> 00:02:41,040
+مستقيمهذه الإلكترونات طاقتها أقل من 50 ميجا
+
+36
+00:02:41,040 --> 00:02:45,820
+إلكترون فولت هذه الأشعة تسمى ال hard X radiation
+
+37
+00:02:45,820 --> 00:02:53,120
+produced من خلال هذه الشروط ننتج أو نحصل على أشعة
+
+38
+00:02:53,120 --> 00:02:58,720
+X اللي هى بيسموها الصلبة أو ال hard X ray بالنسبة
+
+39
+00:02:58,720 --> 00:03:02,380
+لها طبعا هذا الشكل هو الموضح زى ما احنا شايفين في
+
+40
+00:03:02,380 --> 00:03:05,140
+عندنا هنا اللى هى اللينة ال accelerator electrons
+
+41
+00:03:05,140 --> 00:03:10,360
+إلكترونات مسرعةأشعة الألكترون هي بتتحرك في ال one
+
+42
+00:03:10,360 --> 00:03:14,200
+dimension اصطدمت فيه target ال target ممكن يكون من
+
+43
+00:03:14,200 --> 00:03:17,960
+ال tangestin أو الكبر بعد ما اصطدمت فيه ال target
+
+44
+00:03:17,960 --> 00:03:22,240
+طبعا أفترت على اللي هي ال atom الخاصة بال
+
+45
+00:03:22,240 --> 00:03:30,150
+tangestin فبالتالي صار عندى انشطار للالكترونو
+
+46
+00:03:30,150 --> 00:03:34,010
+الانبعاث اللى هى أشعة x-ray بيم بيكون هنا المرضى
+
+47
+00:03:34,010 --> 00:03:38,870
+ال patient فأشعة x تخترق جسم ال patient طبعا جسم
+
+48
+00:03:38,870 --> 00:03:44,110
+ال patient عبارة عن عظام و muscles و fat و دهون و
+
+49
+00:03:44,110 --> 00:03:48,890
+بالتالي طبعا ده إلها إلها يعني شغل عساس أنه ال x
+
+50
+00:03:48,890 --> 00:03:54,010
+-ray تمتص بالعظم و تظهر على الشاشة اللى هال hard
+
+51
+00:03:54,010 --> 00:03:59,620
+plaqueاللي هي black screen اللي هي اللوحة السوداء
+
+52
+00:03:59,620 --> 00:04:03,360
+بتبين عنها كان باللون الأبيض اللي هي اللي انها
+
+53
+00:04:03,360 --> 00:04:08,760
+متصة تاني الأشعة بالنسبة لها ال .. ال .. هذا نفس
+
+54
+00:04:08,760 --> 00:04:13,340
+الجهاز طبعا ال attenuator .. هذه .. هذه هي الجهاز
+
+55
+00:04:13,340 --> 00:04:18,460
+القديم real old xray hu جهاز قديم كان مستخدم هذه
+
+56
+00:04:18,460 --> 00:04:21,710
+من الداخلعبارة عن الـ cathode و ال anode و انطلاق
+
+57
+00:04:21,710 --> 00:04:27,750
+الإلكترونات و اصطدامها بيه اللي هي ال target ال X
+
+58
+00:04:27,750 --> 00:04:31,790
+-ray attenuation أيضا دمحلال دمحلال أشعة X أو
+
+59
+00:04:31,790 --> 00:04:35,890
+دمحلال أشعة نسية أو تضعيف الأشعة الصينية نقول إنه
+
+60
+00:04:35,890 --> 00:04:39,950
+في الفرخ ممكن أن نعرف اللي هي ال origin intensity
+
+61
+00:04:39,950 --> 00:04:45,190
+لشدة أشعة X أو شدة حزبة أشعة X تعرض بيه ال I
+
+62
+00:04:45,190 --> 00:04:52,840
+naughtطبعا ال I note على مربع المسافة بين المصدر
+
+63
+00:04:52,840 --> 00:04:56,820
+وبين ال detector أو بين الكاشف اللي هي I I note
+
+64
+00:04:56,820 --> 00:05:03,180
+على R R تربيه هي أبارع عن I فشدت ال P of X ray is
+
+65
+00:05:03,180 --> 00:05:08,680
+equalthe intensity in vacuum over الـ R² بيسموها
+
+66
+00:05:08,680 --> 00:05:13,800
+القانون التربيع العكسي أو بيسموه هنا اللي هي ال
+
+67
+00:05:13,800 --> 00:05:17,400
+law of inverse square law of an x-ray beam passing
+
+68
+00:05:17,400 --> 00:05:21,540
+through air إذا كانت هي طبعا هذه شكلها ال X-ray
+
+69
+00:05:21,540 --> 00:05:25,860
+إذا كانت و هي خلال الهواء فال intensity الخاصة
+
+70
+00:05:25,860 --> 00:05:30,780
+فيها عبارة عن I0 عبارة عن شدة شعة X اللي في الهواء
+
+71
+00:05:30,780 --> 00:05:37,180
+علىالمربع المسافة بين النقطة للانطلاق أو الى ال
+
+72
+00:05:37,180 --> 00:05:42,450
+detector أو الى الكاشفthe intensity of x-ray beam
+
+73
+00:05:42,450 --> 00:05:45,710
+is reduced as passed through a material طبعا عندما
+
+74
+00:05:45,710 --> 00:05:49,830
+تصطدم هذه إيادة أشعة ال X في أي مادة يتم تقليلها
+
+75
+00:05:49,830 --> 00:05:54,450
+أو attenuation تضعيفها تضعيفها لأنها تمر عبر مادة
+
+76
+00:05:54,450 --> 00:05:58,830
+بالسبب طبعا الاصطدام بين photonات أشعة X و بين ال
+
+77
+00:05:58,830 --> 00:06:05,390
+atomic أو ذرة هذه المادة طبعا نفرض أنه في عندي انا
+
+78
+00:06:05,390 --> 00:06:09,630
+لو احنا نفرض أنههذه الأشعة سقطت على مادة معينة
+
+79
+00:06:09,630 --> 00:06:15,050
+باخد عنصر صغير بسميه Delta X و Delta X هذا العنصر
+
+80
+00:06:15,050 --> 00:06:19,890
+هو ماشي في اتجاه ال X Axis بيكون يعني ال intensity
+
+81
+00:06:19,890 --> 00:06:24,350
+خلاله Delta I Delta يعني كمية صغيرة كتير Delta X
+
+82
+00:06:24,350 --> 00:06:29,350
+كمية صغيرة كتير وال I هي شدة اللي هي أشعة X Mu هو
+
+83
+00:06:29,350 --> 00:06:35,530
+عبارة عن المعامل التضعيف أو لدمحلال الخط الكليهذا
+
+84
+00:06:35,530 --> 00:06:40,110
+بيسموه و طبعا بيصف جزء من حزمة الأشعة السنية أو
+
+85
+00:06:40,110 --> 00:06:45,470
+أشعة X التي يتم إمتصاصها أو اللي هي scattered اللي
+
+86
+00:06:45,470 --> 00:06:49,170
+هي انشطارها أو انتفارها ف ال linear attenuation
+
+87
+00:06:49,170 --> 00:06:52,850
+هذا ال ميو يصف زي ما حكينا ال fraction of the beam
+
+88
+00:06:52,850 --> 00:06:57,300
+of X ريعيOr gamma ray that is absorbed or
+
+89
+00:06:57,300 --> 00:07:03,200
+scattered فـDI على I بتساوي Mu على DX أو Mu ساوي
+
+90
+00:07:03,200 --> 00:07:08,920
+DI على Mu مضروبة في DX اعتمد على الوسط وعلى طاقة
+
+91
+00:07:08,920 --> 00:07:13,440
+أشعة X اللي هو الـ Mu معامل هذا طبعا الوسط فرضنا
+
+92
+00:07:13,440 --> 00:07:17,520
+في عندي وسط الوسط هذا طوله X أخدت جزء صغير اسمه
+
+93
+00:07:17,520 --> 00:07:22,480
+Delta X دخلت عليه الأشعة X اللي هي I ال intensity
+
+94
+00:07:22,480 --> 00:07:27,280
+of X-rayهنا في الجزئية هذه كان في نوع من الامتصاص
+
+95
+00:07:27,280 --> 00:07:33,260
+او ال scattered فطبعا طلعت I في Delta I طبعا هذا
+
+96
+00:07:33,260 --> 00:07:36,500
+ال Delta X امتصت جزء اسمه Delta I فمعامل الامتصاص
+
+97
+00:07:36,500 --> 00:07:41,160
+هذا او معامل ال continuation اضمح لان او التضعيف
+
+98
+00:07:41,160 --> 00:07:44,900
+ال I بدها تساوي ال Mu اللي هي معامل التضعيف اللي
+
+99
+00:07:44,900 --> 00:07:50,740
+هي بدها تساويدي اي على اكس مضروبة في دي اكس
+
+100
+00:08:21,140 --> 00:08:26,840
+بالنسبة للمحلال ال X-rayفي عندنا ال bone .. امتصاص
+
+101
+00:08:26,840 --> 00:08:30,460
+اللي هي ال bone absorbed x-ray radiation الإظام
+
+102
+00:08:30,460 --> 00:08:35,620
+تمتص .. الإظام اللي هي تمتص أشعة X و هذا يوضح
+
+103
+00:08:35,620 --> 00:08:40,380
+لماذا تظهر الصورة الفوتوغرافية لون أبيض بسبب
+
+104
+00:08:40,380 --> 00:08:44,730
+امتصاص الإظام لهذه الأشعةwhen the chlamydia of x
+
+105
+00:08:44,730 --> 00:08:50,490
+-ray pass إذا كانت عندي أنا الأشعة x مرت خلال جسم
+
+106
+00:08:50,490 --> 00:08:54,990
+المريض فمعنى الكلام إنه هي ممكن يحدث لها انتصاص أو
+
+107
+00:08:54,990 --> 00:08:59,250
+انتطار أو سكتر the attenuation of x-ray في هذه
+
+108
+00:08:59,250 --> 00:09:03,770
+الحالة حساب ال attenuation أو المحلالالـ I بالصورة
+
+109
+00:09:03,770 --> 00:09:08,570
+I note فيه اصناق Cµ في X ال I هي عبارة عن شدة اللي
+
+110
+00:09:08,570 --> 00:09:13,910
+هي ال X-ray الرفل المنعكسة وال I note عبارة عن
+
+111
+00:09:13,910 --> 00:09:20,230
+اللي هي شدة اللي هي شعة X الساقطة و ال µ اللي هو
+
+112
+00:09:20,230 --> 00:09:27,550
+معاملال absorption أو المعامل الامتصاص لأشعة X و X
+
+113
+00:09:27,550 --> 00:09:33,590
+هي ال distance المسافة التي .. المسافة التي طبعا
+
+114
+00:09:33,590 --> 00:09:38,600
+يعني تقضيها أو تقطعهاالمسافة التي تقطعها الأشعة
+
+115
+00:09:38,600 --> 00:09:43,980
+خلال سريانها
+
+116
+00:09:43,980 --> 00:09:47,920
+طبعا يعتمد معاملة التضعيف ده اللي هو ال
+
+117
+00:09:47,920 --> 00:09:51,780
+attenuation coefficient بيعتمد على ال energy على
+
+118
+00:09:51,780 --> 00:09:53,860
+طاقة أيضا أشعة X
+
+119
+00:09:56,380 --> 00:10:01,060
+الأشعة اللى شدت أشعة X بيسموها decay exponentially
+
+120
+00:10:01,060 --> 00:10:05,940
+طبعا تضمحل exponentially تبدأ عالية وبتنزل بالظبط
+
+121
+00:10:05,940 --> 00:10:12,520
+بتشبه يعني بتشبه الحركة في two dimension the
+
+122
+00:10:12,520 --> 00:10:15,620
+thickness of the material أيضا ال thickness اللى
+
+123
+00:10:15,620 --> 00:10:21,900
+هو سمك المادة that will reduce برضه بيأثر على أشعة
+
+124
+00:10:21,900 --> 00:10:27,210
+X أو حزمة أشعة Xor particular frequency to half
+
+125
+00:10:27,210 --> 00:10:32,850
+its original أو طبعا يُعرف سمك المادة التي ستقلل
+
+126
+00:10:32,850 --> 00:10:36,350
+الأشعة السنية أو تردد معين بيسموها ال half
+
+127
+00:10:36,350 --> 00:10:41,490
+thickness اللي هي بتقلل من شدة الأشعة إلى النص
+
+128
+00:10:41,490 --> 00:10:46,630
+بيسموها ال half thickness طبعا هذا الشكل بيوضح أنه
+
+129
+00:10:46,630 --> 00:10:51,290
+في عندنا أشعة X أو ماشي بخط مستقيم في الهواءصدمت
+
+130
+00:10:51,290 --> 00:10:54,710
+في جسم الجسم عبارة عن bone اللى هو عظم و لحم او
+
+131
+00:10:54,710 --> 00:10:58,730
+جسم للانسان او اى جسم اخر بلاحظ في عندي انا هى
+
+132
+00:10:58,730 --> 00:11:03,430
+الحركة انه في عندي انا اضمحلال exponentially اللى
+
+133
+00:11:03,430 --> 00:11:07,350
+هى ال bone هاد انتصت الأشعة ال beam of x-ray
+
+134
+00:11:07,350 --> 00:11:10,620
+exponentially بهذا الشكلبالظبط زى ما كان عنده هنا
+
+135
+00:11:10,620 --> 00:11:14,860
+particle و نزلناها أسقطناها من أعلى إلى أسفل بيصير
+
+136
+00:11:14,860 --> 00:11:17,980
+ان دي حركة بال two dimension و ال flesh طبعا امتص
+
+137
+00:11:17,980 --> 00:11:21,940
+جزء منها لكن الامتصاص الأكبر فيه اللى هو العظام
+
+138
+00:11:21,940 --> 00:11:27,300
+ناخد example أو مثال على هذا الكلام ال example
+
+139
+00:11:27,300 --> 00:11:31,170
+اللى عندنا عبارة عن فى أننا شخصstudents
+
+140
+00:11:31,170 --> 00:11:35,790
+investigate the absorption اللي بده يوجد اللي هي
+
+141
+00:11:35,790 --> 00:11:43,030
+انتصاص أشعة X في موديل من الذراع في عندي أنا cross
+
+142
+00:11:43,030 --> 00:11:47,830
+section يعني جزء من هذا مقطع عرضي من هذا الذراع
+
+143
+00:11:47,830 --> 00:11:53,810
+وبدنا نحسب اللي هي ال MU اللي هي absorption of x
+
+144
+00:11:53,810 --> 00:11:59,120
+-rayهذا جزء من الذراع هذه بتمثل اللون الزهر يمثل
+
+145
+00:11:59,120 --> 00:12:02,980
+muscles اللي هي عضلات و اللون الأبيض يمثل ال bone
+
+146
+00:12:02,980 --> 00:12:07,220
+اللي هو العظام X ray هتمر خلال ال M و هتمر خلال ال
+
+147
+00:12:07,220 --> 00:12:11,200
+B احنا هنحسب خلال ال M طبعا السمك اللي مشت فيه هو
+
+148
+00:12:11,200 --> 00:12:17,920
+8 A سانتي X ray طبعا موازيةdirected along the line
+
+149
+00:12:17,920 --> 00:12:21,540
+mm and along the line bb the linear absorption
+
+150
+00:12:21,540 --> 00:12:28,100
+coefficient معامل الامتصاص الخطي للعظام اللي هي
+
+151
+00:12:28,100 --> 00:12:32,760
+بدها تساوي point two centimeters نقص واحد إلى
+
+152
+00:12:32,760 --> 00:12:36,380
+بتتروح لاثناشر centimeters نقص واحد respectively
+
+153
+00:12:36,380 --> 00:12:40,520
+طبعاً لميوة أعطانيهاأحنا عندنا بنكتب في البداية
+
+154
+00:12:40,520 --> 00:12:44,680
+اللي هي بدأ أحسب ال intensity of emergent x-ray
+
+155
+00:12:44,680 --> 00:12:49,820
+beam from model و ال intensity of incident x-ray
+
+156
+00:12:49,820 --> 00:12:53,920
+beam on the model بدأ أحسب اللي هي شدة ال x-ray
+
+157
+00:12:53,920 --> 00:13:01,040
+الحزمة x-ray الساقطة و المنبعثة إذا بالنسبة لل x
+
+158
+00:13:01,040 --> 00:13:04,620
+-ray بالنسبة للبرر الموازي لل أمبر ال solution
+
+159
+00:13:04,620 --> 00:13:08,500
+الأول بدنا نكتب اللي هي الكمية المعطوة عندناالمقطع
+
+160
+00:13:08,500 --> 00:13:11,620
+اللي هو الـ Mu Linear Absorption Coefficient اللي
+
+161
+00:13:11,620 --> 00:13:15,820
+هي بتتراوح من بين 2 cm minus 1 وماعطينا ال
+
+162
+00:13:15,820 --> 00:13:18,800
+distance travel through the muscles اللي هي X
+
+163
+00:13:18,800 --> 00:13:23,760
+بالساعة و تمانية أسانتي المرحلة التانيةبدي اكتب
+
+164
+00:13:23,760 --> 00:13:26,820
+المعادلة اللى هى I بالساوية I not في إيقص ناقص ميو
+
+165
+00:13:26,820 --> 00:13:30,700
+X و بدي أوقع المعادلة هذه بديها تساوي اللى هى ال
+
+166
+00:13:30,700 --> 00:13:34,740
+intensity اللى هى ال X ray intensity اللى هى ال
+
+167
+00:13:34,740 --> 00:13:39,940
+emergent X ray اللى هى I على I not بدي أوجدها
+
+168
+00:13:39,940 --> 00:13:44,640
+بالساوية إيقص ناقص ميو X بدي أنعوض بدي أجيب ال I
+
+169
+00:13:44,640 --> 00:13:48,420
+على I not اللى هى إيقص ناقصاللي هي ميو نوت في A
+
+170
+00:13:48,420 --> 00:13:52,300
+ميو في X الميو كانت point اتنين وال X كانت تمانية
+
+171
+00:13:52,300 --> 00:13:57,700
+بتطلع معانا اللي هي point اتنين ال attenuation
+
+172
+00:13:57,700 --> 00:14:01,880
+coefficient أيضا depends strongly on تعتمد على
+
+173
+00:14:01,880 --> 00:14:07,480
+اللي هي طاقة الأشعة X تعتمد على الكثافة اللي هي ال
+
+174
+00:14:07,480 --> 00:14:11,490
+densityو أيضًا ال atomic number of the absorbing
+
+175
+00:14:11,490 --> 00:14:18,530
+اسمه Z هذا طبعًا اللي هي ال dependence strongly on
+
+176
+00:14:18,530 --> 00:14:22,530
+اللي هي بالنسبة لل attenuation coefficient المعامل
+
+177
+00:14:22,530 --> 00:14:27,650
+الإضمح له ليعتمد على ال E أيضًا يعتمد على رو يعتمد
+
+178
+00:14:27,650 --> 00:14:33,250
+على Zوفي قانون بيجمعهم المجموع ان الـ Mu ممكن
+
+179
+00:14:33,250 --> 00:14:37,690
+تعتمد على role كتافة و الـ A وعلى ال Z وعلى ال E
+
+180
+00:14:37,690 --> 00:14:42,070
+اللي هي ال energy طبعا
+
+181
+00:14:42,070 --> 00:14:44,270
+ال mass attenuation في كمان تعريف تاني لـ mass
+
+182
+00:14:44,270 --> 00:14:47,670
+attenuation coefficient معامل الإدمحلال الخاص
+
+183
+00:14:47,670 --> 00:14:52,810
+بالكتلة how easily material can be penetrated by
+
+184
+00:14:52,810 --> 00:14:58,250
+beam of x-ray يعني بيوصف انه كيف ممكن احنانوصف
+
+185
+00:14:58,250 --> 00:15:02,590
+اللي هي اختراق أشعة X خلال الـmass معينة it can be
+
+186
+00:15:02,590 --> 00:15:05,250
+thought of an variant of absorption cross-section
+
+187
+00:15:05,250 --> 00:15:09,990
+where the effective area is defined per unit mass
+
+188
+00:15:09,990 --> 00:15:14,790
+instead of per particle is defined as اللي هي ال
+
+189
+00:15:14,790 --> 00:15:18,110
+coefficient of mass ال mass coefficient
+
+190
+00:15:18,110 --> 00:15:22,210
+attenuation أو ال mass attenuation coefficient
+
+191
+00:15:22,210 --> 00:15:26,230
+رمزه ميو M بده يساوي الميو اللي هي ال linear
+
+192
+00:15:26,690 --> 00:15:30,990
+attenuation coefficient على رو ام الرو ام بيسموها
+
+193
+00:15:30,990 --> 00:15:34,410
+اللي هي نداء ال density لالمaterial بيعتمد على ال
+
+194
+00:15:34,410 --> 00:15:36,730
+density لالمaterial بيعتمد على ال linear
+
+195
+00:15:36,730 --> 00:15:40,610
+attenuation coefficient هذا هو ال mass attenuation
+
+196
+00:15:40,610 --> 00:15:45,130
+coefficient depend on ميو and رو ام اللي هي ال
+
+197
+00:15:45,130 --> 00:15:50,140
+density او الكتابة ال materialطبعا هنأكد أو نكمل
+
+198
+00:15:50,140 --> 00:15:54,720
+هذا section أو هذا شبتر بخواص اللي هي أشعع الصينية
+
+199
+00:15:54,720 --> 00:15:58,100
+خواص أشعع الصينية can be absorbed by many material
+
+200
+00:15:58,100 --> 00:16:02,680
+ممكن أنها تنتصر .. تنتصر عديد من المواد can be
+
+201
+00:16:02,680 --> 00:16:07,670
+pass ممكن أنها تدخلخلال طبعا عبرة مواد أخرى دون
+
+202
+00:16:07,670 --> 00:16:13,450
+تغيير طبعا cause Florence يسبب التقلق في مواد زي
+
+203
+00:16:13,450 --> 00:16:18,610
+الملح بيصير عندها حاجة زي ال florence ال material
+
+204
+00:16:18,610 --> 00:16:23,810
+زي المادات الفلورنسية بتشيع شعاع فلورنسي زي ال
+
+205
+00:16:23,810 --> 00:16:27,190
+rock salt زي مواد الملح الساخر مركبات ال calcium
+
+206
+00:16:27,190 --> 00:16:32,100
+أو زجاج ال uranium تؤثر على لوحات التصويرeffect
+
+207
+00:16:32,100 --> 00:16:38,920
+photographic blade can be refracted لا تنكسر ايضا
+
+208
+00:16:38,920 --> 00:16:44,420
+لا تتأثر بالموجات الكهرباج المغناطيسي discharge
+
+209
+00:16:44,420 --> 00:16:47,520
+electrified
+
+210
+00:16:47,520 --> 00:16:53,100
+body by ionizing the surrounding air لا تتأثر يتم
+
+211
+00:16:53,100 --> 00:16:57,860
+تفريغ الأسام المكهرة عن طريق تأيين الهواء المحيط
+
+212
+00:16:57,860 --> 00:17:04,450
+يمكن أنه سبب انبعاث كهرو ضوئيالبيعات طبعا كهر
+
+213
+00:17:04,450 --> 00:17:09,170
+وضوئي هذا يتم إنتاجها عندما تصادم حزمة من
+
+214
+00:17:09,170 --> 00:17:12,950
+الإلكترونات عالية الطاقة بهدف معين كلما زاد عدد
+
+215
+00:17:12,950 --> 00:17:19,870
+نيكليون للهدف زادت شدة الأشعة الصينية المنتجة كمان
+
+216
+00:17:19,870 --> 00:17:23,250
+إضافة لإن ال X-ray are form of electromagnetic
+
+217
+00:17:23,250 --> 00:17:28,550
+radiation أيضا بدنا نأكد على إن ال X-ray هي جزء من
+
+218
+00:17:28,550 --> 00:17:31,200
+electromagnetic radiationزي ال radio wave و ال
+
+219
+00:17:31,200 --> 00:17:33,160
+microwave و ال visible light و ال gamma ray
+
+220
+00:17:33,160 --> 00:17:38,060
+الفوتونات التابعة الخاصة بال X-ray طاقتها عالية
+
+221
+00:17:38,060 --> 00:17:42,500
+الطاقة العالية هذه تتمتع بالطاقة عالية و لديها
+
+222
+00:17:42,500 --> 00:17:48,540
+طاقة كافية لتفتيت للتفتيت طبعا او لتتفتت الgenre
+
+223
+00:17:48,540 --> 00:17:51,240
+السفع عام ال higher the energy the more X-ray إذا
+
+224
+00:17:51,240 --> 00:17:55,660
+كانت الطاقة عالية ال X-ray بتكون أشمالها بتعطيلنا
+
+225
+00:17:55,660 --> 00:18:00,330
+طاقة X-ray عاليةكلما زادت الطاقة .. كلما زادت
+
+226
+00:18:00,330 --> 00:18:04,710
+الطاقة زادت مرور الأشعة ال X أيضا من ضمن الخواص
+
+227
+00:18:04,710 --> 00:18:08,890
+أنها بت .. تمشي بخط مستقيم، لا يمكن أن تنحرف
+
+228
+00:18:08,890 --> 00:18:12,750
+الأشعة الصينية، الأشعة الصينية لها قوة اختراق عالي
+
+229
+00:18:12,750 --> 00:18:16,130
+زي ما حكيناال photo .. الفيلم الفوتوغرافي يسوط
+
+230
+00:18:16,130 --> 00:18:19,370
+بواسط الأشعة الصينية، تتوهج المواد الفلورية عند
+
+231
+00:18:19,370 --> 00:18:22,870
+توجيه الأشعة الصينية لها، يمكن إنتاج انبعات كهر
+
+232
+00:18:22,870 --> 00:18:26,330
+ضوء بواسط الأشعة الصينية، تنتج تأيون الغاز عند
+
+233
+00:18:26,330 --> 00:18:29,710
+مرور شعار أشعة الصينية، طبعا هي كأحنا بيعني يعني
+
+234
+00:18:29,710 --> 00:18:33,050
+بنأكد الكلام اللي حكيناها سابقا، و بهذا ينتهي طبعا
+
+235
+00:18:33,050 --> 00:18:35,970
+هذا ال chapter اللي حتى اللي قيله هنا ينتهي
+
+236
+00:18:35,970 --> 00:18:37,130
+chapter ا تلاتة
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..93054b64a34f4172df677499683657bbc8be75cc
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_raw.json
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\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ce45f17bb006588accf4158331e3021020f733ca
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/PvoAu5e9uek_raw.srt
@@ -0,0 +1,944 @@
+1
+00:00:01,500 --> 00:00:08,860
+Exposure factors هو بر عن العوامل المؤثرة على التي
+
+2
+00:00:08,860 --> 00:00:14,480
+ممكن تتحكم في الأشعة الخاصة في انبوبة أشعة X يوجد
+
+3
+00:00:14,480 --> 00:00:22,410
+تلت عوامل تؤثر على تتحكم فيه الأشعةالقادمة من اللي
+
+4
+00:00:22,410 --> 00:00:28,830
+هي Ray tube، انبوبة الأشعة الأول اللي هو كيلو فولت
+
+5
+00:00:28,830 --> 00:00:33,490
+اللي هو عبارة عن فرق الجهد بين الكثود والأنود هو
+
+6
+00:00:33,490 --> 00:00:36,110
+ال potential difference between the cathode and
+
+7
+00:00:36,110 --> 00:00:40,280
+the anodeduring the production of the x-ray خلال
+
+8
+00:00:40,280 --> 00:00:46,380
+إنتاج الأشعاء الصينية كلما زادة ال kilo volt زادت
+
+9
+00:00:46,380 --> 00:00:51,180
+طاقة ال x-ray وكلما زادت طاقة ال x-ray زادت قدرتها
+
+10
+00:00:51,180 --> 00:00:52,660
+على الاختراق
+
+11
+00:00:54,970 --> 00:00:57,730
+ايضا the higher the energy of x-ray the greater
+
+12
+00:00:57,730 --> 00:01:01,010
+their ability to penetrate زى ما حكينا أنه كلما
+
+13
+00:01:01,010 --> 00:01:04,930
+زادت ال x-ray طاقة ال x-ray كلما زادت قدرتها على
+
+14
+00:01:04,930 --> 00:01:08,170
+الاختراق اللى عامل التانى او ال factor التانى
+
+15
+00:01:08,170 --> 00:01:11,950
+بيسموه ال milliamperes ال milliamperes هي واحدة في
+
+16
+00:01:11,950 --> 00:01:17,060
+قياس التيارو رمزها milliampere ال higher the
+
+17
+00:01:17,060 --> 00:01:19,920
+milliampere as the more electrons are emitted from
+
+18
+00:01:19,920 --> 00:01:22,660
+the cathode to the anode which leads to the
+
+19
+00:01:22,660 --> 00:01:26,480
+increase and the amount of X-ray طبعا ال
+
+20
+00:01:26,480 --> 00:01:30,220
+milliampere كل ما زادت قيمة ال milliampere و طبعا
+
+21
+00:01:30,220 --> 00:01:33,820
+زادت عدد الإلكترونات المنبعثة من الكاتود إلى القطب
+
+22
+00:01:33,820 --> 00:01:39,740
+الموجد مايؤدي إلى زيادة كمية أشعة X أيضا العامل
+
+23
+00:01:39,740 --> 00:01:43,190
+التالت duration of the production of the raysمدة
+
+24
+00:01:43,190 --> 00:01:47,410
+إنتاج أشعة X the longer of the period إذا كانت
+
+25
+00:01:47,410 --> 00:01:52,390
+طالت مدة الإنتاج the longer the period of the
+
+26
+00:01:52,390 --> 00:01:56,690
+production of the rays إذا طالت مدة إنتاج هذه
+
+27
+00:01:56,690 --> 00:02:00,910
+الأشعة ف the greater the amount of rays فبيكون
+
+28
+00:02:00,910 --> 00:02:05,370
+عندنا كمية الإشعة التي تقاس في التانية قد زالت
+
+29
+00:02:07,120 --> 00:02:13,100
+بالنسبة لأيضا x-ray sources بالنسبة لمصادر x-ray
+
+30
+00:02:13,100 --> 00:02:18,900
+زي ما وضحنا سابقا هي عبارة عن انت .. تنتج من
+
+31
+00:02:18,900 --> 00:02:23,430
+انبوبة أشعة الكاثودبتسريع ال particle accelerators
+
+32
+00:02:23,430 --> 00:02:27,130
+يعني بتسريع الجثيمات في عنا linear accelerator of
+
+33
+00:02:27,130 --> 00:02:32,310
+electrons linear accelerator of electrons اللي هو
+
+34
+00:02:32,310 --> 00:02:37,110
+عبارة عن إلكترونات مسرعة وتتحرك بحركة خطية خط
+
+35
+00:02:37,110 --> 00:02:41,040
+مستقيمهذه الإلكترونات طاقتها أقل من 50 ميجا
+
+36
+00:02:41,040 --> 00:02:45,820
+إلكترون فولت هذه الأشعة تسمى ال hard X radiation
+
+37
+00:02:45,820 --> 00:02:53,120
+produced من خلال هذه الشروط ننتج أو نحصل على أشعة
+
+38
+00:02:53,120 --> 00:02:58,720
+X اللي هى بيسموها الصلبة أو ال hard X ray بالنسبة
+
+39
+00:02:58,720 --> 00:03:02,380
+لها طبعا هذا الشكل هو الموضح زى ما احنا شايفين في
+
+40
+00:03:02,380 --> 00:03:05,140
+عندنا هنا اللى هى اللينة ال accelerator electrons
+
+41
+00:03:05,140 --> 00:03:10,360
+إلكترونات مسرعةأشعة الألكترون هي بتتحرك في ال one
+
+42
+00:03:10,360 --> 00:03:14,200
+dimension اصطدمت فيه target ال target ممكن يكون من
+
+43
+00:03:14,200 --> 00:03:17,960
+ال tangestin أو الكبر بعد ما اصطدمت فيه ال target
+
+44
+00:03:17,960 --> 00:03:22,240
+طبعا أفترت على اللي هي ال atom الخاصة بال
+
+45
+00:03:22,240 --> 00:03:30,150
+tangestin فبالتالي صار عندى انشطار للالكترونو
+
+46
+00:03:30,150 --> 00:03:34,010
+الانبعاث اللى هى أشعة x-ray بيم بيكون هنا المرضى
+
+47
+00:03:34,010 --> 00:03:38,870
+ال patient فأشعة x تخترق جسم ال patient طبعا جسم
+
+48
+00:03:38,870 --> 00:03:44,110
+ال patient عبارة عن عظام و muscles و fat و دهون و
+
+49
+00:03:44,110 --> 00:03:48,890
+بالتالي طبعا ده إلها إلها يعني شغل عساس أنه ال x
+
+50
+00:03:48,890 --> 00:03:54,010
+-ray تمتص بالعظم و تظهر على الشاشة اللى هال hard
+
+51
+00:03:54,010 --> 00:03:59,620
+plaqueاللي هي black screen اللي هي اللوحة السوداء
+
+52
+00:03:59,620 --> 00:04:03,360
+بتبين عنها كان باللون الأبيض اللي هي اللي انها
+
+53
+00:04:03,360 --> 00:04:08,760
+متصة تاني الأشعة بالنسبة لها ال .. ال .. هذا نفس
+
+54
+00:04:08,760 --> 00:04:13,340
+الجهاز طبعا ال attenuator .. هذه .. هذه هي الجهاز
+
+55
+00:04:13,340 --> 00:04:18,460
+القديم real old xray hu جهاز قديم كان مستخدم هذه
+
+56
+00:04:18,460 --> 00:04:21,710
+من الداخلعبارة عن الـ cathode و ال anode و انطلاق
+
+57
+00:04:21,710 --> 00:04:27,750
+الإلكترونات و اصطدامها بيه اللي هي ال target ال X
+
+58
+00:04:27,750 --> 00:04:31,790
+-ray attenuation أيضا دمحلال دمحلال أشعة X أو
+
+59
+00:04:31,790 --> 00:04:35,890
+دمحلال أشعة نسية أو تضعيف الأشعة الصينية نقول إنه
+
+60
+00:04:35,890 --> 00:04:39,950
+في الفرخ ممكن أن نعرف اللي هي ال origin intensity
+
+61
+00:04:39,950 --> 00:04:45,190
+لشدة أشعة X أو شدة حزبة أشعة X تعرض بيه ال I
+
+62
+00:04:45,190 --> 00:04:52,840
+naughtطبعا ال I note على مربع المسافة بين المصدر
+
+63
+00:04:52,840 --> 00:04:56,820
+وبين ال detector أو بين الكاشف اللي هي I I note
+
+64
+00:04:56,820 --> 00:05:03,180
+على R R تربيه هي أبارع عن I فشدت ال P of X ray is
+
+65
+00:05:03,180 --> 00:05:08,680
+equalthe intensity in vacuum over الـ R² بيسموها
+
+66
+00:05:08,680 --> 00:05:13,800
+القانون التربيع العكسي أو بيسموه هنا اللي هي ال
+
+67
+00:05:13,800 --> 00:05:17,400
+law of inverse square law of an x-ray beam passing
+
+68
+00:05:17,400 --> 00:05:21,540
+through air إذا كانت هي طبعا هذه شكلها ال X-ray
+
+69
+00:05:21,540 --> 00:05:25,860
+إذا كانت و هي خلال الهواء فال intensity الخاصة
+
+70
+00:05:25,860 --> 00:05:30,780
+فيها عبارة عن I0 عبارة عن شدة شعة X اللي في الهواء
+
+71
+00:05:30,780 --> 00:05:37,180
+علىالمربع المسافة بين النقطة للانطلاق أو الى ال
+
+72
+00:05:37,180 --> 00:05:42,450
+detector أو الى الكاشفthe intensity of x-ray beam
+
+73
+00:05:42,450 --> 00:05:45,710
+is reduced as passed through a material طبعا عندما
+
+74
+00:05:45,710 --> 00:05:49,830
+تصطدم هذه إيادة أشعة ال X في أي مادة يتم تقليلها
+
+75
+00:05:49,830 --> 00:05:54,450
+أو attenuation تضعيفها تضعيفها لأنها تمر عبر مادة
+
+76
+00:05:54,450 --> 00:05:58,830
+بالسبب طبعا الاصطدام بين photonات أشعة X و بين ال
+
+77
+00:05:58,830 --> 00:06:05,390
+atomic أو ذرة هذه المادة طبعا نفرض أنه في عندي انا
+
+78
+00:06:05,390 --> 00:06:09,630
+لو احنا نفرض أنههذه الأشعة سقطت على مادة معينة
+
+79
+00:06:09,630 --> 00:06:15,050
+باخد عنصر صغير بسميه Delta X و Delta X هذا العنصر
+
+80
+00:06:15,050 --> 00:06:19,890
+هو ماشي في اتجاه ال X Axis بيكون يعني ال intensity
+
+81
+00:06:19,890 --> 00:06:24,350
+خلاله Delta I Delta يعني كمية صغيرة كتير Delta X
+
+82
+00:06:24,350 --> 00:06:29,350
+كمية صغيرة كتير وال I هي شدة اللي هي أشعة X Mu هو
+
+83
+00:06:29,350 --> 00:06:35,530
+عبارة عن المعامل التضعيف أو لدمحلال الخط الكليهذا
+
+84
+00:06:35,530 --> 00:06:40,110
+بيسموه و طبعا بيصف جزء من حزمة الأشعة السنية أو
+
+85
+00:06:40,110 --> 00:06:45,470
+أشعة X التي يتم إمتصاصها أو اللي هي scattered اللي
+
+86
+00:06:45,470 --> 00:06:49,170
+هي انشطارها أو انتفارها ف ال linear attenuation
+
+87
+00:06:49,170 --> 00:06:52,850
+هذا ال ميو يصف زي ما حكينا ال fraction of the beam
+
+88
+00:06:52,850 --> 00:06:57,300
+of X ريعيOr gamma ray that is absorbed or
+
+89
+00:06:57,300 --> 00:07:03,200
+scattered فـDI على I بتساوي Mu على DX أو Mu ساوي
+
+90
+00:07:03,200 --> 00:07:08,920
+DI على Mu مضروبة في DX اعتمد على الوسط وعلى طاقة
+
+91
+00:07:08,920 --> 00:07:13,440
+أشعة X اللي هو الـ Mu معامل هذا طبعا الوسط فرضنا
+
+92
+00:07:13,440 --> 00:07:17,520
+في عندي وسط الوسط هذا طوله X أخدت جزء صغير اسمه
+
+93
+00:07:17,520 --> 00:07:22,480
+Delta X دخلت عليه الأشعة X اللي هي I ال intensity
+
+94
+00:07:22,480 --> 00:07:27,280
+of X-rayهنا في الجزئية هذه كان في نوع من الامتصاص
+
+95
+00:07:27,280 --> 00:07:33,260
+او ال scattered فطبعا طلعت I في Delta I طبعا هذا
+
+96
+00:07:33,260 --> 00:07:36,500
+ال Delta X امتصت جزء اسمه Delta I فمعامل الامتصاص
+
+97
+00:07:36,500 --> 00:07:41,160
+هذا او معامل ال continuation اضمح لان او التضعيف
+
+98
+00:07:41,160 --> 00:07:44,900
+ال I بدها تساوي ال Mu اللي هي معامل التضعيف اللي
+
+99
+00:07:44,900 --> 00:07:50,740
+هي بدها تساويدي اي على اكس مضروبة في دي اكس
+
+100
+00:08:21,140 --> 00:08:26,840
+بالنسبة للمحلال ال X-rayفي عندنا ال bone .. امتصاص
+
+101
+00:08:26,840 --> 00:08:30,460
+اللي هي ال bone absorbed x-ray radiation الإظام
+
+102
+00:08:30,460 --> 00:08:35,620
+تمتص .. الإظام اللي هي تمتص أشعة X و هذا يوضح
+
+103
+00:08:35,620 --> 00:08:40,380
+لماذا تظهر الصورة الفوتوغرافية لون أبيض بسبب
+
+104
+00:08:40,380 --> 00:08:44,730
+امتصاص الإظام لهذه الأشعةwhen the chlamydia of x
+
+105
+00:08:44,730 --> 00:08:50,490
+-ray pass إذا كانت عندي أنا الأشعة x مرت خلال جسم
+
+106
+00:08:50,490 --> 00:08:54,990
+المريض فمعنى الكلام إنه هي ممكن يحدث لها انتصاص أو
+
+107
+00:08:54,990 --> 00:08:59,250
+انتطار أو سكتر the attenuation of x-ray في هذه
+
+108
+00:08:59,250 --> 00:09:03,770
+الحالة حساب ال attenuation أو المحلالالـ I بالصورة
+
+109
+00:09:03,770 --> 00:09:08,570
+I note فيه اصناق Cµ في X ال I هي عبارة عن شدة اللي
+
+110
+00:09:08,570 --> 00:09:13,910
+هي ال X-ray الرفل المنعكسة وال I note عبارة عن
+
+111
+00:09:13,910 --> 00:09:20,230
+اللي هي شدة اللي هي شعة X الساقطة و ال µ اللي هو
+
+112
+00:09:20,230 --> 00:09:27,550
+معاملال absorption أو المعامل الامتصاص لأشعة X و X
+
+113
+00:09:27,550 --> 00:09:33,590
+هي ال distance المسافة التي .. المسافة التي طبعا
+
+114
+00:09:33,590 --> 00:09:38,600
+يعني تقضيها أو تقطعهاالمسافة التي تقطعها الأشعة
+
+115
+00:09:38,600 --> 00:09:43,980
+خلال سريانها
+
+116
+00:09:43,980 --> 00:09:47,920
+طبعا يعتمد معاملة التضعيف ده اللي هو ال
+
+117
+00:09:47,920 --> 00:09:51,780
+attenuation coefficient بيعتمد على ال energy على
+
+118
+00:09:51,780 --> 00:09:53,860
+طاقة أيضا أشعة X
+
+119
+00:09:56,380 --> 00:10:01,060
+الأشعة اللى شدت أشعة X بيسموها decay exponentially
+
+120
+00:10:01,060 --> 00:10:05,940
+طبعا تضمحل exponentially تبدأ عالية وبتنزل بالظبط
+
+121
+00:10:05,940 --> 00:10:12,520
+بتشبه يعني بتشبه الحركة في two dimension the
+
+122
+00:10:12,520 --> 00:10:15,620
+thickness of the material أيضا ال thickness اللى
+
+123
+00:10:15,620 --> 00:10:21,900
+هو سمك المادة that will reduce برضه بيأثر على أشعة
+
+124
+00:10:21,900 --> 00:10:27,210
+X أو حزمة أشعة Xor particular frequency to half
+
+125
+00:10:27,210 --> 00:10:32,850
+its original أو طبعا يُعرف سمك المادة التي ستقلل
+
+126
+00:10:32,850 --> 00:10:36,350
+الأشعة السنية أو تردد معين بيسموها ال half
+
+127
+00:10:36,350 --> 00:10:41,490
+thickness اللي هي بتقلل من شدة الأشعة إلى النص
+
+128
+00:10:41,490 --> 00:10:46,630
+بيسموها ال half thickness طبعا هذا الشكل بيوضح أنه
+
+129
+00:10:46,630 --> 00:10:51,290
+في عندنا أشعة X أو ماشي بخط مستقيم في الهواءصدمت
+
+130
+00:10:51,290 --> 00:10:54,710
+في جسم الجسم عبارة عن bone اللى هو عظم و لحم او
+
+131
+00:10:54,710 --> 00:10:58,730
+جسم للانسان او اى جسم اخر بلاحظ في عندي انا هى
+
+132
+00:10:58,730 --> 00:11:03,430
+الحركة انه في عندي انا اضمحلال exponentially اللى
+
+133
+00:11:03,430 --> 00:11:07,350
+هى ال bone هاد انتصت الأشعة ال beam of x-ray
+
+134
+00:11:07,350 --> 00:11:10,620
+exponentially بهذا الشكلبالظبط زى ما كان عنده هنا
+
+135
+00:11:10,620 --> 00:11:14,860
+particle و نزلناها أسقطناها من أعلى إلى أسفل بيصير
+
+136
+00:11:14,860 --> 00:11:17,980
+ان دي حركة بال two dimension و ال flesh طبعا امتص
+
+137
+00:11:17,980 --> 00:11:21,940
+جزء منها لكن الامتصاص الأكبر فيه اللى هو العظام
+
+138
+00:11:21,940 --> 00:11:27,300
+ناخد example أو مثال على هذا الكلام ال example
+
+139
+00:11:27,300 --> 00:11:31,170
+اللى عندنا عبارة عن فى أننا شخصstudents
+
+140
+00:11:31,170 --> 00:11:35,790
+investigate the absorption اللي بده يوجد اللي هي
+
+141
+00:11:35,790 --> 00:11:43,030
+انتصاص أشعة X في موديل من الذراع في عندي أنا cross
+
+142
+00:11:43,030 --> 00:11:47,830
+section يعني جزء من هذا مقطع عرضي من هذا الذراع
+
+143
+00:11:47,830 --> 00:11:53,810
+وبدنا نحسب اللي هي ال MU اللي هي absorption of x
+
+144
+00:11:53,810 --> 00:11:59,120
+-rayهذا جزء من الذراع هذه بتمثل اللون الزهر يمثل
+
+145
+00:11:59,120 --> 00:12:02,980
+muscles اللي هي عضلات و اللون الأبيض يمثل ال bone
+
+146
+00:12:02,980 --> 00:12:07,220
+اللي هو العظام X ray هتمر خلال ال M و هتمر خلال ال
+
+147
+00:12:07,220 --> 00:12:11,200
+B احنا هنحسب خلال ال M طبعا السمك اللي مشت فيه هو
+
+148
+00:12:11,200 --> 00:12:17,920
+8 A سانتي X ray طبعا موازيةdirected along the line
+
+149
+00:12:17,920 --> 00:12:21,540
+mm and along the line bb the linear absorption
+
+150
+00:12:21,540 --> 00:12:28,100
+coefficient معامل الامتصاص الخطي للعظام اللي هي
+
+151
+00:12:28,100 --> 00:12:32,760
+بدها تساوي point two centimeters نقص واحد إلى
+
+152
+00:12:32,760 --> 00:12:36,380
+بتتروح لاثناشر centimeters نقص واحد respectively
+
+153
+00:12:36,380 --> 00:12:40,520
+طبعاً لميوة أعطانيهاأحنا عندنا بنكتب في البداية
+
+154
+00:12:40,520 --> 00:12:44,680
+اللي هي بدأ أحسب ال intensity of emergent x-ray
+
+155
+00:12:44,680 --> 00:12:49,820
+beam from model و ال intensity of incident x-ray
+
+156
+00:12:49,820 --> 00:12:53,920
+beam on the model بدأ أحسب اللي هي شدة ال x-ray
+
+157
+00:12:53,920 --> 00:13:01,040
+الحزمة x-ray الساقطة و المنبعثة إذا بالنسبة لل x
+
+158
+00:13:01,040 --> 00:13:04,620
+-ray بالنسبة للبرر الموازي لل أمبر ال solution
+
+159
+00:13:04,620 --> 00:13:08,500
+الأول بدنا نكتب اللي هي الكمية المعطوة عندناالمقطع
+
+160
+00:13:08,500 --> 00:13:11,620
+اللي هو الـ Mu Linear Absorption Coefficient اللي
+
+161
+00:13:11,620 --> 00:13:15,820
+هي بتتراوح من بين 2 cm minus 1 وماعطينا ال
+
+162
+00:13:15,820 --> 00:13:18,800
+distance travel through the muscles اللي هي X
+
+163
+00:13:18,800 --> 00:13:23,760
+بالساعة و تمانية أسانتي المرحلة التانيةبدي اكتب
+
+164
+00:13:23,760 --> 00:13:26,820
+المعادلة اللى هى I بالساوية I not في إيقص ناقص ميو
+
+165
+00:13:26,820 --> 00:13:30,700
+X و بدي أوقع المعادلة هذه بديها تساوي اللى هى ال
+
+166
+00:13:30,700 --> 00:13:34,740
+intensity اللى هى ال X ray intensity اللى هى ال
+
+167
+00:13:34,740 --> 00:13:39,940
+emergent X ray اللى هى I على I not بدي أوجدها
+
+168
+00:13:39,940 --> 00:13:44,640
+بالساوية إيقص ناقص ميو X بدي أنعوض بدي أجيب ال I
+
+169
+00:13:44,640 --> 00:13:48,420
+على I not اللى هى إيقص ناقصاللي هي ميو نوت في A
+
+170
+00:13:48,420 --> 00:13:52,300
+ميو في X الميو كانت point اتنين وال X كانت تمانية
+
+171
+00:13:52,300 --> 00:13:57,700
+بتطلع معانا اللي هي point اتنين ال attenuation
+
+172
+00:13:57,700 --> 00:14:01,880
+coefficient أيضا depends strongly on تعتمد على
+
+173
+00:14:01,880 --> 00:14:07,480
+اللي هي طاقة الأشعة X تعتمد على الكثافة اللي هي ال
+
+174
+00:14:07,480 --> 00:14:11,490
+densityو أيضًا ال atomic number of the absorbing
+
+175
+00:14:11,490 --> 00:14:18,530
+اسمه Z هذا طبعًا اللي هي ال dependence strongly on
+
+176
+00:14:18,530 --> 00:14:22,530
+اللي هي بالنسبة لل attenuation coefficient المعامل
+
+177
+00:14:22,530 --> 00:14:27,650
+الإضمح له ليعتمد على ال E أيضًا يعتمد على رو يعتمد
+
+178
+00:14:27,650 --> 00:14:33,250
+على Zوفي قانون بيجمعهم المجموع ان الـ Mu ممكن
+
+179
+00:14:33,250 --> 00:14:37,690
+تعتمد على role كتافة و الـ A وعلى ال Z وعلى ال E
+
+180
+00:14:37,690 --> 00:14:42,070
+اللي هي ال energy طبعا
+
+181
+00:14:42,070 --> 00:14:44,270
+ال mass attenuation في كمان تعريف تاني لـ mass
+
+182
+00:14:44,270 --> 00:14:47,670
+attenuation coefficient معامل الإدمحلال الخاص
+
+183
+00:14:47,670 --> 00:14:52,810
+بالكتلة how easily material can be penetrated by
+
+184
+00:14:52,810 --> 00:14:58,250
+beam of x-ray يعني بيوصف انه كيف ممكن احنانوصف
+
+185
+00:14:58,250 --> 00:15:02,590
+اللي هي اختراق أشعة X خلال الـmass معينة it can be
+
+186
+00:15:02,590 --> 00:15:05,250
+thought of an variant of absorption cross-section
+
+187
+00:15:05,250 --> 00:15:09,990
+where the effective area is defined per unit mass
+
+188
+00:15:09,990 --> 00:15:14,790
+instead of per particle is defined as اللي هي ال
+
+189
+00:15:14,790 --> 00:15:18,110
+coefficient of mass ال mass coefficient
+
+190
+00:15:18,110 --> 00:15:22,210
+attenuation أو ال mass attenuation coefficient
+
+191
+00:15:22,210 --> 00:15:26,230
+رمزه ميو M بده يساوي الميو اللي هي ال linear
+
+192
+00:15:26,690 --> 00:15:30,990
+attenuation coefficient على رو ام الرو ام بيسموها
+
+193
+00:15:30,990 --> 00:15:34,410
+اللي هي نداء ال density لالمaterial بيعتمد على ال
+
+194
+00:15:34,410 --> 00:15:36,730
+density لالمaterial بيعتمد على ال linear
+
+195
+00:15:36,730 --> 00:15:40,610
+attenuation coefficient هذا هو ال mass attenuation
+
+196
+00:15:40,610 --> 00:15:45,130
+coefficient depend on ميو and رو ام اللي هي ال
+
+197
+00:15:45,130 --> 00:15:50,140
+density او الكتابة ال materialطبعا هنأكد أو نكمل
+
+198
+00:15:50,140 --> 00:15:54,720
+هذا section أو هذا شبتر بخواص اللي هي أشعع الصينية
+
+199
+00:15:54,720 --> 00:15:58,100
+خواص أشعع الصينية can be absorbed by many material
+
+200
+00:15:58,100 --> 00:16:02,680
+ممكن أنها تنتصر .. تنتصر عديد من المواد can be
+
+201
+00:16:02,680 --> 00:16:07,670
+pass ممكن أنها تدخلخلال طبعا عبرة مواد أخرى دون
+
+202
+00:16:07,670 --> 00:16:13,450
+تغيير طبعا cause Florence يسبب التقلق في مواد زي
+
+203
+00:16:13,450 --> 00:16:18,610
+الملح بيصير عندها حاجة زي ال florence ال material
+
+204
+00:16:18,610 --> 00:16:23,810
+زي المادات الفلورنسية بتشيع شعاع فلورنسي زي ال
+
+205
+00:16:23,810 --> 00:16:27,190
+rock salt زي مواد الملح الساخر مركبات ال calcium
+
+206
+00:16:27,190 --> 00:16:32,100
+أو زجاج ال uranium تؤثر على لوحات التصويرeffect
+
+207
+00:16:32,100 --> 00:16:38,920
+photographic blade can be refracted لا تنكسر ايضا
+
+208
+00:16:38,920 --> 00:16:44,420
+لا تتأثر بالموجات الكهرباج المغناطيسي discharge
+
+209
+00:16:44,420 --> 00:16:47,520
+electrified
+
+210
+00:16:47,520 --> 00:16:53,100
+body by ionizing the surrounding air لا تتأثر يتم
+
+211
+00:16:53,100 --> 00:16:57,860
+تفريغ الأسام المكهرة عن طريق تأيين الهواء المحيط
+
+212
+00:16:57,860 --> 00:17:04,450
+يمكن أنه سبب انبعاث كهرو ضوئيالبيعات طبعا كهر
+
+213
+00:17:04,450 --> 00:17:09,170
+وضوئي هذا يتم إنتاجها عندما تصادم حزمة من
+
+214
+00:17:09,170 --> 00:17:12,950
+الإلكترونات عالية الطاقة بهدف معين كلما زاد عدد
+
+215
+00:17:12,950 --> 00:17:19,870
+نيكليون للهدف زادت شدة الأشعة الصينية المنتجة كمان
+
+216
+00:17:19,870 --> 00:17:23,250
+إضافة لإن ال X-ray are form of electromagnetic
+
+217
+00:17:23,250 --> 00:17:28,550
+radiation أيضا بدنا نأكد على إن ال X-ray هي جزء من
+
+218
+00:17:28,550 --> 00:17:31,200
+electromagnetic radiationزي ال radio wave و ال
+
+219
+00:17:31,200 --> 00:17:33,160
+microwave و ال visible light و ال gamma ray
+
+220
+00:17:33,160 --> 00:17:38,060
+الفوتونات التابعة الخاصة بال X-ray طاقتها عالية
+
+221
+00:17:38,060 --> 00:17:42,500
+الطاقة العالية هذه تتمتع بالطاقة عالية و لديها
+
+222
+00:17:42,500 --> 00:17:48,540
+طاقة كافية لتفتيت للتفتيت طبعا او لتتفتت الgenre
+
+223
+00:17:48,540 --> 00:17:51,240
+السفع عام ال higher the energy the more X-ray إذا
+
+224
+00:17:51,240 --> 00:17:55,660
+كانت الطاقة عالية ال X-ray بتكون أشمالها بتعطيلنا
+
+225
+00:17:55,660 --> 00:18:00,330
+طاقة X-ray عاليةكلما زادت الطاقة .. كلما زادت
+
+226
+00:18:00,330 --> 00:18:04,710
+الطاقة زادت مرور الأشعة ال X أيضا من ضمن الخواص
+
+227
+00:18:04,710 --> 00:18:08,890
+أنها بت .. تمشي بخط مستقيم، لا يمكن أن تنحرف
+
+228
+00:18:08,890 --> 00:18:12,750
+الأشعة الصينية، الأشعة الصينية لها قوة اختراق عالي
+
+229
+00:18:12,750 --> 00:18:16,130
+زي ما حكيناال photo .. الفيلم الفوتوغرافي يسوط
+
+230
+00:18:16,130 --> 00:18:19,370
+بواسط الأشعة الصينية، تتوهج المواد الفلورية عند
+
+231
+00:18:19,370 --> 00:18:22,870
+توجيه الأشعة الصينية لها، يمكن إنتاج انبعات كهر
+
+232
+00:18:22,870 --> 00:18:26,330
+ضوء بواسط الأشعة الصينية، تنتج تأيون الغاز عند
+
+233
+00:18:26,330 --> 00:18:29,710
+مرور شعار أشعة الصينية، طبعا هي كأحنا بيعني يعني
+
+234
+00:18:29,710 --> 00:18:33,050
+بنأكد الكلام اللي حكيناها سابقا، و بهذا ينتهي طبعا
+
+235
+00:18:33,050 --> 00:18:35,970
+هذا ال chapter اللي حتى اللي قيله هنا ينتهي
+
+236
+00:18:35,970 --> 00:18:37,130
+chapter ا تلاتة
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M.srt
new file mode 100644
index 0000000000000000000000000000000000000000..79c109988378071f24dae6a6aa2f3736602dc335
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M.srt
@@ -0,0 +1,1074 @@
+1
+00:00:05,080 --> 00:00:09,040
+بسم الله الرحمن الرحيم هنبدأ chapter ثلاثة بعنوان
+
+2
+00:00:09,040 --> 00:00:13,340
+emotion in two dimensions يعني الحركة في بعدين
+
+3
+00:00:13,340 --> 00:00:17,000
+طبعا درسنا بالفصول السابقة الحركة في بعد واحد
+
+4
+00:00:17,000 --> 00:00:20,300
+باتجاه الـ X والحركة باتجاه الـ Y اللي هي الـ free
+
+5
+00:00:20,300 --> 00:00:23,760
+falling أو السقوط الحر الآن هنبدأ في section ثلاثة
+
+6
+00:00:23,760 --> 00:00:26,840
+واحد بعنوان displacement, velocity and
+
+7
+00:00:26,840 --> 00:00:30,260
+acceleration in two dimensions يعني بتتعرف على
+
+8
+00:00:30,260 --> 00:00:34,550
+الإزاحة والسرعة والتسارع في بعدين in one
+
+9
+00:00:34,550 --> 00:00:38,370
+-dimensional motion as discussed in topics two; the
+
+10
+00:00:38,370 --> 00:00:40,990
+direction of the vector quantity can be taken into
+
+11
+00:00:40,990 --> 00:00:43,510
+account by specifying whether the quantity is
+
+12
+00:00:43,510 --> 00:00:47,230
+positive or negative in one-dimensional motion في
+
+13
+00:00:47,230 --> 00:00:51,470
+الحركة في بعد واحد تم شرحها بالتفصيل في chapter
+
+14
+00:00:51,470 --> 00:00:58,070
+الـ ثاني اتجاه طبعا الكمية المتجهة ممكن ناخدها
+
+15
+00:00:58,070 --> 00:01:02,750
+عبارة عن: هل هذه الكمية موجبة أو سالبة؟ the velocity
+
+16
+00:01:02,750 --> 00:01:06,950
+of the rocket, for example, is positive if the
+
+17
+00:01:06,950 --> 00:01:10,350
+rocket is going up يعني لو كان عندي أنا صاروخ مثلا
+
+18
+00:01:10,350 --> 00:01:14,750
+أو حجر أو أي particle قدفتها إلى أعلى فإنه بتكون
+
+19
+00:01:14,750 --> 00:01:18,730
+سرعتها موجبة، بتكون الإزاحة أيضا موجبة. if the rocket
+
+20
+00:01:18,730 --> 00:01:21,890
+is going up, and negative if it's going down. لو
+
+21
+00:01:21,890 --> 00:01:26,910
+كانت رميْنَها إلى أسفل بتكون سرعتها بدها تساوي سالبة
+
+22
+00:01:26,910 --> 00:01:31,370
+وإذا كانت إزاحتها برضه بتتساوي سالبة. this simple solution
+
+23
+00:01:31,370 --> 00:01:34,370
+is no longer available in two or three dimensions.
+
+24
+00:01:34,370 --> 00:01:39,150
+طبعا هذه المعلومة وهذا التعريف أو هذا المفهوم لا
+
+25
+00:01:39,150 --> 00:01:42,690
+يعطينا الحل الكامل إذا كانت الحركة في بعدين أو
+
+26
+00:01:42,690 --> 00:01:49,540
+بثلاثة أبعاد. طبعا we must make full use
+
+27
+00:01:49,540 --> 00:01:54,240
+of vector concepts. الآن بدأ أفرض إن object moving
+
+28
+00:01:54,240 --> 00:01:57,720
+through space as shown in the figure. بدأ أفرض الآن
+
+29
+00:01:57,720 --> 00:02:02,340
+في عندي أنا جسم بيتحرك في الفضاء أو بالـ space as
+
+30
+00:02:02,340 --> 00:02:05,420
+shown in the figure ثلاثة واحد. when an object at
+
+31
+00:02:05,420 --> 00:02:09,160
+some point B at time T, its position is described
+
+32
+00:02:09,160 --> 00:02:14,060
+by position vector R<sub>i</sub> drawn from the origin to B.
+
+33
+00:02:14,060 --> 00:02:19,510
+زي ما احنا مبين في الشكل في هذا الشكل مبين إني
+
+34
+00:02:19,510 --> 00:02:25,250
+أنا طبعا عندي علاقة بين x و y، علاقة بين x و y ك...
+
+35
+00:02:25,250 --> 00:02:30,130
+كبعدين. لو أنا عندي النقطة هذه... هذه النقطة بها
+
+36
+00:02:30,130 --> 00:02:34,970
+إحداثيات x و y. النقطة B لو أنا فرضت النقطة الـ B هي
+
+37
+00:02:34,970 --> 00:02:38,590
+نقطة البداية، بسميها أنا اشتغلت أو بدأت من نقطة T
+
+38
+00:02:38,590 --> 00:02:42,950
+initial يعني نقطة البداية، ووصلت لـ T final برضه T
+
+39
+00:02:42,950 --> 00:02:47,570
+final هي نقطة Q لها إحداثيات X و Y. بدل ما أتكلم
+
+40
+00:02:47,570 --> 00:02:51,810
+إحداثيات X و Y، طبعا أخدت أنا الـ unit vector من
+
+41
+00:02:51,810 --> 00:02:56,700
+النقطة O لنقطة B سميتها R<sub>i</sub> ومن النقطة O لنقطة Q
+
+42
+00:02:56,700 --> 00:03:01,640
+سميتها R<sub>final</sub>. الـ R هذه عبارة عن X و Y إحداثيات، و
+
+43
+00:03:01,640 --> 00:03:05,440
+الـ R<sub>final</sub> عبارة عن X و Y. وهذا الـ path of an
+
+44
+00:03:05,440 --> 00:03:10,760
+object، هذا مسار أي جسم اللي ماشي. طبعا نكمل التعريف
+
+45
+00:03:10,760 --> 00:03:15,210
+الـ displacement of the object is a vector ΔR
+
+46
+00:03:15,210 --> 00:03:18,410
+هي عبارة عن أقصر مسافة بين نقطة البداية والنهاية
+
+47
+00:03:18,410 --> 00:03:22,570
+اللي هي ΔR هي عبارة عن الـ R<sub>final</sub> ناقص الـ R
+
+48
+00:03:22,570 --> 00:03:26,210
+<sub>initial</sub>. هذا الكلام احنا بنتكلم فيه إذا كان الحركة في
+
+49
+00:03:26,210 --> 00:03:31,190
+بعدين، فـ ΔR بتتساوي الـ R<sub>final</sub> ناقص الـ R
+
+50
+00:03:31,190 --> 00:03:35,800
+<sub>initial</sub>. هذه هي عبارة عن الإزاحة في بعدين. الـ unit
+
+51
+00:03:35,800 --> 00:03:39,420
+vector اسمها الـ ΔR هي عبارة عن الـ R<sub>final</sub> ناقص
+
+52
+00:03:39,420 --> 00:03:42,880
+R<sub>initial</sub>. كنا زمان نحكي اللي هي X<sub>final</sub> ناقص X
+
+53
+00:03:42,880 --> 00:03:46,760
+<sub>initial</sub> و Y<sub>final</sub> ناقص Y<sub>initial</sub>. الآن من هذا الشكل
+
+54
+00:03:46,760 --> 00:03:49,680
+يعني في عندي أنا اللي هو الـ position final
+
+55
+00:03:49,680 --> 00:03:52,440
+position، والـ initial position of the vector is
+
+56
+00:03:52,440 --> 00:03:54,500
+the sum of the initial position vector and the
+
+57
+00:03:54,500 --> 00:03:57,500
+displacement، اللي هي ΔR بتمثل عبارة عن Δ
+
+58
+00:03:57,500 --> 00:04:02,690
+X و ΔY. R<sub>final</sub> هي عبارة عن X<sub>final</sub> و Y<sub>final</sub>
+
+59
+00:04:02,690 --> 00:04:10,190
+والـ R<sub>initial</sub> X<sub>initial</sub> و Y<sub>initial</sub>. معنى الكلام
+
+60
+00:04:10,190 --> 00:04:13,850
+اللي هي الـ R هذه تمثل عن x و y عند النقطة P إلها
+
+61
+00:04:13,850 --> 00:04:17,190
+إحداثيات x و y<sub>initial</sub> وعند النقطة Q إلها
+
+62
+00:04:17,190 --> 00:04:22,980
+إحداثيات x و y<sub>final</sub>. هنا طبعا بمثل هذا الكلام بيه
+
+63
+00:04:22,980 --> 00:04:27,380
+الإزاحة في بعدين. الإزاحة في بعدين طبعا ΔR زي
+
+64
+00:04:27,380 --> 00:04:31,140
+ما حكينا هي عبارة عن X و Y، هي عبارة عن X و Y
+
+65
+00:04:31,140 --> 00:04:34,400
+الإزاحة. طب displacement vector ΔR has
+
+66
+00:04:34,400 --> 00:04:38,180
+component زي ما حكينا ΔR هي عبارة عن مركبتين
+
+67
+00:04:38,180 --> 00:04:42,400
+ΔX و ΔY. for an object that moves from
+
+68
+00:04:42,400 --> 00:04:45,880
+location لو إن الجسم اتحرك من النقطة B لنقطة Q
+
+69
+00:04:45,880 --> 00:04:49,820
+معناها إنه اتحرك من النقطة اللي إحداثياتها X
+
+70
+00:04:49,820 --> 00:04:54,280
+<sub>initial</sub> و Y<sub>initial</sub> للنقطة اللي إحداثياتها X<sub>final</sub>
+
+71
+00:04:54,280 --> 00:04:58,760
+و Y<sub>final</sub> in time interval ΔT في فترة زمنية
+
+72
+00:04:58,760 --> 00:05:00,880
+مقدرها ΔT
+
+73
+00:05:04,270 --> 00:05:07,470
+الـ X component of the object displacement، الـ X
+
+74
+00:05:07,470 --> 00:05:11,310
+component بنسميها ΔX اللي هي عبارة عن الإزاحة
+
+75
+00:05:11,310 --> 00:05:14,370
+في اتجاه الـ X، X<sub>final</sub> ناقص X<sub>initial</sub>، والـ Y
+
+76
+00:05:14,370 --> 00:05:17,670
+component عبارة عن ΔY هي عبارة عن Y<sub>final</sub>
+
+77
+00:05:17,670 --> 00:05:23,130
+ناقص Y<sub>initial</sub>. معنى الكلام إنه الـ displacement في
+
+78
+00:05:23,130 --> 00:05:27,450
+two dimensions في بعدين بسميها ΔR. ΔR هي
+
+79
+00:05:27,450 --> 00:05:31,630
+عبارة عن two components مركبتين تمثل بـ ΔX و
+
+80
+00:05:31,630 --> 00:05:35,640
+ΔY. نيجي لتعريف ثاني أو مفهوم ثاني اللي هو الـ
+
+81
+00:05:35,640 --> 00:05:40,160
+Average Velocity. الـ Average Velocity يعني أي جسم
+
+82
+00:05:40,160 --> 00:05:43,920
+an object's average velocity during time interval ΔT
+
+83
+00:05:43,920 --> 00:05:49,100
+is its displacement divided by ΔT. يعني السرعة
+
+84
+00:05:49,100 --> 00:05:54,120
+الاتجاهية المتوسطة لأي جسم خلال فترة زمنية ΔT يعرف
+
+85
+00:05:54,120 --> 00:05:57,600
+بالإزاحة على الزمن. لكن عشان إحنا عندنا بعدين
+
+86
+00:05:57,600 --> 00:06:03,380
+فالإزاحة هتمثل بـ ΔR على ΔT. الـ unit للـ V
+
+87
+00:06:03,380 --> 00:06:06,240
+<sub>average</sub>، الـ unit عبارة عن متر per second اللي هي
+
+88
+00:06:06,240 --> 00:06:10,060
+عبارة عن متر على الثانية. الـ average velocity is
+
+89
+00:06:10,060 --> 00:06:14,460
+a vector quantity directed along ΔR. الـ X و
+
+90
+00:06:14,460 --> 00:06:17,060
+Y components of the average velocity are given by
+
+91
+00:06:17,060 --> 00:06:21,380
+طبعا الـ average velocity عبارة عن ΔR على
+
+92
+00:06:21,380 --> 00:06:25,720
+ΔT. ΔR هي عبارة عن ΔX و ΔY. ممكن
+
+93
+00:06:25,720 --> 00:06:32,350
+نفصلها إن الـ V<sub>average</sub> باتجاه الـ X كانت ΔX على
+
+94
+00:06:32,350 --> 00:06:36,130
+ΔT، والـ V<sub>average</sub> بالنسبة للـ Y بتساوي Δ
+
+95
+00:06:36,130 --> 00:06:40,390
+Y على ΔT. بنلاحظ إنه قيمة اللي هي السرعة
+
+96
+00:06:40,390 --> 00:06:45,710
+الاتجاهية المتوسطة عبارة عن المسافة just the
+
+97
+00:06:45,710 --> 00:06:48,670
+distance between the end points divided by the
+
+98
+00:06:48,670 --> 00:06:52,110
+elapsed time. المسافة بين نقطة البداية والنهاية
+
+99
+00:06:52,110 --> 00:06:56,250
+وأقصر مسافة بين نقطة البداية والنهاية مقسومة على
+
+100
+00:06:56,250 --> 00:07:00,430
+الزمن، الذي طبعا الفترة الزمنية التي استغرقها الجسم
+
+101
+00:07:00,660 --> 00:07:04,600
+عشان يعني يبدأ، عشان يعني يمشي أو يتحرك مسافة من
+
+102
+00:07:04,600 --> 00:07:08,080
+نقطة البداية لنقطة النهاية. Note that the magnitude
+
+103
+00:07:08,080 --> 00:07:11,140
+of the average velocity is just the distance the
+
+104
+00:07:11,140 --> 00:07:16,300
+magnitude. قيمة السرعة الإتجاهية المتوسطة هي عبارة
+
+105
+00:07:16,300 --> 00:07:20,420
+عن المسافة distance between the end points divided
+
+106
+00:07:20,420 --> 00:07:25,480
+by the elapsed time. الـ magnitude، الـ magnitude للـ
+
+107
+00:07:25,480 --> 00:07:29,820
+average velocity عبارة عن مسافة على زمن، مسافة
+
+108
+00:07:29,820 --> 00:07:32,860
+على الزمن، هي المسافة بين نقطة البداية والنهاية على
+
+109
+00:07:32,860 --> 00:07:37,820
+الزمن. هذه بسميها السرعة الإتجاهية المتوسطة، وإذا
+
+110
+00:07:37,820 --> 00:07:41,000
+إحنا بدنا نجيب اللي هي الـ magnitude للـ average
+
+111
+00:07:41,000 --> 00:07:44,880
+velocity، عبارة عن الـ distance المسافة مقسومة على
+
+112
+00:07:44,880 --> 00:07:49,660
+الزمن. الـ Instantaneous Velocity عبارة عن السرعة
+
+113
+00:07:49,660 --> 00:07:54,600
+اللحظية، السرعة اللحظية رمزها V عبارة عن limit of
+
+114
+00:07:54,600 --> 00:07:58,340
+its average velocity as ΔT goes to zero. طبعا
+
+115
+00:07:58,340 --> 00:08:01,760
+القانون الرياضي بالنسبة لـ V<sub>instantaneous</sub> هو
+
+116
+00:08:01,760 --> 00:08:06,680
+عبارة عن limit ΔR على ΔT عندما ΔT
+
+117
+00:08:06,680 --> 00:08:09,120
+تؤول إلى الـ Zero، ولا تساوي Zero، ولكن تؤول إلى
+
+118
+00:08:09,120 --> 00:08:14,480
+الـ Zero، فهي تسمى السرعة اللحظية عند زمن معين أو
+
+119
+00:08:14,480 --> 00:08:19,820
+عند لحظة معينة. طبعا هذه القيمة ممكن تعتبر مشتقة
+
+120
+00:08:19,820 --> 00:08:24,780
+الـ R بالنسبة للـ T، أو هي عبارة عن slope of the
+
+121
+00:08:24,780 --> 00:08:29,670
+line tangent، هو عبارة عن ميل المماس عن تلك النقطة.
+
+122
+00:08:29,670 --> 00:08:34,990
+طبعا سنوضحه في الشكل القادم. عبارة عن ميل المماس
+
+123
+00:08:34,990 --> 00:08:38,190
+يُسمى اللي هي الـ instantaneous velocity أو السرعة
+
+124
+00:08:38,190 --> 00:08:42,130
+اللحظية عن تلك اللحظة. لو كان عندي أنا معادلة
+
+125
+00:08:42,130 --> 00:08:46,030
+فالسرعة اللحظية هي عبارة عن مشتقة المسافة بالنسبة
+
+126
+00:08:46,030 --> 00:08:50,550
+للزمن. لو كان عندي أنا منحنى أو curve فهي عبارة عن
+
+127
+00:08:51,040 --> 00:08:57,100
+اللي هي المماس من تلك النقطة. وحدتها اللي هي متر
+
+128
+00:08:57,100 --> 00:09:09,580
+بيرسيكند، متر على ثانية، الاتجاه
+
+129
+00:09:09,580 --> 00:09:16,210
+السرعة اللحظية المتجهة خلال طبعا الخط، خط المماس
+
+130
+00:09:16,210 --> 00:09:21,810
+لهذا الجسم، and in the direction of its motion، هو
+
+131
+00:09:21,810 --> 00:09:26,250
+خط المماس لحركة الـ particle خلال هذا الـ curve أو
+
+132
+00:09:26,250 --> 00:09:31,200
+هذا المنحنى. مفهوم آخر: average acceleration، الـ
+
+133
+00:09:31,200 --> 00:09:35,040
+average acceleration هي عبارة عن اللي هي معدل اللي
+
+134
+00:09:35,040 --> 00:09:40,020
+هي التغير في السرعة على الزمن. يعني طبعا هي الـ
+
+135
+00:09:40,020 --> 00:09:45,280
+average acceleration، متوسط التسارع، عبارة عن during
+
+136
+00:09:45,280 --> 00:09:48,720
+the time interval، خلال فترة زمنية ΔT، عبارة عن
+
+137
+00:09:48,720 --> 00:09:52,720
+الـ change التغير in its velocity، التغير في السرعة
+
+138
+00:09:52,720 --> 00:09:56,840
+ΔV. ΔV هي عبارة عن V<sub>final</sub> ناقص V<sub>initial</sub>
+
+139
+00:09:56,840 --> 00:10:02,260
+divided by ΔT، مقسومة على التغير في الزمان. هذا
+
+140
+00:10:02,260 --> 00:10:07,840
+بيسموها average acceleration، اللي هو التسارع المتوسط.
+
+141
+00:10:07,840 --> 00:10:13,000
+التسارع المتوسط، التسارع المتوسط بيساوي ΔV على ΔT، و
+
+142
+00:10:13,000 --> 00:10:17,580
+اللي هي وحدة في النظام الدولي system international
+
+143
+00:10:17,580 --> 00:10:21,900
+unit، عبارة عن متر per second squared، يعني متر على
+
+144
+00:10:21,900 --> 00:10:25,820
+ثانية تربيع. الـ average acceleration has
+
+145
+00:10:25,820 --> 00:10:30,540
+components given by. طبعا الـ ΔV على ΔT لو
+
+146
+00:10:30,540 --> 00:10:35,120
+كان عندي أنا بتكلم في two dimensions، فالـ A<sub>average</sub>
+
+147
+00:10:35,120 --> 00:10:40,710
+باتجاه الـ X بدها تساوي ΔV<sub>X</sub> على ΔT باتجاه
+
+148
+00:10:40,710 --> 00:10:45,130
+الـ X، والـ A<sub>average</sub> باتجاه الـ Y بتساوي Δ
+
+149
+00:10:45,130 --> 00:10:49,750
+V<sub>Y</sub> على ΔT. يعني الـ V هاي بدي أنا أفصلها إلى
+
+150
+00:10:49,750 --> 00:10:54,850
+مركبتين: ΔV<sub>X</sub> على ΔT و ΔV<sub>Y</sub> على Δ
+
+151
+00:10:54,850 --> 00:10:58,310
+T، اللي هي عبارة عن الـ two components اللي هي
+
+152
+00:10:58,310 --> 00:11:04,910
+مركبة التسارع اللي هي السرعة. V<sub>X</sub> and V<sub>Y</sub> are x and y
+
+153
+00:11:04,910 --> 00:11:12,190
+components، مركبات متجه السرعة بالنسبة لاتجاه الـ X
+
+154
+00:11:12,190 --> 00:11:16,170
+واتجاه الـ Y. بالنسبة لمفهوم instantaneous
+
+155
+00:11:16,170 --> 00:11:19,830
+acceleration، طبعا an object's instantaneous
+
+156
+00:11:19,830 --> 00:11:24,300
+acceleration، التسارع اللحظي، التسارع اللحظي رمزه A
+
+157
+00:11:24,300 --> 00:11:28,800
+is the limit of its average acceleration vector as
+
+158
+00:11:28,800 --> 00:11:34,520
+ΔT goes to zero. وهي عبارة عن المتوسط التسارع
+
+159
+00:11:34,520 --> 00:11:42,360
+المتجه، التسارع اللي عندما ΔT تؤول إلى الـ Zero أو
+
+160
+00:11:42,360 --> 00:11:43,300
+هي عبارة عن
+
+161
+00:11:46,980 --> 00:11:51,700
+مشتقة الـ V بالنسبة للـ T، مشتقة الـ V بالنسبة للـ T.
+
+162
+00:11:51,700 --> 00:11:55,300
+الوحدة اللي هي التسارع برضه meter per second
+
+163
+00:11:55,300 --> 00:11:59,000
+squared، أو متر في الثانية تربيع، يعني وحدة التسارع
+
+164
+00:11:59,000 --> 00:12:06,840
+متوسط التسارع هو نفس وحدة السرعة، التسارع اللحظي. An
+
+165
+00:12:06,840 --> 00:12:10,500
+object can accelerate in several ways. أي جسم ممكن
+
+166
+00:12:10,500 --> 00:12:14,860
+يتسارع بأكثر من طريقة. The magnitude of the velocity
+
+167
+00:12:14,860 --> 00:12:20,500
+vector may change with time. لو كان عندي أنا تغير
+
+168
+00:12:20,500 --> 00:12:25,360
+في السرعة بالنسبة للزمن، أو لو أنا عندي the
+
+169
+00:12:25,360 --> 00:12:32,240
+magnitude of the vector of the speed، maybe أيضا
+
+170
+00:12:32,240 --> 00:12:35,810
+may change with time، بصير عندي تسارع. The direction
+
+171
+00:12:35,810 --> 00:12:39,830
+of the velocity vector may change with time. اتجاه
+
+172
+00:12:39,830 --> 00:12:45,730
+السرعة ممكن يتغير مع الزمن، even though the speed
+
+173
+00:12:45,730 --> 00:12:49,290
+is constant. في هذه الحالة، الـ speed يعني قيمة
+
+174
+00:12:49,290 --> 00:12:52,870
+السرعة مقدار ثابت. both the magnitude and the
+
+175
+00:12:52,870 --> 00:12:55,530
+direction of the velocity vector may change at the
+
+176
+00:12:55,530 --> 00:13:02,350
+same time. ممكن قيمة السرعة واتجاهها ممكن يتغيرا بنفس
+
+177
+00:13:02,350 --> 00:13
+
+223
+00:16:28,670 --> 00:16:33,930
+rectangular periphery of a small green space, going
+
+224
+00:16:33,930 --> 00:16:40,510
+from point A to point B. طبعا في هناك بنت بتتحرك في
+
+225
+00:16:40,510 --> 00:16:44,430
+هذا الاتجاه، في هذا الاتجاه، في مزرعة أو مكان فيه
+
+226
+00:16:44,430 --> 00:16:47,970
+طبعا زرع، فهي اتحركت في هذا الاتجاه من النقطة A و
+
+227
+00:16:47,970 --> 00:16:51,410
+راحت لنقطة B. مشيت هذا المسار من النقطة A و راحت
+
+228
+00:16:51,410 --> 00:16:56,170
+لنقطة B في هذا المسار. مشيت من النقطة A و راحت
+
+229
+00:16:56,170 --> 00:17:01,280
+لنقطة B في هذا المسار. الآن بدنا نفرق بين .. بدنا
+
+230
+00:17:01,280 --> 00:17:06,000
+نفرق بين اللي هي الـ average velocity و الـ average
+
+231
+00:17:06,000 --> 00:17:11,360
+speed. زي ما نعرف،  الشكل هو البنت مشيت من النقطة A
+
+232
+00:17:11,360 --> 00:17:16,500
+وصلت لنقطة B خلال هذا المسار حول مزرعة .. مزرعة
+
+233
+00:17:16,500 --> 00:17:22,170
+حشيش أو مزرعة أشجار. السؤال .. السؤال في هذا الشكل
+
+234
+00:17:22,170 --> 00:17:25,830
+بيحكي: بدنا الـ average speed و الـ average
+
+235
+00:17:25,830 --> 00:17:29,790
+acceleration. الآن، الـ average speed هي عبارة عن
+
+236
+00:17:29,790 --> 00:17:34,310
+distance على time. عبارة عن distance على time.
+
+237
+00:17:34,310 --> 00:17:38,930
+فالمسافة الكلية اللي هي مشيتها هي الثلاثين زائد
+
+238
+00:17:38,930 --> 00:17:42,640
+أربعين، هي المسار الفعلي. الـ actual path هي المسار
+
+239
+00:17:42,640 --> 00:17:45,380
+الفعلي اللي مشيته من الثلاثين و أربعين، هذا بسميها
+
+240
+00:17:45,380 --> 00:17:49,420
+distance. عشان أوجد الـ average speed بحكي distance
+
+241
+00:17:49,420 --> 00:17:53,260
+على الـ time. طبعا مشيت خلال فترة زمنية عشرين
+
+242
+00:17:53,260 --> 00:17:57,680
+ثانية، فبنجيبها: اللي هي ثلاثين زائد أربعين على
+
+243
+00:17:57,680 --> 00:18:01,520
+عشرين، تطلع ثلاثة و نص متر في الثانية. لما أوجد الـ
+
+244
+00:18:01,520 --> 00:18:06,100
+average، الـ average velocity، الـ velocity هي عبارة
+
+245
+00:18:06,100 --> 00:18:09,910
+عن، ده طبعا، الـ average velocity هي عبارة عن
+
+246
+00:18:09,910 --> 00:18:13,830
+displacement على الزمن، الإزاحة، الإزاحة هي أقصر
+
+247
+00:18:13,830 --> 00:18:17,990
+مسافة بين نقطة البداية للنهاية، فمن النقطة A
+
+248
+00:18:17,990 --> 00:18:21,670
+للنقطة B، هذي اسمها إزاحة، كيف أجيبها؟ عندي هنا
+
+249
+00:18:21,670 --> 00:18:27,050
+ثلاثين وهنا أربعين، بنستخدم نظرية فيثاغورس، فدي هذي
+
+250
+00:18:27,050 --> 00:18:30,030
+هي عبارة عن جذر ثلاثين تربيع زائد أربعين تربيع
+
+251
+00:18:30,030 --> 00:18:36,480
+بتطلع خمسين متر، وبالتالي، الـ average velocity
+
+252
+00:18:36,480 --> 00:18:40,060
+عبارة عن إزاحة على زمن، هي عبارة عن خمسين على
+
+253
+00:18:40,060 --> 00:18:44,420
+عشرين، بتساوي اتنين و نص. فالـ average speed بتختلف
+
+254
+00:18:44,420 --> 00:18:48,120
+عن الـ average velocity. average speed بتختلف عن الـ
+
+255
+00:18:48,120 --> 00:18:53,000
+average velocity. لو أجيت أنا لـ quiz تاني، a girl in
+
+256
+00:18:53,000 --> 00:18:57,560
+a bicycle takes 15 seconds. في عندي بنت اتحركت في
+
+257
+00:18:57,560 --> 00:19:04,400
+bicycle، دراجة، خلال 15 ثانية، to ride halfway
+
+258
+00:19:04,400 --> 00:19:09,240
+around a circular track. هي طبعا اتحركت بمسار نصف
+
+259
+00:19:09,240 --> 00:19:14,930
+دائرة، of radius عشرة. what is the girl’s average
+
+260
+00:19:14,930 --> 00:19:17,850
+speed؟ بتأوجد الـ average speed. what is the
+
+261
+00:19:17,850 --> 00:19:21,270
+magnitude of average velocity؟ طبعا لإيجاد الـ
+
+262
+00:19:21,270 --> 00:19:25,710
+average speed هي عبارة عن المسافة على الزمن.
+
+263
+00:19:25,710 --> 00:19:29,540
+المسافة الفعلية المشيتة هي عبارة عن نصف دائرة. محيط
+
+264
+00:19:29,540 --> 00:19:35,040
+الدائرة 2πr، إذا نصف الدائرة هذه اللي هي πr، اللي هي
+
+265
+00:19:35,040 --> 00:19:39,120
+اللي هي المسافة اللي مشيتها على الزمن 15. الـ π
+
+266
+00:19:39,120 --> 00:19:43,300
+عوضنا عنها 3.14×10
+
+267
+00:19:43,300 --> 00:19:48,860
+اللي هي نصف القطر، اللي هي πr على 15، لأن المحيط
+
+268
+00:19:48,860 --> 00:19:55,280
+عبارة عن 2πr، هي مشيت فعليا نصف المحيط اللي هي πr
+
+269
+00:19:55,280 --> 00:20:00,210
+على 15، وطلع 2.09 متر في الثانية. بالنسبة للـ average
+
+270
+00:20:00,210 --> 00:20:05,170
+velocity هي عبارة عن الإزاحة على الزمن. الإزاحة هي
+
+271
+00:20:05,170 --> 00:20:08,810
+أقصر مسافة من نقطة البداية لنقطة النهاية، يعني
+
+272
+00:20:08,810 --> 00:20:14,190
+المسافة من الـ T0 لـ T15، هذه المسافة عشرة زائد عشرة،
+
+273
+00:20:14,190 --> 00:20:19,630
+يعني عشرين على خمسة عشر، تطلع واحد point ثلاثة ثلاثة
+
+274
+00:20:19,630 --> 00:20:24,550
+متر في الثانية. طبعا، الـ two-dimensional motion
+
+275
+00:20:25,970 --> 00:20:30,810
+الحركة في بعدين، في .. في هذا الـ section we look at
+
+276
+00:20:30,810 --> 00:20:34,910
+objects that move in both X and Y directions. الآن، في
+
+277
+00:20:34,910 --> 00:20:38,470
+هذا الـ section نتكلم عن حركة المقذوفات، حركة
+
+278
+00:20:38,470 --> 00:20:42,170
+المقذوفات. راح نتعامل مع الحركة باتجاه X والحركة
+
+279
+00:20:42,170 --> 00:20:46,470
+باتجاه Y. طبعا under constant acceleration، تحت تأثير
+
+280
+00:20:46,470 --> 00:20:51,340
+تسارع ثابت. an important special case of this two-
+
+281
+00:20:51,340 --> 00:20:54,440
+dimensional motion is called projectile motion.
+
+282
+00:20:54,440 --> 00:21:00,000
+اللي هي حركة المقذوفات، كـ special case، حالة
+
+283
+00:21:00,000 --> 00:21:05,080
+خاصة. anyone who … who has tossed any kind of
+
+284
+00:21:05,080 --> 00:21:09,140
+object into the air has observed projectile
+
+285
+00:21:09,140 --> 00:21:13,300
+motion. أي جسم ممكن أرميه في الـ .. في
+
+286
+00:21:13,300 --> 00:21:18,440
+الهواء وينزل على الأرض، ممكن أسميه بيتحرك حركة
+
+287
+00:21:18,440 --> 00:21:21,900
+مقذوفة. if the effect of air resistance and the
+
+288
+00:21:21,900 --> 00:21:24,860
+rotation of the earth are neglected. طبعا .. طبعا في
+
+289
+00:21:24,860 --> 00:21:29,170
+هذه الـ section أو في هذا الموضوع، نهمل اللي هي
+
+290
+00:21:29,170 --> 00:21:33,310
+مقاومة الهواء ونهمل دوران الأرض. The path of the
+
+291
+00:21:33,310 --> 00:21:36,430
+projectile in earth’s gravity field is curved in
+
+292
+00:21:36,430 --> 00:21:40,110
+the shape of a parabola. حركة المقذوفة على سطح
+
+293
+00:21:40,110 --> 00:21:45,230
+الأرض هي حركة قطع مكافئ (parabola)، كما هو بالشكل.
+
+294
+00:21:45,230 --> 00:21:49,370
+الحركة بهذا الشكل هي حركة المقذوفة. لو أنا بدأت من
+
+295
+00:21:49,370 --> 00:21:52,510
+هذه المنطقة ورميت الجسم بحركة أو بسرعة اسمها V
+
+296
+00:21:52,510 --> 00:21:58,340
+nought، مائلة على الأفق θ naught. طبعا، هيكون عندي أنا
+
+297
+00:21:58,340 --> 00:22:02,600
+مركبتين للـ V، هي عبارة عن V naught X و V naught Y. هذه
+
+298
+00:22:02,600 --> 00:22:06,340
+عبارة عن المركبة السينية للسرعة الابتدائية، وهذه
+
+299
+00:22:06,340 --> 00:22:10,120
+المركبة الصادية للسرعة الابتدائية. لو مشيت على
+
+300
+00:22:10,120 --> 00:22:14,440
+المنحنى من منطقة، هذه طبعا هنا الـ V اتغيرت عن الـ V
+
+301
+00:22:14,440 --> 00:22:19,320
+naught. صار عندي أنا V naught X هنا، و V Y. بنلاحظ على طول
+
+302
+00:22:19,320 --> 00:22:24,100
+مسار المقذوفة، أنه السرعة الابتدائية، السرعة
+
+303
+00:22:24,100 --> 00:22:27,480
+الابتدائية في كل نقطة متساوية، اللي هي عبارة عن V
+
+304
+00:22:27,480 --> 00:22:32,080
+naught X، تساوي السرعة النهائية عند كل نقطة على مسار
+
+305
+00:22:32,080 --> 00:22:36,600
+المقذوفة في هذه النقطة، و هذه المنطقة، الـ Y
+
+306
+00:22:36,600 --> 00:22:39,380
+component of the velocity is zero at the peak of
+
+307
+00:22:39,380 --> 00:22:45,140
+the path. أعلى .. أعلى، و أقصى ارتفاع أو أعلى قمة
+
+308
+00:22:45,140 --> 00:22:50,000
+في مسار المقذوفة، السرعة باتجاه الـ Y تساوي 0، لكن
+
+309
+00:22:50,000 --> 00:22:54,540
+السرعة باتجاه الـ X هي نفسها السرعة اللي هي الـ V0
+
+310
+00:22:54,540 --> 00:22:58,720
+X. في هذه المنطقة، the X components of the
+
+311
+00:22:58,720 --> 00:23:02,920
+velocity remain constant in time. في كل مسار المقذوفة
+
+312
+00:23:02,920 --> 00:23:09,180
+الـ V النهائية للـ X هي نفسها V naught X. بنستكمل المرة
+
+313
+00:23:09,180 --> 00:23:13,340
+الجاية، طبعا، المحاضرة القادمة، بعرض بعض المسائل الخاصة
+
+314
+00:23:13,340 --> 00:23:13,920
+بالمقذوفات.
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ee488431a5ddb4bdda6efa0fbba42568e02ff99f
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_postprocess.srt
@@ -0,0 +1,1256 @@
+1
+00:00:05,080 --> 00:00:09,040
+بسم الله الرحمن الرحيم هنبدأ chapter تلاتة بعنوان
+
+2
+00:00:09,040 --> 00:00:13,340
+emotion in two dimensions يعني الحركة في بعدين
+
+3
+00:00:13,340 --> 00:00:17,000
+طبعا درسنا بالفصول السابقة الحركة في بعد واحد
+
+4
+00:00:17,000 --> 00:00:20,300
+باتجاه ال X والحركة باتجاه ال Y اللي هي ال free
+
+5
+00:00:20,300 --> 00:00:23,760
+falling أو السقوط الحر الآن هنبدأ في section تلاتة
+
+6
+00:00:23,760 --> 00:00:26,840
+واحد بعنوان displacement, velocity and
+
+7
+00:00:26,840 --> 00:00:30,260
+acceleration in two dimensions يعني بتتعرف على
+
+8
+00:00:30,260 --> 00:00:34,550
+الإزاحة والسرعة والتسارع في بعدينin one
+
+9
+00:00:34,550 --> 00:00:38,370
+-dimensional motion as discussed in topics two the
+
+10
+00:00:38,370 --> 00:00:40,990
+direction of the vector quantity can be taken into
+
+11
+00:00:40,990 --> 00:00:43,510
+account by specifying whether the quantity is
+
+12
+00:00:43,510 --> 00:00:47,230
+positive or negative in one-dimensional motion في
+
+13
+00:00:47,230 --> 00:00:51,470
+الحركة في بعد واحدتم شرحها بالتفصيل في chapter
+
+14
+00:00:51,470 --> 00:00:58,070
+فاصل التاني اتجاه طبعا الكمية المتجهة ممكن ناخدها
+
+15
+00:00:58,070 --> 00:01:02,750
+عبارة عن هل هذه الكمية موجبة او سالبة the velocity
+
+16
+00:01:02,750 --> 00:01:06,950
+of the rocket for example if positive if the
+
+17
+00:01:06,950 --> 00:01:10,350
+rocket is going up يعني لو كان عندي انا صاروخ مثلا
+
+18
+00:01:10,350 --> 00:01:14,750
+او حجر او اي particle قدفتها الى اعلى فانه بتكون
+
+19
+00:01:14,750 --> 00:01:18,730
+سرعتها موجبة بتكون الازاحة ايضا موجبةif the rocket
+
+20
+00:01:18,730 --> 00:01:21,890
+is going up and negative if it's going down لو
+
+21
+00:01:21,890 --> 00:01:26,910
+كانت رمينها إلى أسفل بتكون سرعتها بدها تساوي سالبة
+
+22
+00:01:26,910 --> 00:01:31,370
+و إذا حتها برضه بتتساوي سالبة this simple solution
+
+23
+00:01:31,370 --> 00:01:34,370
+is no longer available in two or three dimensions
+
+24
+00:01:34,370 --> 00:01:39,150
+طبعا هذه المعلومة و هذا التعريف أو هذا المفهوم لا
+
+25
+00:01:39,150 --> 00:01:42,690
+يعطينا الحل الكامل إذا كانت الحركة في بعدين أو
+
+26
+00:01:42,690 --> 00:01:49,540
+بثلاث أبعاد طبعا we must makeWe must make full use
+
+27
+00:01:49,540 --> 00:01:54,240
+of vector concepts الآن بدأ أفرض إن object moving
+
+28
+00:01:54,240 --> 00:01:57,720
+through space as shown in the figure بدأ أفرض الآن
+
+29
+00:01:57,720 --> 00:02:02,340
+في عندي أنا جسم بتحرك في الفضاء أو بال space as
+
+30
+00:02:02,340 --> 00:02:05,420
+shown in the figure تلاتة واحد when an object at
+
+31
+00:02:05,420 --> 00:02:09,160
+some point B at time T its position is described
+
+32
+00:02:09,160 --> 00:02:14,060
+by position vector Ri drawn from the origin to B
+
+33
+00:02:14,060 --> 00:02:19,510
+زي ما احنا مبين في الشكلفي هذا الشكل انبين اندي
+
+34
+00:02:19,510 --> 00:02:25,250
+انا طبعا عندي علاقة بين x و y علاقة بين x و y ك ..
+
+35
+00:02:25,250 --> 00:02:30,130
+كبعدين لو انا عندي النقطة هذه .. هذه النقطة بيها
+
+36
+00:02:30,130 --> 00:02:34,970
+إحداثيات x و yالنقطة B لو أنا فرضت النقطة الـ B هي
+
+37
+00:02:34,970 --> 00:02:38,590
+نقطة البداية بسميها انا اشتغلت أو بدأت ان نقطة T
+
+38
+00:02:38,590 --> 00:02:42,950
+initial يعني نقطة البداية ووصلت ل T final برضه T
+
+39
+00:02:42,950 --> 00:02:47,570
+final هي نقطة Q لها إحداثيات X و Y بدل ما أتكلم
+
+40
+00:02:47,570 --> 00:02:51,810
+إحداثيات X و Y طبعا أخدت أنا ال unit vector من
+
+41
+00:02:51,810 --> 00:02:56,700
+النقطة 0 لنقطة B سميتها Riو من النقطة O لنقطة Q
+
+42
+00:02:56,700 --> 00:03:01,640
+سميتها R final الـ R هذه عبارة عن X و Y إحداثيات و
+
+43
+00:03:01,640 --> 00:03:05,440
+الـ R final عبارة عن X و Y و هذا ال path of an
+
+44
+00:03:05,440 --> 00:03:10,760
+object هذا مسار أي جسم اللي ماشي طبعا نكمل التعريف
+
+45
+00:03:10,760 --> 00:03:15,210
+ال displacement of the object is a vector deltaR
+
+46
+00:03:15,210 --> 00:03:18,410
+هي عبارة عن الأقصر مسافة بين نقطة البداية والنهاية
+
+47
+00:03:18,410 --> 00:03:22,570
+اللي هي Delta R هي عبارة عن الـR final ناقص الـR
+
+48
+00:03:22,570 --> 00:03:26,210
+initial هذا الكلام احنا بتكلمه إذا كان الحركة في
+
+49
+00:03:26,210 --> 00:03:31,190
+بعدين فDelta R بتتساوي الـR final ناقص الـR
+
+50
+00:03:31,190 --> 00:03:35,800
+initialهذه هي عبارة عن الإزاحة في بعدين ال unit
+
+51
+00:03:35,800 --> 00:03:39,420
+vector اسمها ال الها R هي عبارة عن ال R final ناقص
+
+52
+00:03:39,420 --> 00:03:42,880
+R initial كنا زمان نحكي اللي هي X final ناقص X
+
+53
+00:03:42,880 --> 00:03:46,760
+initial و Y final ناقص Y initial الآن من هذا الشكل
+
+54
+00:03:46,760 --> 00:03:49,680
+يعني في عندي أنا اللي هو ال position final
+
+55
+00:03:49,680 --> 00:03:52,440
+position و ال initial position of the vector is
+
+56
+00:03:52,440 --> 00:03:54,500
+the sum of the initial position vector and the
+
+57
+00:03:54,500 --> 00:03:57,500
+displacement اللي هي Delta R بتمثل عبارة عن Delta
+
+58
+00:03:57,500 --> 00:04:02,690
+X and Delta Y R final هي عبارة عنx final و y final
+
+59
+00:04:02,690 --> 00:04:10,190
+و ال R initial x initial and y initial معنى الكلام
+
+60
+00:04:10,190 --> 00:04:13,850
+اللي هي ال R هدي موثل عن x و y عند النقطة P إلها
+
+61
+00:04:13,850 --> 00:04:17,190
+إحداثيات x و y initial و عند النقطة Q إلها
+
+62
+00:04:17,190 --> 00:04:22,980
+إحداثيات x و y finalهنا طبعا بمثل هذا الكلام بيه
+
+63
+00:04:22,980 --> 00:04:27,380
+الإزاحة في بعضين الإزاحة في بعضين طبعا Delta R زى
+
+64
+00:04:27,380 --> 00:04:31,140
+ما حكينا هي عبارة عن X and Y هي عبارة عن X and Y
+
+65
+00:04:31,140 --> 00:04:34,400
+الإزاحة طب displacement vector Delta R has
+
+66
+00:04:34,400 --> 00:04:38,180
+component زى ما حكينا Delta R هي عبارة عن مركبتين
+
+67
+00:04:38,180 --> 00:04:42,400
+Delta X and Delta Yfor an object that move from
+
+68
+00:04:42,400 --> 00:04:45,880
+location لو ان الجسم اتحرك من النقطة B لنقطة Q
+
+69
+00:04:45,880 --> 00:04:49,820
+معناها انه اتحرك من النقطة اللي احداثياتها X
+
+70
+00:04:49,820 --> 00:04:54,280
+initial وY initial للنقطة اللي احداثياتها X final
+
+71
+00:04:54,280 --> 00:04:58,760
+لY final in في time interval Delta T في فترة زمنية
+
+72
+00:04:58,760 --> 00:05:00,880
+مقدرها Delta T
+
+73
+00:05:04,270 --> 00:05:07,470
+الـ X component of the object displacement الـ X
+
+74
+00:05:07,470 --> 00:05:11,310
+component بنسميها Delta X اللي هي عبارة عن الإزاحة
+
+75
+00:05:11,310 --> 00:05:14,370
+في اتجاه الـ X X final ناقص X initial والـ Y
+
+76
+00:05:14,370 --> 00:05:17,670
+component عبارة عن Delta Y هي عبارة عن Y final
+
+77
+00:05:17,670 --> 00:05:23,130
+ناقص Y initial معنى الكلام أنه الـ displacement في
+
+78
+00:05:23,130 --> 00:05:27,450
+two dimension في بعضين بسميها Delta R Delta R هي
+
+79
+00:05:27,450 --> 00:05:31,630
+عبارة عن two component مركبتين تمثل ب Delta X and
+
+80
+00:05:31,630 --> 00:05:35,640
+Delta Yنجلع تعريف تاني أو مفهوم تاني اللي هو الـ
+
+81
+00:05:35,640 --> 00:05:40,160
+Average Velocity الـ Average Velocity يعني أي جسم
+
+82
+00:05:40,160 --> 00:05:43,920
+an object average velocity during time interval ΔT
+
+83
+00:05:43,920 --> 00:05:49,100
+is its displacement divided by ΔT يعني السرعة
+
+84
+00:05:49,100 --> 00:05:54,120
+الاتجاهية المتوسطة لأي جسم خلال فترة زمنية ΔT يعرف
+
+85
+00:05:54,120 --> 00:05:57,600
+بالإزاحة على الزمن لكن عشان إحنا عندنا بعدين
+
+86
+00:05:57,600 --> 00:06:03,380
+فالإزاحة هنتمثل بDelta R على Delta Tالـ unit للـ V
+
+87
+00:06:03,380 --> 00:06:06,240
+average الـ unit عبارة عن متر per second اللي هي
+
+88
+00:06:06,240 --> 00:06:10,060
+عبارة عن متر على الثانية الـ average velocity is
+
+89
+00:06:10,060 --> 00:06:14,460
+the vector quantity directed along Delta R ال X و
+
+90
+00:06:14,460 --> 00:06:17,060
+Y component of the average velocity are given by
+
+91
+00:06:17,060 --> 00:06:21,380
+طبعا ال average velocity عبارة عن Delta R على
+
+92
+00:06:21,380 --> 00:06:25,720
+Delta T Delta R هي عبارة عن Delta X و Delta Y ممكن
+
+93
+00:06:25,720 --> 00:06:32,350
+نفصلها أن ال V average بتجاه ال X كانتDelta X على
+
+94
+00:06:32,350 --> 00:06:36,130
+Delta T والـ V average بالنسبة للـ Y بتساوي Delta
+
+95
+00:06:36,130 --> 00:06:40,390
+Y على Delta T بنلاحظ إنه قيمة اللي هي السرعة
+
+96
+00:06:40,390 --> 00:06:45,710
+الاتجاهية المتوسطة عبارة عن المسافة just the
+
+97
+00:06:45,710 --> 00:06:48,670
+distance between the end point divided by the
+
+98
+00:06:48,670 --> 00:06:52,110
+elapsed time المسافة بين نقطة البداية والنهاية
+
+99
+00:06:52,110 --> 00:06:56,250
+وأقصر مسافة بين نقطة البداية والنهاية مقصومة على
+
+100
+00:06:56,250 --> 00:07:00,430
+الزمن الذي طبعا الفترة الزمنية التي استغرقها الجسم
+
+101
+00:07:00,660 --> 00:07:04,600
+عشان يعني يبدأ عشان يعني يمشي أو يتحرك مسافة من
+
+102
+00:07:04,600 --> 00:07:08,080
+نقطة البداية لنقطة النهاية Note that the magnitude
+
+103
+00:07:08,080 --> 00:07:11,140
+of the average velocity is just the distance the
+
+104
+00:07:11,140 --> 00:07:16,300
+magnitude قيمة السرعة الإتجاهية المتوسطة هي عبارة
+
+105
+00:07:16,300 --> 00:07:20,420
+عن المسافة distancebetween the end points divided
+
+106
+00:07:20,420 --> 00:07:25,480
+by the elapsed time ال magnitude ال magnitude لل
+
+107
+00:07:25,480 --> 00:07:29,820
+average velocity عبارة عن مسافة على الزمن مسافة
+
+108
+00:07:29,820 --> 00:07:32,860
+على الزمن هي المسافة بين نقطة البداية والنهاية على
+
+109
+00:07:32,860 --> 00:07:37,820
+الزمن هذه بسميها السرعة الاتجاهية المتوسطة وإذا
+
+110
+00:07:37,820 --> 00:07:41,000
+احنا بدنا نجيب اللي هي ال magnitude لل average
+
+111
+00:07:41,000 --> 00:07:44,880
+velocity عبارة عن ال distance المسافة مقصومة على
+
+112
+00:07:44,880 --> 00:07:49,660
+الزمنالـ Instantaneous Velocity عبارة عن السرعة
+
+113
+00:07:49,660 --> 00:07:54,600
+اللحظية، السرعة اللحظية رمزها V عبارة عن limit of
+
+114
+00:07:54,600 --> 00:07:58,340
+its average velocity as ΔT goes to zero، طبعا
+
+115
+00:07:58,340 --> 00:08:01,760
+القانون الرياضي بالنسبة لـ V Instantaneous هو
+
+116
+00:08:01,760 --> 00:08:06,680
+عبارة عن limitDelta R على Delta T عندما Delta T
+
+117
+00:08:06,680 --> 00:08:09,120
+تقول إلى الـ Zero و لا تساوي Zero ولكن تقول إلى
+
+118
+00:08:09,120 --> 00:08:14,480
+الـ Zero فهي تسمى السرعة اللحظية عند زمن معين أو
+
+119
+00:08:14,480 --> 00:08:19,820
+عند لحظة معينة طبعا هذه القيمة ممكن تعتبر مشتقة
+
+120
+00:08:19,820 --> 00:08:24,780
+الـ R بالنسبة للـ T أو هي عبارة عن slope of the
+
+121
+00:08:24,780 --> 00:08:29,670
+line tangent هو عبارة عنميل المماس عن تلك النقطة
+
+122
+00:08:29,670 --> 00:08:34,990
+طبعا سنوضحه في الشكل القادم عبارة عن ميل المماس
+
+123
+00:08:34,990 --> 00:08:38,190
+يتسمى اللي هي ال instantaneous velocity أو السرعة
+
+124
+00:08:38,190 --> 00:08:42,130
+اللحظية عن تلك اللحظة لو كان عندي أنا معادلة
+
+125
+00:08:42,130 --> 00:08:46,030
+فالسرعة اللحظية هي عبارة عن مشتقة المسافة بالنسبة
+
+126
+00:08:46,030 --> 00:08:50,550
+للزمن لو كان عندي أنا منحنة أو curve فهي عبارة عن
+
+127
+00:08:51,040 --> 00:08:57,100
+اللي هي المماس من تلك النقطة وحدتها اللي هي متر
+
+128
+00:08:57,100 --> 00:09:09,580
+بيرسيكند متر علاء ثيكند الاتجاه
+
+129
+00:09:09,580 --> 00:09:16,210
+السرعة اللحظية المتجهةخلال طبعا الخط خط المماس
+
+130
+00:09:16,210 --> 00:09:21,810
+لهذا الجسم and in the direction of its motion هو
+
+131
+00:09:21,810 --> 00:09:26,250
+خط المماس لحركة ال particle خلال هذا ال curve أو
+
+132
+00:09:26,250 --> 00:09:31,200
+هذا المنحنىمفهوم آخر average acceleration ال
+
+133
+00:09:31,200 --> 00:09:35,040
+average acceleration هي عبارة عن اللي هي معدل اللي
+
+134
+00:09:35,040 --> 00:09:40,020
+هي التغير في السرع على الزمن يعني طبعا هي ال
+
+135
+00:09:40,020 --> 00:09:45,280
+average acceleration متوسط التسارععبارة عن during
+
+136
+00:09:45,280 --> 00:09:48,720
+the time interval خلال فترة زمنية Delta T عبارة عن
+
+137
+00:09:48,720 --> 00:09:52,720
+الـ change التغير in its velocity التغير في السرعة
+
+138
+00:09:52,720 --> 00:09:56,840
+Delta V Delta V هي عبارة عن V final ناقص V initial
+
+139
+00:09:56,840 --> 00:10:02,260
+divided by Delta Tمقسومة على التغير في الزمان هذا
+
+140
+00:10:02,260 --> 00:10:07,840
+بيسموها average acceleration اللي هو التسارع متوسط
+
+141
+00:10:07,840 --> 00:10:13,000
+التسارع متوسط التسارع بيساوي Delta V على Delta T و
+
+142
+00:10:13,000 --> 00:10:17,580
+اللي هي وحدة في النظام الدوليsystem international
+
+143
+00:10:17,580 --> 00:10:21,900
+unit عبارة عن متر per second squared يعني متر فترة
+
+144
+00:10:21,900 --> 00:10:25,820
+على ثانية تربيع ال average acceleration has
+
+145
+00:10:25,820 --> 00:10:30,540
+component given by طبعا ال delta V على delta T لو
+
+146
+00:10:30,540 --> 00:10:35,120
+كان عندي أنا بتكلم في two dimensions فال A average
+
+147
+00:10:35,120 --> 00:10:40,710
+في اتجاه ال X بدها تساويDelta VX على Delta T بتجاه
+
+148
+00:10:40,710 --> 00:10:45,130
+الـ X and الـ A average بتجاه الـ Y بتساوي Delta
+
+149
+00:10:45,130 --> 00:10:49,750
+VY على Delta T يعني الـ V هاي ببدي أنا أفصلها إلى
+
+150
+00:10:49,750 --> 00:10:54,850
+مراكبتين Delta VX على Delta T و Delta VY على Delta
+
+151
+00:10:54,850 --> 00:10:58,310
+T اللي هي عبارة عن الـ two components اللي هي
+
+152
+00:10:58,310 --> 00:11:04,910
+مراكبة التسائل اللي هي السرعةVx and Vy are x and y
+
+153
+00:11:04,910 --> 00:11:12,190
+components مركبات متجه السرعة بالنسبة لتجاه الـx
+
+154
+00:11:12,190 --> 00:11:16,170
+وتجاه الـy بالنسبة لمفهوم instantaneous
+
+155
+00:11:16,170 --> 00:11:19,830
+acceleration طبعا an object instantaneous
+
+156
+00:11:19,830 --> 00:11:24,300
+acceleration التسارع اللحظىالتسارع اللحظي رمزه A
+
+157
+00:11:24,300 --> 00:11:28,800
+is the limit of its average acceleration vector as
+
+158
+00:11:28,800 --> 00:11:34,520
+ΔT goes to zero وهي عبارة عن المتوسط التسارع
+
+159
+00:11:34,520 --> 00:11:42,360
+المتجه التسارع اللي عندما ΔT تقول إلى الـ Zero أو
+
+160
+00:11:42,360 --> 00:11:43,300
+هي عبارة عن
+
+161
+00:11:46,980 --> 00:11:51,700
+مشطقة ال V بالنسبة لل T مشطقة ال V بالنسبة لل T
+
+162
+00:11:51,700 --> 00:11:55,300
+الوحدة اللى هى التسارع برضه meter per second
+
+163
+00:11:55,300 --> 00:11:59,000
+square او meter في الثانية تربيع يعنى وحدة التسارع
+
+164
+00:11:59,000 --> 00:12:06,840
+متوسط التسارع هو نفس وحدة السرعه التسارع اللحظىAn
+
+165
+00:12:06,840 --> 00:12:10,500
+object can accelerate in several ways أي جسم ممكن
+
+166
+00:12:10,500 --> 00:12:14,860
+يتسرع بأكتر من طريقة The magnitude of the velocity
+
+167
+00:12:14,860 --> 00:12:20,500
+vector may change with time لو كان عندي أنا تغير
+
+168
+00:12:20,500 --> 00:12:25,360
+في السرعة بالنسبة للزمن أو لو أنا عندي the
+
+169
+00:12:25,360 --> 00:12:32,240
+magnitude of the vector of the speed maybe أيضا
+
+170
+00:12:32,240 --> 00:12:35,810
+may change with time بصير عندى تسارعThe direction
+
+171
+00:12:35,810 --> 00:12:39,830
+of the velocity vector may change with time اتجاه
+
+172
+00:12:39,830 --> 00:12:45,730
+السرعة ممكن يتغير مع الزمن even though the speed
+
+173
+00:12:45,730 --> 00:12:49,290
+is constant في هذه الحالة ال speed يعني قيمة
+
+174
+00:12:49,290 --> 00:12:52,870
+السرعة مقدار ثابتboth the magnitude and the
+
+175
+00:12:52,870 --> 00:12:55,530
+direction of the velocity vector may change at the
+
+176
+00:12:55,530 --> 00:13:02,350
+same time ممكن قيمة السرعة واتجاهها ممكن تغير بنفس
+
+177
+00:13:02,350 --> 00:13:08,910
+الاداسي بنفس الزمن ناخد quiz تلاتة واحدwhich of
+
+178
+00:13:08,910 --> 00:13:13,630
+the following objects can't be accelerating مين من
+
+179
+00:13:13,630 --> 00:13:17,850
+هذه الجمال بالنسبة لأي جسم can't be accelerating
+
+180
+00:13:17,850 --> 00:13:22,750
+يعني ما بتتسرع يعني نشوف الأول an object moving
+
+181
+00:13:22,750 --> 00:13:26,870
+with constant speed إذا اتحرك ب constant speed
+
+182
+00:13:26,870 --> 00:13:30,850
+يعني ال magnitude لل speed ثابتة معنى الكلام
+
+183
+00:13:30,850 --> 00:13:35,110
+التغيرفي ال speed هيكون سفر وبالتالي مافيش تسارع
+
+184
+00:13:35,110 --> 00:13:39,550
+فالتسارع بيساوي zero لإنه التسارع بيساوي التغير
+
+185
+00:13:39,550 --> 00:13:44,470
+بالسرعة على التغير في الزمن في be an object moving
+
+186
+00:13:44,470 --> 00:13:48,770
+with constant velocity with constant velocity هذه
+
+187
+00:13:48,770 --> 00:13:54,800
+مظبوطة لإنه اتجاه السرعة ممكن يتغيرor and the
+
+188
+00:13:54,800 --> 00:13:58,340
+object moving along a curve الآن السؤال which of
+
+189
+00:13:58,340 --> 00:14:01,880
+the following object can't can't be accelerated
+
+190
+00:14:01,880 --> 00:14:08,300
+يعني مين من هدول الجمال لا يحدث لها تسارع لا يحدث
+
+191
+00:14:08,300 --> 00:14:11,220
+لها تسارع هلاقيتها الآن object moving with
+
+192
+00:14:11,220 --> 00:14:16,360
+constant speed ما بيصير تسارع if you see an object
+
+193
+00:14:16,360 --> 00:14:23,450
+moving along a curveبصير بصير عندي أنا تسارع لكن
+
+194
+00:14:23,450 --> 00:14:27,670
+في بي an object moving with constant velocity هنا
+
+195
+00:14:27,670 --> 00:14:31,770
+ما بيصير في عندي أنا ايه تسارع ما بيصير تسارع لإنه
+
+196
+00:14:31,770 --> 00:14:37,720
+delta V بتساوي zero في هذه الحالةالـ quiz تلاتة
+
+197
+00:14:37,720 --> 00:14:41,140
+تلات اتنين consider the following control in an
+
+198
+00:14:41,140 --> 00:14:45,740
+automobile, gas, pedal, brake, steering, wheel
+
+199
+00:14:45,740 --> 00:14:50,240
+بأفرض انا في عندى انا عشان اتحكم في اي سيارة ممكن
+
+200
+00:14:50,240 --> 00:14:54,540
+اتحكم في السيارة بال .. ممكن اتحكم بالسيارة بالجاز
+
+201
+00:14:54,540 --> 00:14:58,020
+يعني بنزين ده ادعس بنزين او ال brake او ال
+
+202
+00:14:58,020 --> 00:15:03,150
+steeringthe control in this list that can cause an
+
+203
+00:15:03,150 --> 00:15:08,090
+acceleration can cause of acceleration of the ..
+
+204
+00:15:08,090 --> 00:15:15,970
+can acceleration of عفوا مين
+
+205
+00:15:15,970 --> 00:15:19,930
+من هدول الجمال can acceleration of the car هل
+
+206
+00:15:19,930 --> 00:15:23,710
+السيارة بتتسرع لما أنا أحرك ال steering؟ هل
+
+207
+00:15:23,710 --> 00:15:27,310
+السيارة بتتسرع لما أضرب break؟ هل السيارة بتتسرع
+
+208
+00:15:27,310 --> 00:15:28,630
+لما أدعس بنزين؟
+
+209
+00:15:31,810 --> 00:15:34,970
+طبعا less that can cause acceleration of the car
+
+210
+00:15:34,970 --> 00:15:39,570
+نمرأ ايه؟ All three controls ولا the gas بدل and
+
+211
+00:15:39,570 --> 00:15:44,190
+the brake ولا only the brake ولا only the gas هل
+
+212
+00:15:44,190 --> 00:15:47,790
+consider the following control in the automobile
+
+213
+00:15:47,790 --> 00:15:52,570
+مين؟من الموجودين بتحكموا بالسيارة طبعا اللي بتحكم
+
+214
+00:15:52,570 --> 00:15:56,750
+بالسيارة اللي هو اللي ال .. ده .. ده اسة البنزين و
+
+215
+00:15:56,750 --> 00:15:59,230
+ال brake و ال steering هدول التلاتة هم اللي
+
+216
+00:15:59,230 --> 00:16:03,570
+بتحكموا بالسيارة فمعنى الكلام اللي هي ال all three
+
+217
+00:16:03,570 --> 00:16:07,710
+controls all three controls ممكن تحكمهم بالسيارة
+
+218
+00:16:07,710 --> 00:16:12,770
+مش واحدة لحالةdistinction between average velocity
+
+219
+00:16:12,770 --> 00:16:16,390
+and average speed remains important for two
+
+220
+00:16:16,390 --> 00:16:20,510
+dimensional بده فرق بين ال average velocity و ال
+
+221
+00:16:20,510 --> 00:16:24,810
+average speed طبعا في ال two dimensions في ال
+
+222
+00:16:24,810 --> 00:16:28,670
+figure تلاتة تلاتة shows woman jogging along the
+
+223
+00:16:28,670 --> 00:16:33,930
+rectangular periphery of a small green spacegoing
+
+224
+00:16:33,930 --> 00:16:40,510
+from point A to point B طبعا في هناك بنت بتتحرك في
+
+225
+00:16:40,510 --> 00:16:44,430
+هذا الاتجاه في هذا الاتجاه في مزرعة أو مكان فيه
+
+226
+00:16:44,430 --> 00:16:47,970
+طبعا زرع فهي اتحركت في هذا الاتجاه من النقطة A و
+
+227
+00:16:47,970 --> 00:16:51,410
+راحت لنقطة A مشيت هذا المسار من النقطة A و راحت
+
+228
+00:16:51,410 --> 00:16:56,170
+لنقطة B في هذا المسار مشيت من النقطة A و راحت
+
+229
+00:16:56,170 --> 00:17:01,280
+لنقطة B في هذا المسارالان بدنا افرق بين .. بدنا
+
+230
+00:17:01,280 --> 00:17:06,000
+نفرق بين اللى هى ال average velocity و ال average
+
+231
+00:17:06,000 --> 00:17:11,360
+speed زى ما نعرفين الشكل هى البنت مشيت من النقطة A
+
+232
+00:17:11,360 --> 00:17:16,500
+وصلت لنقطة B خلال هذا المسار حول مزرعة .. مزرعة
+
+233
+00:17:16,500 --> 00:17:22,170
+حشيش أو مزرعة أشجارالسؤال .. السؤال في هذا الشكل
+
+234
+00:17:22,170 --> 00:17:25,830
+بيحكي ليه؟ بدنا ال average speed و ال average
+
+235
+00:17:25,830 --> 00:17:29,790
+acceleration الآن ال average speed هي عبارة عن
+
+236
+00:17:29,790 --> 00:17:34,310
+distance على time عبارة عن distance على time
+
+237
+00:17:34,310 --> 00:17:38,930
+فالمسافة الكلية اللي هي مشيتها هي التلاتين زائد
+
+238
+00:17:38,930 --> 00:17:42,640
+أربعين هي المسار الفعليال actual path هي المسار
+
+239
+00:17:42,640 --> 00:17:45,380
+الفعلي اللى مشيته من التلاتين و أربعين هذا بسميها
+
+240
+00:17:45,380 --> 00:17:49,420
+distance عشان أوجد ال average speed بحكي distance
+
+241
+00:17:49,420 --> 00:17:53,260
+على ال time طبعا مشيت الفترة خلال فترة زمنية عشرين
+
+242
+00:17:53,260 --> 00:17:57,680
+ثانية فبنجيبها اللى هى تلاتين زائد أربعين على
+
+243
+00:17:57,680 --> 00:18:01,520
+عشرين تطلع تلاتة و نص متر في الثانية لما أوجد ال
+
+244
+00:18:01,520 --> 00:18:06,100
+average ال average velocity ال velocity هي عبارة
+
+245
+00:18:06,100 --> 00:18:09,910
+عن ده طبعاال average velocity هي عبارة عن
+
+246
+00:18:09,910 --> 00:18:13,830
+displacement على الزمن، الإزاحة، الإزاحة هي أقصر
+
+247
+00:18:13,830 --> 00:18:17,990
+مسافة بين نقطة البداية للنهاية، فمن النقطة A
+
+248
+00:18:17,990 --> 00:18:21,670
+للنقطة B هذي اسمها إزاحة، كيف أجيبها؟ عندي هنا
+
+249
+00:18:21,670 --> 00:18:27,050
+تلاتين وهنا أربعين، بستخدم نظرية في ثغورت، فدي هذي
+
+250
+00:18:27,050 --> 00:18:30,030
+هي عبارة عن جزر تلاتين تربية زائد أربعين تربية
+
+251
+00:18:30,030 --> 00:18:36,480
+بتطلع خمسين امتر، وبالتاليفال average velocity
+
+252
+00:18:36,480 --> 00:18:40,060
+عبارة عن إزاحة على زمان هي عبارة عن خمسين على
+
+253
+00:18:40,060 --> 00:18:44,420
+عشرين بتساوي اتنين و نص فال average speed بتختلف
+
+254
+00:18:44,420 --> 00:18:48,120
+عن ال average velocity average speed بتختلف عن ال
+
+255
+00:18:48,120 --> 00:18:53,000
+average velocity لو أجيت أنا ل quiz تانيa girl in
+
+256
+00:18:53,000 --> 00:18:57,560
+a bicycle takes 15 seconds في عندى بنت اتحركت في
+
+257
+00:18:57,560 --> 00:19:04,400
+bicycle دراجة خلال 15 ثانية to ride half away
+
+258
+00:19:04,400 --> 00:19:09,240
+around circular track هي طبعا اتحركت بمسار نص
+
+259
+00:19:09,240 --> 00:19:14,930
+دائرةof radius عشرة what is the girl average
+
+260
+00:19:14,930 --> 00:19:17,850
+speed؟ بتأوجد ال average speed what is the
+
+261
+00:19:17,850 --> 00:19:21,270
+magnitude of average velocity؟ طبعا لإيجاد ال
+
+262
+00:19:21,270 --> 00:19:25,710
+average speed هي عبارة عن المسافة على الزمن
+
+263
+00:19:25,710 --> 00:19:29,540
+المسافة الفعالية المشيتة هي عبارة عن نص دائرةمحيط
+
+264
+00:19:29,540 --> 00:19:35,040
+الدائرة 2πr إذا نص الدائرة هذه اللي هي πr اللي هي
+
+265
+00:19:35,040 --> 00:19:39,120
+اللي هي المسافة اللي مشيتها على الزمن 15 ال π
+
+266
+00:19:39,120 --> 00:19:43,300
+عوضنا عنها 3.14×10
+
+267
+00:19:43,300 --> 00:19:48,860
+اللي هي نص الخطر اللي هي πr على 15 لإن المحيط
+
+268
+00:19:48,860 --> 00:19:55,280
+عبارة عن 2πr هي مشيت فعليا نص المحيط اللي هي πr
+
+269
+00:19:55,280 --> 00:20:00,210
+على 15 وطلع 2.09 متر في الثانيبالنسبة لل average
+
+270
+00:20:00,210 --> 00:20:05,170
+velocity هي عبارة عن الإزاحة على الزمن الإزاحة هي
+
+271
+00:20:05,170 --> 00:20:08,810
+أقصر مسافة من نقطة البداية لنقطة النهاية يعني
+
+272
+00:20:08,810 --> 00:20:14,190
+المسافة من ال T0 ل T15 هذه المسافة عشرة زائد عشرة
+
+273
+00:20:14,190 --> 00:20:19,630
+يعني اشرين على خمس عشر تطلع واحد point تلاتة تلاتة
+
+274
+00:20:19,630 --> 00:20:24,550
+متر في الثانية طبعا ال two dimensional motion
+
+275
+00:20:25,970 --> 00:20:30,810
+الحركة في بعدين في .. في هذا ال section we look at
+
+276
+00:20:30,810 --> 00:20:34,910
+object that move in both X and Y direction الآن في
+
+277
+00:20:34,910 --> 00:20:38,470
+هذا ال section نتكلم عن حركة المخضفات حركة
+
+278
+00:20:38,470 --> 00:20:42,170
+المخضفات راح تتعامل مع الحركة باتجاه X والحركة
+
+279
+00:20:42,170 --> 00:20:46,470
+باتجاه Y طبعا under constant acceleration تحت أثير
+
+280
+00:20:46,470 --> 00:20:51,340
+تسارع ثابتan important special case of this two
+
+281
+00:20:51,340 --> 00:20:54,440
+-dimensional motion is called projectile motion
+
+282
+00:20:54,440 --> 00:21:00,000
+اللي هي حركة المقضوفات كيعني ك special case حالة
+
+283
+00:21:00,000 --> 00:21:05,080
+خاصةanyone who .. who has tossed any kind of
+
+284
+00:21:05,080 --> 00:21:09,140
+object into an air to the air has observed object
+
+285
+00:21:09,140 --> 00:21:13,300
+.. objectile motion أي جسم ممكن أرميه في ال .. في
+
+286
+00:21:13,300 --> 00:21:18,440
+الهواء وينزل على الأرض ممكن أسميه بتحرك حركة
+
+287
+00:21:18,440 --> 00:21:21,900
+مقضوفة if the effect of air resistance and the
+
+288
+00:21:21,900 --> 00:21:24,860
+rotation of earth are neglected طبعا .. طبعا في
+
+289
+00:21:24,860 --> 00:21:29,170
+هذه ال section أو في هذا الموضوع نهملاللي هي
+
+290
+00:21:29,170 --> 00:21:33,310
+مقاومة الهواء ونهمل دوران الأرض The path of the
+
+291
+00:21:33,310 --> 00:21:36,430
+projectile in earth's gravity field is curved in
+
+292
+00:21:36,430 --> 00:21:40,110
+the shape of the parabola حركة المقذوفة على سطح
+
+293
+00:21:40,110 --> 00:21:45,230
+الأرض هي حركة قطع ناقص البرابولا كما هو بالشكل
+
+294
+00:21:45,230 --> 00:21:49,370
+الحركة بهذا الشكل هي حركة المقذوفة لو أنا بدأت من
+
+295
+00:21:49,370 --> 00:21:52,510
+هذه المنطقة ورميت الجسم بحركة أو بسرعة اسمها V
+
+296
+00:21:52,510 --> 00:21:58,340
+naught مائلة على الأفق θ نوتطبعا هيكون عندى انا
+
+297
+00:21:58,340 --> 00:22:02,600
+مركبتين لل V هي عبارة عن V note X و V note Y هذه
+
+298
+00:22:02,600 --> 00:22:06,340
+عبارة عن المركبة الصينية للسرعة الابتدائية وهذه
+
+299
+00:22:06,340 --> 00:22:10,120
+المركبة الصادية للسرعة الابتدائية لو مشيت على
+
+300
+00:22:10,120 --> 00:22:14,440
+المنحنة من منطقة هذه طبعا هنا ال V اتغيرت عن ال V
+
+301
+00:22:14,440 --> 00:22:19,320
+note صار عندى انا V note X هنا V وY بنلاحظ على طول
+
+302
+00:22:19,320 --> 00:22:24,100
+مسار المخضوفة انه السرعة الابتدائيةالسرعة
+
+303
+00:22:24,100 --> 00:22:27,480
+الإبتدائية في كل نقطة متساوية اللي هي عبارة عن V
+
+304
+00:22:27,480 --> 00:22:32,080
+not X تساوي السرعة النهائية عند كل نقطة على مسار
+
+305
+00:22:32,080 --> 00:22:36,600
+المقضوفة في هذه النقطة و هذه المنطقة الـ Y
+
+306
+00:22:36,600 --> 00:22:39,380
+component of the velocity is zero at the peak of
+
+307
+00:22:39,380 --> 00:22:45,140
+the pathأعلى .. أعلى and أقصى ارتفاع أو أعلى قمة
+
+308
+00:22:45,140 --> 00:22:50,000
+في اللي المقضوفة السرعة باتجاه ال Y تساوى 0 لكن
+
+309
+00:22:50,000 --> 00:22:54,540
+السرعة باتجاه ال X هي نفسها بالسرعة اللي هي ال V0
+
+310
+00:22:54,540 --> 00:22:58,720
+Xفي المنطقة هذه المنطقة the x components of the
+
+311
+00:22:58,720 --> 00:23:02,920
+list remain constant in time في كل مسار المقضوفة
+
+312
+00:23:02,920 --> 00:23:09,180
+ال V النهائية لل X هي نفسها V not X بنستكمل المرة
+
+313
+00:23:09,180 --> 00:23:13,340
+اللي طبعا المحاضرة القادمة بعرض بعض المسائل الخاصة
+
+314
+00:23:13,340 --> 00:23:13,920
+بالمقضوفة
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..4f045ebba5474569c43372b28408d6adc9a79185
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 3354, "start": 5.08, "end": 33.54, "text": "بسم الله الرحمن الرحيم هنبدأ chapter تلاتة بعنوان emotion in two dimensions يعني الحركة في بعدين طبعا درسنا بالفصول السابقة الحركة في بعد واحد باتجاه ال X والحركة باتجاه ال Y اللي هي ال free falling أو السقوط الحر الآن هنبدأ في section تلاتة واحد بعنوان displacement, velocity and acceleration in two dimensions يعني بتتعرف على الإزاحة والسرعة والتسارع في بعدين", "tokens": [3555, 38251, 21984, 34892, 5016, 27842, 34892, 5016, 32640, 8032, 1863, 44510, 10721, 7187, 6055, 1211, 9307, 3660, 45030, 1863, 2407, 7649, 8913, 294, 732, 12819, 37495, 22653, 21542, 31747, 3660, 8978, 39182, 9957, 23032, 3555, 3615, 995, 11778, 2288, 3794, 8315, 20666, 5172, 9381, 12610, 21136, 16758, 28671, 21542, 31747, 3660, 8978, 39182, 36764, 24401, 4724, 9307, 7435, 40294, 2423, 1783, 16070, 5016, 31747, 3660, 4724, 9307, 7435, 40294, 2423, 398, 13672, 1829, 39896, 2423, 1737, 7440, 34051, 21136, 4587, 2407, 9566, 21542, 2288, 6024, 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some point B at time T its position is described by position vector Ri drawn from the origin to B زي ما احنا مبين في الشكل", "tokens": [4360, 1633, 652, 1577, 764, 295, 8062, 10392, 6024, 48506, 47525, 10721, 5551, 5172, 43042, 36145, 2657, 2684, 807, 1901, 382, 4898, 294, 264, 2573, 47525, 10721, 5551, 5172, 43042, 6024, 48506, 8978, 18871, 16254, 41850, 10874, 38251, 39894, 5016, 31747, 8978, 27188, 11242, 16606, 34051, 20666, 1901, 382, 4898, 294, 264, 2573, 6055, 1211, 9307, 3660, 36764, 24401, 562, 364, 2657, 412, 512, 935, 363, 412, 565, 314, 1080, 2535, 307, 7619, 538, 2535, 8062, 33668, 10117, 490, 264, 4957, 281, 363, 30767, 1829, 19446, 1975, 5016, 8315, 3714, 3555, 9957, 8978, 25124, 28820], "avg_logprob": -0.19661458830038706, "compression_ratio": 1.5588235294117647, "no_speech_prob": 4.231929779052734e-06, "words": [{"start": 107.12, "end": 107.34, "word": "We", "probability": 0.304443359375}, {"start": 107.34, "end": 107.68, "word": " must", "probability": 0.9013671875}, 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"probability": 0.9788411458333334}, {"start": 714.48, "end": 714.8, "word": " meter", "probability": 0.462890625}, {"start": 714.8, "end": 715.04, "word": " per", "probability": 0.95263671875}, {"start": 715.04, "end": 715.3, "word": " second", "probability": 0.935546875}, {"start": 715.3, "end": 715.72, "word": " square", "probability": 0.50830078125}, {"start": 715.72, "end": 715.92, "word": " او", "probability": 0.70751953125}, {"start": 715.92, "end": 716.16, "word": " meter", "probability": 0.55517578125}, {"start": 716.16, "end": 716.32, "word": " في", "probability": 0.59716796875}, {"start": 716.32, "end": 716.72, "word": " الثانية", "probability": 0.9517822265625}, {"start": 716.72, "end": 717.16, "word": " تربيع", "probability": 0.8585205078125}, {"start": 717.16, "end": 717.82, "word": " يعنى", "probability": 0.8138020833333334}, {"start": 717.82, "end": 718.3, "word": " وحدة", "probability": 0.9599609375}, {"start": 718.3, "end": 719.0, "word": " التسارع", "probability": 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speed maybe أيضا may change with time بصير عندى تسارع", "tokens": [7828, 2657, 393, 21341, 294, 2940, 2098, 36632, 10874, 38251, 3714, 43020, 7251, 2655, 3794, 2288, 3615, 4724, 10721, 4117, 2655, 2288, 9154, 23032, 16572, 28671, 440, 15668, 295, 264, 9269, 8062, 815, 1319, 365, 565, 45164, 25961, 18871, 16254, 41850, 6055, 17082, 13546, 8978, 21136, 2288, 27884, 20666, 1863, 35457, 3660, 24976, 11622, 27842, 34051, 45164, 41850, 18871, 16254, 264, 15668, 295, 264, 8062, 295, 264, 3073, 1310, 36632, 11242, 995, 815, 1319, 365, 565, 4724, 9381, 13546, 43242, 7578, 6055, 3794, 9640, 3615], "avg_logprob": -0.18286699905645015, "compression_ratio": 1.574468085106383, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 726.38, "end": 726.84, "word": "An", "probability": 0.04571533203125}, {"start": 726.84, "end": 727.3, "word": " object", "probability": 0.97216796875}, {"start": 727.3, "end": 727.6, "word": " can", "probability": 0.96240234375}, {"start": 727.6, "end": 728.14, 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0.86962890625}, {"start": 734.22, "end": 734.46, "word": " of", "probability": 0.984375}, {"start": 734.46, "end": 734.6, "word": " the", "probability": 0.9033203125}, {"start": 734.6, "end": 734.86, "word": " velocity", "probability": 0.69482421875}, {"start": 734.86, "end": 735.48, "word": " vector", "probability": 0.94873046875}, {"start": 735.48, "end": 736.48, "word": " may", "probability": 0.80859375}, {"start": 736.48, "end": 736.98, "word": " change", "probability": 0.873046875}, {"start": 736.98, "end": 737.16, "word": " with", "probability": 0.908203125}, {"start": 737.16, "end": 737.52, "word": " time", "probability": 0.8974609375}, {"start": 737.52, "end": 737.72, "word": " لو", "probability": 0.83935546875}, {"start": 737.72, "end": 737.92, "word": " كان", "probability": 0.97021484375}, {"start": 737.92, "end": 738.16, "word": " عندي", "probability": 0.858642578125}, {"start": 738.16, "end": 738.42, "word": " أنا", "probability": 0.59716796875}, {"start": 738.42, "end": 740.5, "word": " تغير", "probability": 0.9375}, {"start": 740.5, "end": 740.82, "word": " في", "probability": 0.75390625}, {"start": 740.82, "end": 741.52, "word": " السرعة", "probability": 0.90869140625}, {"start": 741.52, "end": 742.52, "word": " بالنسبة", "probability": 0.9693603515625}, {"start": 742.52, "end": 743.22, "word": " للزمن", "probability": 0.9049479166666666}, {"start": 743.22, "end": 743.9, "word": " أو", "probability": 0.8173828125}, {"start": 743.9, "end": 744.52, "word": " لو", "probability": 0.9560546875}, {"start": 744.52, "end": 744.76, "word": " أنا", "probability": 0.71875}, {"start": 744.76, "end": 745.2, "word": " عندي", "probability": 0.800048828125}, {"start": 745.2, "end": 745.36, "word": " the", "probability": 0.5634765625}, {"start": 745.36, "end": 745.72, "word": " magnitude", "probability": 0.89599609375}, {"start": 745.72, "end": 746.12, "word": " of", "probability": 0.9736328125}, {"start": 746.12, "end": 746.82, "word": " the", "probability": 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754.02, "end": 754.56, "word": " تسارع", "probability": 0.9666748046875}], "temperature": 1.0}, {"id": 34, "seek": 77073, "start": 755.09, "end": 770.73, "text": "The direction of the velocity vector may change with time اتجاه السرعة ممكن يتغير مع الزمن even though the speed is constant في هذه الحالة ال speed يعني قيمة السرعة مقدار ثابت", "tokens": [2278, 3513, 295, 264, 9269, 8062, 815, 1319, 365, 565, 1975, 2655, 7435, 40294, 21136, 2288, 27884, 3714, 43020, 7251, 2655, 17082, 13546, 20449, 6024, 110, 27842, 754, 1673, 264, 3073, 307, 5754, 8978, 29538, 21542, 6027, 3660, 2423, 3073, 37495, 22653, 12174, 32640, 3660, 21136, 2288, 27884, 3714, 28543, 9640, 38637, 16758, 2655], "avg_logprob": -0.20355113527991556, "compression_ratio": 1.3757225433526012, "no_speech_prob": 8.940696716308594e-07, "words": [{"start": 755.09, "end": 755.31, "word": "The", "probability": 0.05072021484375}, {"start": 755.31, "end": 755.81, "word": " direction", "probability": 0.962890625}, {"start": 755.81, 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"word": " مظبوطة", "probability": 0.9369303385416666}, {"start": 829.27, "end": 829.79, "word": " لإنه", "probability": 0.94189453125}, {"start": 829.79, "end": 830.59, "word": " اتجاه", "probability": 0.9598388671875}, {"start": 830.59, "end": 831.31, "word": " السرعة", "probability": 0.9777018229166666}, {"start": 831.31, "end": 831.57, "word": " ممكن", "probability": 0.98974609375}, {"start": 831.57, "end": 832.15, "word": " يتغير", "probability": 0.85186767578125}], "temperature": 1.0}, {"id": 38, "seek": 85812, "start": 832.78, "end": 858.12, "text": "or and the object moving along a curve الآن السؤال which of the following object can't can't be accelerated يعني مين من هدول الجمال لا يحدث لها تسارع لا يحدث لها تسارع هلاقيتها الآن object moving with constant speed ما بيصير تسارع if you see an object moving along a curve", "tokens": [284, 293, 264, 2657, 2684, 2051, 257, 7605, 6024, 48506, 21136, 33604, 6027, 597, 295, 264, 3480, 2657, 393, 380, 393, 380, 312, 29763, 37495, 22653, 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"probability": 0.8373046875}, {"start": 1367.0, "end": 1367.7, "word": " السرعة", "probability": 0.9127604166666666}, {"start": 1367.7, "end": 1368.2, "word": " باتجاه", "probability": 0.9591064453125}, {"start": 1368.2, "end": 1368.36, "word": " ال", "probability": 0.97412109375}, {"start": 1368.36, "end": 1368.66, "word": " Y", "probability": 0.6650390625}, {"start": 1368.66, "end": 1369.14, "word": " تساوى", "probability": 0.75751953125}, {"start": 1369.14, "end": 1369.36, "word": " 0", "probability": 0.591796875}, {"start": 1369.36, "end": 1370.0, "word": " لكن", "probability": 0.6845703125}, {"start": 1370.0, "end": 1370.54, "word": " السرعة", "probability": 0.9765625}, {"start": 1370.54, "end": 1370.98, "word": " باتجاه", "probability": 0.9595947265625}, {"start": 1370.98, "end": 1371.12, "word": " ال", "probability": 0.8017578125}, {"start": 1371.12, "end": 1371.34, "word": " X", "probability": 0.9912109375}, {"start": 1371.34, "end": 1371.58, "word": " هي", "probability": 0.9560546875}, {"start": 1371.58, "end": 1372.2, "word": " نفسها", "probability": 0.9973958333333334}, {"start": 1372.2, "end": 1373.24, "word": " بالسرعة", "probability": 0.9306640625}, {"start": 1373.24, "end": 1373.48, "word": " اللي", "probability": 0.9716796875}, {"start": 1373.48, "end": 1373.84, "word": " هي", "probability": 0.94384765625}, {"start": 1373.84, "end": 1374.04, "word": " ال", "probability": 0.47802734375}, {"start": 1374.04, "end": 1374.54, "word": " V0", "probability": 0.5616455078125}, {"start": 1374.54, "end": 1374.96, "word": " X", "probability": 0.6884765625}], "temperature": 1.0}, {"id": 62, "seek": 139392, "start": 1376.24, "end": 1393.92, "text": "في المنطقة هذه المنطقة the x components of the list remain constant in time في كل مسار المقضوفة ال V النهائية لل X هي نفسها V not X بنستكمل المرة اللي طبعا المحاضرة القادمة بعرض بعض المسائل الخاصة بالمقضوفة", "tokens": [41185, 9673, 1863, 9566, 28671, 29538, 9673, 1863, 9566, 28671, 264, 2031, 6677, 295, 264, 1329, 6222, 5754, 294, 565, 8978, 28242, 47524, 9640, 9673, 4587, 11242, 38688, 3660, 2423, 691, 28239, 3224, 16373, 10632, 24976, 1783, 39896, 8717, 36178, 11296, 691, 406, 1783, 44945, 14851, 24793, 1211, 9673, 25720, 13672, 1829, 23032, 3555, 3615, 995, 9673, 5016, 46958, 25720, 25062, 18513, 46007, 45030, 43042, 45030, 11242, 9673, 3794, 16373, 1211, 33962, 33546, 3660, 20666, 2304, 4587, 11242, 38688, 3660], "avg_logprob": -0.15711804966867707, "compression_ratio": 1.6446700507614214, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 1376.24, "end": 1376.42, "word": "في", "probability": 0.84521484375}, {"start": 1376.42, "end": 1376.86, "word": " المنطقة", "probability": 0.9482421875}, {"start": 1376.86, "end": 1377.14, "word": " هذه", "probability": 0.89794921875}, {"start": 1377.14, "end": 1377.56, "word": " المنطقة", "probability": 0.968994140625}, {"start": 1377.56, "end": 1377.7, "word": " the", "probability": 0.436767578125}, {"start": 1377.7, "end": 1377.92, "word": " x", "probability": 0.81005859375}, {"start": 1377.92, "end": 1378.34, "word": " components", "probability": 0.59033203125}, {"start": 1378.34, "end": 1378.56, "word": " of", "probability": 0.9755859375}, {"start": 1378.56, "end": 1378.72, "word": " the", "probability": 0.833984375}, {"start": 1378.72, "end": 1378.92, "word": " list", "probability": 0.257568359375}, {"start": 1378.92, "end": 1379.36, "word": " remain", "probability": 0.8193359375}, {"start": 1379.36, "end": 1380.0, "word": " constant", "probability": 0.9462890625}, {"start": 1380.0, "end": 1380.28, "word": " in", "probability": 0.9658203125}, {"start": 1380.28, "end": 1380.66, "word": " time", "probability": 0.90673828125}, {"start": 1380.66, "end": 1381.3, "word": " في", "probability": 0.7060546875}, {"start": 1381.3, "end": 1381.62, "word": " كل", "probability": 0.9794921875}, {"start": 1381.62, "end": 1382.04, "word": " مسار", "probability": 0.86376953125}, {"start": 1382.04, "end": 1382.92, "word": " المقضوفة", "probability": 0.9033203125}, {"start": 1382.92, "end": 1383.4, "word": " ال", "probability": 0.81982421875}, {"start": 1383.4, "end": 1383.56, "word": " V", "probability": 0.6708984375}, {"start": 1383.56, "end": 1384.36, "word": " النهائية", "probability": 0.931640625}, {"start": 1384.36, "end": 1384.84, "word": " لل", "probability": 0.74267578125}, {"start": 1384.84, "end": 1385.14, "word": " X", "probability": 0.497802734375}, {"start": 1385.14, "end": 1385.32, "word": " هي", "probability": 0.96435546875}, {"start": 1385.32, "end": 1385.98, "word": " نفسها", "probability": 0.9944661458333334}, {"start": 1385.98, "end": 1386.7, "word": " V", "probability": 0.8994140625}, {"start": 1386.7, "end": 1387.28, "word": " not", "probability": 0.2626953125}, {"start": 1387.28, "end": 1387.74, "word": " X", "probability": 0.833984375}, {"start": 1387.74, "end": 1388.82, "word": " بنستكمل", "probability": 0.878173828125}, {"start": 1388.82, "end": 1389.18, "word": " المرة", 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..ee488431a5ddb4bdda6efa0fbba42568e02ff99f
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/Vxq44lw8E3M_raw.srt
@@ -0,0 +1,1256 @@
+1
+00:00:05,080 --> 00:00:09,040
+بسم الله الرحمن الرحيم هنبدأ chapter تلاتة بعنوان
+
+2
+00:00:09,040 --> 00:00:13,340
+emotion in two dimensions يعني الحركة في بعدين
+
+3
+00:00:13,340 --> 00:00:17,000
+طبعا درسنا بالفصول السابقة الحركة في بعد واحد
+
+4
+00:00:17,000 --> 00:00:20,300
+باتجاه ال X والحركة باتجاه ال Y اللي هي ال free
+
+5
+00:00:20,300 --> 00:00:23,760
+falling أو السقوط الحر الآن هنبدأ في section تلاتة
+
+6
+00:00:23,760 --> 00:00:26,840
+واحد بعنوان displacement, velocity and
+
+7
+00:00:26,840 --> 00:00:30,260
+acceleration in two dimensions يعني بتتعرف على
+
+8
+00:00:30,260 --> 00:00:34,550
+الإزاحة والسرعة والتسارع في بعدينin one
+
+9
+00:00:34,550 --> 00:00:38,370
+-dimensional motion as discussed in topics two the
+
+10
+00:00:38,370 --> 00:00:40,990
+direction of the vector quantity can be taken into
+
+11
+00:00:40,990 --> 00:00:43,510
+account by specifying whether the quantity is
+
+12
+00:00:43,510 --> 00:00:47,230
+positive or negative in one-dimensional motion في
+
+13
+00:00:47,230 --> 00:00:51,470
+الحركة في بعد واحدتم شرحها بالتفصيل في chapter
+
+14
+00:00:51,470 --> 00:00:58,070
+فاصل التاني اتجاه طبعا الكمية المتجهة ممكن ناخدها
+
+15
+00:00:58,070 --> 00:01:02,750
+عبارة عن هل هذه الكمية موجبة او سالبة the velocity
+
+16
+00:01:02,750 --> 00:01:06,950
+of the rocket for example if positive if the
+
+17
+00:01:06,950 --> 00:01:10,350
+rocket is going up يعني لو كان عندي انا صاروخ مثلا
+
+18
+00:01:10,350 --> 00:01:14,750
+او حجر او اي particle قدفتها الى اعلى فانه بتكون
+
+19
+00:01:14,750 --> 00:01:18,730
+سرعتها موجبة بتكون الازاحة ايضا موجبةif the rocket
+
+20
+00:01:18,730 --> 00:01:21,890
+is going up and negative if it's going down لو
+
+21
+00:01:21,890 --> 00:01:26,910
+كانت رمينها إلى أسفل بتكون سرعتها بدها تساوي سالبة
+
+22
+00:01:26,910 --> 00:01:31,370
+و إذا حتها برضه بتتساوي سالبة this simple solution
+
+23
+00:01:31,370 --> 00:01:34,370
+is no longer available in two or three dimensions
+
+24
+00:01:34,370 --> 00:01:39,150
+طبعا هذه المعلومة و هذا التعريف أو هذا المفهوم لا
+
+25
+00:01:39,150 --> 00:01:42,690
+يعطينا الحل الكامل إذا كانت الحركة في بعدين أو
+
+26
+00:01:42,690 --> 00:01:49,540
+بثلاث أبعاد طبعا we must makeWe must make full use
+
+27
+00:01:49,540 --> 00:01:54,240
+of vector concepts الآن بدأ أفرض إن object moving
+
+28
+00:01:54,240 --> 00:01:57,720
+through space as shown in the figure بدأ أفرض الآن
+
+29
+00:01:57,720 --> 00:02:02,340
+في عندي أنا جسم بتحرك في الفضاء أو بال space as
+
+30
+00:02:02,340 --> 00:02:05,420
+shown in the figure تلاتة واحد when an object at
+
+31
+00:02:05,420 --> 00:02:09,160
+some point B at time T its position is described
+
+32
+00:02:09,160 --> 00:02:14,060
+by position vector Ri drawn from the origin to B
+
+33
+00:02:14,060 --> 00:02:19,510
+زي ما احنا مبين في الشكلفي هذا الشكل انبين اندي
+
+34
+00:02:19,510 --> 00:02:25,250
+انا طبعا عندي علاقة بين x و y علاقة بين x و y ك ..
+
+35
+00:02:25,250 --> 00:02:30,130
+كبعدين لو انا عندي النقطة هذه .. هذه النقطة بيها
+
+36
+00:02:30,130 --> 00:02:34,970
+إحداثيات x و yالنقطة B لو أنا فرضت النقطة الـ B هي
+
+37
+00:02:34,970 --> 00:02:38,590
+نقطة البداية بسميها انا اشتغلت أو بدأت ان نقطة T
+
+38
+00:02:38,590 --> 00:02:42,950
+initial يعني نقطة البداية ووصلت ل T final برضه T
+
+39
+00:02:42,950 --> 00:02:47,570
+final هي نقطة Q لها إحداثيات X و Y بدل ما أتكلم
+
+40
+00:02:47,570 --> 00:02:51,810
+إحداثيات X و Y طبعا أخدت أنا ال unit vector من
+
+41
+00:02:51,810 --> 00:02:56,700
+النقطة 0 لنقطة B سميتها Riو من النقطة O لنقطة Q
+
+42
+00:02:56,700 --> 00:03:01,640
+سميتها R final الـ R هذه عبارة عن X و Y إحداثيات و
+
+43
+00:03:01,640 --> 00:03:05,440
+الـ R final عبارة عن X و Y و هذا ال path of an
+
+44
+00:03:05,440 --> 00:03:10,760
+object هذا مسار أي جسم اللي ماشي طبعا نكمل التعريف
+
+45
+00:03:10,760 --> 00:03:15,210
+ال displacement of the object is a vector deltaR
+
+46
+00:03:15,210 --> 00:03:18,410
+هي عبارة عن الأقصر مسافة بين نقطة البداية والنهاية
+
+47
+00:03:18,410 --> 00:03:22,570
+اللي هي Delta R هي عبارة عن الـR final ناقص الـR
+
+48
+00:03:22,570 --> 00:03:26,210
+initial هذا الكلام احنا بتكلمه إذا كان الحركة في
+
+49
+00:03:26,210 --> 00:03:31,190
+بعدين فDelta R بتتساوي الـR final ناقص الـR
+
+50
+00:03:31,190 --> 00:03:35,800
+initialهذه هي عبارة عن الإزاحة في بعدين ال unit
+
+51
+00:03:35,800 --> 00:03:39,420
+vector اسمها ال الها R هي عبارة عن ال R final ناقص
+
+52
+00:03:39,420 --> 00:03:42,880
+R initial كنا زمان نحكي اللي هي X final ناقص X
+
+53
+00:03:42,880 --> 00:03:46,760
+initial و Y final ناقص Y initial الآن من هذا الشكل
+
+54
+00:03:46,760 --> 00:03:49,680
+يعني في عندي أنا اللي هو ال position final
+
+55
+00:03:49,680 --> 00:03:52,440
+position و ال initial position of the vector is
+
+56
+00:03:52,440 --> 00:03:54,500
+the sum of the initial position vector and the
+
+57
+00:03:54,500 --> 00:03:57,500
+displacement اللي هي Delta R بتمثل عبارة عن Delta
+
+58
+00:03:57,500 --> 00:04:02,690
+X and Delta Y R final هي عبارة عنx final و y final
+
+59
+00:04:02,690 --> 00:04:10,190
+و ال R initial x initial and y initial معنى الكلام
+
+60
+00:04:10,190 --> 00:04:13,850
+اللي هي ال R هدي موثل عن x و y عند النقطة P إلها
+
+61
+00:04:13,850 --> 00:04:17,190
+إحداثيات x و y initial و عند النقطة Q إلها
+
+62
+00:04:17,190 --> 00:04:22,980
+إحداثيات x و y finalهنا طبعا بمثل هذا الكلام بيه
+
+63
+00:04:22,980 --> 00:04:27,380
+الإزاحة في بعضين الإزاحة في بعضين طبعا Delta R زى
+
+64
+00:04:27,380 --> 00:04:31,140
+ما حكينا هي عبارة عن X and Y هي عبارة عن X and Y
+
+65
+00:04:31,140 --> 00:04:34,400
+الإزاحة طب displacement vector Delta R has
+
+66
+00:04:34,400 --> 00:04:38,180
+component زى ما حكينا Delta R هي عبارة عن مركبتين
+
+67
+00:04:38,180 --> 00:04:42,400
+Delta X and Delta Yfor an object that move from
+
+68
+00:04:42,400 --> 00:04:45,880
+location لو ان الجسم اتحرك من النقطة B لنقطة Q
+
+69
+00:04:45,880 --> 00:04:49,820
+معناها انه اتحرك من النقطة اللي احداثياتها X
+
+70
+00:04:49,820 --> 00:04:54,280
+initial وY initial للنقطة اللي احداثياتها X final
+
+71
+00:04:54,280 --> 00:04:58,760
+لY final in في time interval Delta T في فترة زمنية
+
+72
+00:04:58,760 --> 00:05:00,880
+مقدرها Delta T
+
+73
+00:05:04,270 --> 00:05:07,470
+الـ X component of the object displacement الـ X
+
+74
+00:05:07,470 --> 00:05:11,310
+component بنسميها Delta X اللي هي عبارة عن الإزاحة
+
+75
+00:05:11,310 --> 00:05:14,370
+في اتجاه الـ X X final ناقص X initial والـ Y
+
+76
+00:05:14,370 --> 00:05:17,670
+component عبارة عن Delta Y هي عبارة عن Y final
+
+77
+00:05:17,670 --> 00:05:23,130
+ناقص Y initial معنى الكلام أنه الـ displacement في
+
+78
+00:05:23,130 --> 00:05:27,450
+two dimension في بعضين بسميها Delta R Delta R هي
+
+79
+00:05:27,450 --> 00:05:31,630
+عبارة عن two component مركبتين تمثل ب Delta X and
+
+80
+00:05:31,630 --> 00:05:35,640
+Delta Yنجلع تعريف تاني أو مفهوم تاني اللي هو الـ
+
+81
+00:05:35,640 --> 00:05:40,160
+Average Velocity الـ Average Velocity يعني أي جسم
+
+82
+00:05:40,160 --> 00:05:43,920
+an object average velocity during time interval ΔT
+
+83
+00:05:43,920 --> 00:05:49,100
+is its displacement divided by ΔT يعني السرعة
+
+84
+00:05:49,100 --> 00:05:54,120
+الاتجاهية المتوسطة لأي جسم خلال فترة زمنية ΔT يعرف
+
+85
+00:05:54,120 --> 00:05:57,600
+بالإزاحة على الزمن لكن عشان إحنا عندنا بعدين
+
+86
+00:05:57,600 --> 00:06:03,380
+فالإزاحة هنتمثل بDelta R على Delta Tالـ unit للـ V
+
+87
+00:06:03,380 --> 00:06:06,240
+average الـ unit عبارة عن متر per second اللي هي
+
+88
+00:06:06,240 --> 00:06:10,060
+عبارة عن متر على الثانية الـ average velocity is
+
+89
+00:06:10,060 --> 00:06:14,460
+the vector quantity directed along Delta R ال X و
+
+90
+00:06:14,460 --> 00:06:17,060
+Y component of the average velocity are given by
+
+91
+00:06:17,060 --> 00:06:21,380
+طبعا ال average velocity عبارة عن Delta R على
+
+92
+00:06:21,380 --> 00:06:25,720
+Delta T Delta R هي عبارة عن Delta X و Delta Y ممكن
+
+93
+00:06:25,720 --> 00:06:32,350
+نفصلها أن ال V average بتجاه ال X كانتDelta X على
+
+94
+00:06:32,350 --> 00:06:36,130
+Delta T والـ V average بالنسبة للـ Y بتساوي Delta
+
+95
+00:06:36,130 --> 00:06:40,390
+Y على Delta T بنلاحظ إنه قيمة اللي هي السرعة
+
+96
+00:06:40,390 --> 00:06:45,710
+الاتجاهية المتوسطة عبارة عن المسافة just the
+
+97
+00:06:45,710 --> 00:06:48,670
+distance between the end point divided by the
+
+98
+00:06:48,670 --> 00:06:52,110
+elapsed time المسافة بين نقطة البداية والنهاية
+
+99
+00:06:52,110 --> 00:06:56,250
+وأقصر مسافة بين نقطة البداية والنهاية مقصومة على
+
+100
+00:06:56,250 --> 00:07:00,430
+الزمن الذي طبعا الفترة الزمنية التي استغرقها الجسم
+
+101
+00:07:00,660 --> 00:07:04,600
+عشان يعني يبدأ عشان يعني يمشي أو يتحرك مسافة من
+
+102
+00:07:04,600 --> 00:07:08,080
+نقطة البداية لنقطة النهاية Note that the magnitude
+
+103
+00:07:08,080 --> 00:07:11,140
+of the average velocity is just the distance the
+
+104
+00:07:11,140 --> 00:07:16,300
+magnitude قيمة السرعة الإتجاهية المتوسطة هي عبارة
+
+105
+00:07:16,300 --> 00:07:20,420
+عن المسافة distancebetween the end points divided
+
+106
+00:07:20,420 --> 00:07:25,480
+by the elapsed time ال magnitude ال magnitude لل
+
+107
+00:07:25,480 --> 00:07:29,820
+average velocity عبارة عن مسافة على الزمن مسافة
+
+108
+00:07:29,820 --> 00:07:32,860
+على الزمن هي المسافة بين نقطة البداية والنهاية على
+
+109
+00:07:32,860 --> 00:07:37,820
+الزمن هذه بسميها السرعة الاتجاهية المتوسطة وإذا
+
+110
+00:07:37,820 --> 00:07:41,000
+احنا بدنا نجيب اللي هي ال magnitude لل average
+
+111
+00:07:41,000 --> 00:07:44,880
+velocity عبارة عن ال distance المسافة مقصومة على
+
+112
+00:07:44,880 --> 00:07:49,660
+الزمنالـ Instantaneous Velocity عبارة عن السرعة
+
+113
+00:07:49,660 --> 00:07:54,600
+اللحظية، السرعة اللحظية رمزها V عبارة عن limit of
+
+114
+00:07:54,600 --> 00:07:58,340
+its average velocity as ΔT goes to zero، طبعا
+
+115
+00:07:58,340 --> 00:08:01,760
+القانون الرياضي بالنسبة لـ V Instantaneous هو
+
+116
+00:08:01,760 --> 00:08:06,680
+عبارة عن limitDelta R على Delta T عندما Delta T
+
+117
+00:08:06,680 --> 00:08:09,120
+تقول إلى الـ Zero و لا تساوي Zero ولكن تقول إلى
+
+118
+00:08:09,120 --> 00:08:14,480
+الـ Zero فهي تسمى السرعة اللحظية عند زمن معين أو
+
+119
+00:08:14,480 --> 00:08:19,820
+عند لحظة معينة طبعا هذه القيمة ممكن تعتبر مشتقة
+
+120
+00:08:19,820 --> 00:08:24,780
+الـ R بالنسبة للـ T أو هي عبارة عن slope of the
+
+121
+00:08:24,780 --> 00:08:29,670
+line tangent هو عبارة عنميل المماس عن تلك النقطة
+
+122
+00:08:29,670 --> 00:08:34,990
+طبعا سنوضحه في الشكل القادم عبارة عن ميل المماس
+
+123
+00:08:34,990 --> 00:08:38,190
+يتسمى اللي هي ال instantaneous velocity أو السرعة
+
+124
+00:08:38,190 --> 00:08:42,130
+اللحظية عن تلك اللحظة لو كان عندي أنا معادلة
+
+125
+00:08:42,130 --> 00:08:46,030
+فالسرعة اللحظية هي عبارة عن مشتقة المسافة بالنسبة
+
+126
+00:08:46,030 --> 00:08:50,550
+للزمن لو كان عندي أنا منحنة أو curve فهي عبارة عن
+
+127
+00:08:51,040 --> 00:08:57,100
+اللي هي المماس من تلك النقطة وحدتها اللي هي متر
+
+128
+00:08:57,100 --> 00:09:09,580
+بيرسيكند متر علاء ثيكند الاتجاه
+
+129
+00:09:09,580 --> 00:09:16,210
+السرعة اللحظية المتجهةخلال طبعا الخط خط المماس
+
+130
+00:09:16,210 --> 00:09:21,810
+لهذا الجسم and in the direction of its motion هو
+
+131
+00:09:21,810 --> 00:09:26,250
+خط المماس لحركة ال particle خلال هذا ال curve أو
+
+132
+00:09:26,250 --> 00:09:31,200
+هذا المنحنىمفهوم آخر average acceleration ال
+
+133
+00:09:31,200 --> 00:09:35,040
+average acceleration هي عبارة عن اللي هي معدل اللي
+
+134
+00:09:35,040 --> 00:09:40,020
+هي التغير في السرع على الزمن يعني طبعا هي ال
+
+135
+00:09:40,020 --> 00:09:45,280
+average acceleration متوسط التسارععبارة عن during
+
+136
+00:09:45,280 --> 00:09:48,720
+the time interval خلال فترة زمنية Delta T عبارة عن
+
+137
+00:09:48,720 --> 00:09:52,720
+الـ change التغير in its velocity التغير في السرعة
+
+138
+00:09:52,720 --> 00:09:56,840
+Delta V Delta V هي عبارة عن V final ناقص V initial
+
+139
+00:09:56,840 --> 00:10:02,260
+divided by Delta Tمقسومة على التغير في الزمان هذا
+
+140
+00:10:02,260 --> 00:10:07,840
+بيسموها average acceleration اللي هو التسارع متوسط
+
+141
+00:10:07,840 --> 00:10:13,000
+التسارع متوسط التسارع بيساوي Delta V على Delta T و
+
+142
+00:10:13,000 --> 00:10:17,580
+اللي هي وحدة في النظام الدوليsystem international
+
+143
+00:10:17,580 --> 00:10:21,900
+unit عبارة عن متر per second squared يعني متر فترة
+
+144
+00:10:21,900 --> 00:10:25,820
+على ثانية تربيع ال average acceleration has
+
+145
+00:10:25,820 --> 00:10:30,540
+component given by طبعا ال delta V على delta T لو
+
+146
+00:10:30,540 --> 00:10:35,120
+كان عندي أنا بتكلم في two dimensions فال A average
+
+147
+00:10:35,120 --> 00:10:40,710
+في اتجاه ال X بدها تساويDelta VX على Delta T بتجاه
+
+148
+00:10:40,710 --> 00:10:45,130
+الـ X and الـ A average بتجاه الـ Y بتساوي Delta
+
+149
+00:10:45,130 --> 00:10:49,750
+VY على Delta T يعني الـ V هاي ببدي أنا أفصلها إلى
+
+150
+00:10:49,750 --> 00:10:54,850
+مراكبتين Delta VX على Delta T و Delta VY على Delta
+
+151
+00:10:54,850 --> 00:10:58,310
+T اللي هي عبارة عن الـ two components اللي هي
+
+152
+00:10:58,310 --> 00:11:04,910
+مراكبة التسائل اللي هي السرعةVx and Vy are x and y
+
+153
+00:11:04,910 --> 00:11:12,190
+components مركبات متجه السرعة بالنسبة لتجاه الـx
+
+154
+00:11:12,190 --> 00:11:16,170
+وتجاه الـy بالنسبة لمفهوم instantaneous
+
+155
+00:11:16,170 --> 00:11:19,830
+acceleration طبعا an object instantaneous
+
+156
+00:11:19,830 --> 00:11:24,300
+acceleration التسارع اللحظىالتسارع اللحظي رمزه A
+
+157
+00:11:24,300 --> 00:11:28,800
+is the limit of its average acceleration vector as
+
+158
+00:11:28,800 --> 00:11:34,520
+ΔT goes to zero وهي عبارة عن المتوسط التسارع
+
+159
+00:11:34,520 --> 00:11:42,360
+المتجه التسارع اللي عندما ΔT تقول إلى الـ Zero أو
+
+160
+00:11:42,360 --> 00:11:43,300
+هي عبارة عن
+
+161
+00:11:46,980 --> 00:11:51,700
+مشطقة ال V بالنسبة لل T مشطقة ال V بالنسبة لل T
+
+162
+00:11:51,700 --> 00:11:55,300
+الوحدة اللى هى التسارع برضه meter per second
+
+163
+00:11:55,300 --> 00:11:59,000
+square او meter في الثانية تربيع يعنى وحدة التسارع
+
+164
+00:11:59,000 --> 00:12:06,840
+متوسط التسارع هو نفس وحدة السرعه التسارع اللحظىAn
+
+165
+00:12:06,840 --> 00:12:10,500
+object can accelerate in several ways أي جسم ممكن
+
+166
+00:12:10,500 --> 00:12:14,860
+يتسرع بأكتر من طريقة The magnitude of the velocity
+
+167
+00:12:14,860 --> 00:12:20,500
+vector may change with time لو كان عندي أنا تغير
+
+168
+00:12:20,500 --> 00:12:25,360
+في السرعة بالنسبة للزمن أو لو أنا عندي the
+
+169
+00:12:25,360 --> 00:12:32,240
+magnitude of the vector of the speed maybe أيضا
+
+170
+00:12:32,240 --> 00:12:35,810
+may change with time بصير عندى تسارعThe direction
+
+171
+00:12:35,810 --> 00:12:39,830
+of the velocity vector may change with time اتجاه
+
+172
+00:12:39,830 --> 00:12:45,730
+السرعة ممكن يتغير مع الزمن even though the speed
+
+173
+00:12:45,730 --> 00:12:49,290
+is constant في هذه الحالة ال speed يعني قيمة
+
+174
+00:12:49,290 --> 00:12:52,870
+السرعة مقدار ثابتboth the magnitude and the
+
+175
+00:12:52,870 --> 00:12:55,530
+direction of the velocity vector may change at the
+
+176
+00:12:55,530 --> 00:13:02,350
+same time ممكن قيمة السرعة واتجاهها ممكن تغير بنفس
+
+177
+00:13:02,350 --> 00:13:08,910
+الاداسي بنفس الزمن ناخد quiz تلاتة واحدwhich of
+
+178
+00:13:08,910 --> 00:13:13,630
+the following objects can't be accelerating مين من
+
+179
+00:13:13,630 --> 00:13:17,850
+هذه الجمال بالنسبة لأي جسم can't be accelerating
+
+180
+00:13:17,850 --> 00:13:22,750
+يعني ما بتتسرع يعني نشوف الأول an object moving
+
+181
+00:13:22,750 --> 00:13:26,870
+with constant speed إذا اتحرك ب constant speed
+
+182
+00:13:26,870 --> 00:13:30,850
+يعني ال magnitude لل speed ثابتة معنى الكلام
+
+183
+00:13:30,850 --> 00:13:35,110
+التغيرفي ال speed هيكون سفر وبالتالي مافيش تسارع
+
+184
+00:13:35,110 --> 00:13:39,550
+فالتسارع بيساوي zero لإنه التسارع بيساوي التغير
+
+185
+00:13:39,550 --> 00:13:44,470
+بالسرعة على التغير في الزمن في be an object moving
+
+186
+00:13:44,470 --> 00:13:48,770
+with constant velocity with constant velocity هذه
+
+187
+00:13:48,770 --> 00:13:54,800
+مظبوطة لإنه اتجاه السرعة ممكن يتغيرor and the
+
+188
+00:13:54,800 --> 00:13:58,340
+object moving along a curve الآن السؤال which of
+
+189
+00:13:58,340 --> 00:14:01,880
+the following object can't can't be accelerated
+
+190
+00:14:01,880 --> 00:14:08,300
+يعني مين من هدول الجمال لا يحدث لها تسارع لا يحدث
+
+191
+00:14:08,300 --> 00:14:11,220
+لها تسارع هلاقيتها الآن object moving with
+
+192
+00:14:11,220 --> 00:14:16,360
+constant speed ما بيصير تسارع if you see an object
+
+193
+00:14:16,360 --> 00:14:23,450
+moving along a curveبصير بصير عندي أنا تسارع لكن
+
+194
+00:14:23,450 --> 00:14:27,670
+في بي an object moving with constant velocity هنا
+
+195
+00:14:27,670 --> 00:14:31,770
+ما بيصير في عندي أنا ايه تسارع ما بيصير تسارع لإنه
+
+196
+00:14:31,770 --> 00:14:37,720
+delta V بتساوي zero في هذه الحالةالـ quiz تلاتة
+
+197
+00:14:37,720 --> 00:14:41,140
+تلات اتنين consider the following control in an
+
+198
+00:14:41,140 --> 00:14:45,740
+automobile, gas, pedal, brake, steering, wheel
+
+199
+00:14:45,740 --> 00:14:50,240
+بأفرض انا في عندى انا عشان اتحكم في اي سيارة ممكن
+
+200
+00:14:50,240 --> 00:14:54,540
+اتحكم في السيارة بال .. ممكن اتحكم بالسيارة بالجاز
+
+201
+00:14:54,540 --> 00:14:58,020
+يعني بنزين ده ادعس بنزين او ال brake او ال
+
+202
+00:14:58,020 --> 00:15:03,150
+steeringthe control in this list that can cause an
+
+203
+00:15:03,150 --> 00:15:08,090
+acceleration can cause of acceleration of the ..
+
+204
+00:15:08,090 --> 00:15:15,970
+can acceleration of عفوا مين
+
+205
+00:15:15,970 --> 00:15:19,930
+من هدول الجمال can acceleration of the car هل
+
+206
+00:15:19,930 --> 00:15:23,710
+السيارة بتتسرع لما أنا أحرك ال steering؟ هل
+
+207
+00:15:23,710 --> 00:15:27,310
+السيارة بتتسرع لما أضرب break؟ هل السيارة بتتسرع
+
+208
+00:15:27,310 --> 00:15:28,630
+لما أدعس بنزين؟
+
+209
+00:15:31,810 --> 00:15:34,970
+طبعا less that can cause acceleration of the car
+
+210
+00:15:34,970 --> 00:15:39,570
+نمرأ ايه؟ All three controls ولا the gas بدل and
+
+211
+00:15:39,570 --> 00:15:44,190
+the brake ولا only the brake ولا only the gas هل
+
+212
+00:15:44,190 --> 00:15:47,790
+consider the following control in the automobile
+
+213
+00:15:47,790 --> 00:15:52,570
+مين؟من الموجودين بتحكموا بالسيارة طبعا اللي بتحكم
+
+214
+00:15:52,570 --> 00:15:56,750
+بالسيارة اللي هو اللي ال .. ده .. ده اسة البنزين و
+
+215
+00:15:56,750 --> 00:15:59,230
+ال brake و ال steering هدول التلاتة هم اللي
+
+216
+00:15:59,230 --> 00:16:03,570
+بتحكموا بالسيارة فمعنى الكلام اللي هي ال all three
+
+217
+00:16:03,570 --> 00:16:07,710
+controls all three controls ممكن تحكمهم بالسيارة
+
+218
+00:16:07,710 --> 00:16:12,770
+مش واحدة لحالةdistinction between average velocity
+
+219
+00:16:12,770 --> 00:16:16,390
+and average speed remains important for two
+
+220
+00:16:16,390 --> 00:16:20,510
+dimensional بده فرق بين ال average velocity و ال
+
+221
+00:16:20,510 --> 00:16:24,810
+average speed طبعا في ال two dimensions في ال
+
+222
+00:16:24,810 --> 00:16:28,670
+figure تلاتة تلاتة shows woman jogging along the
+
+223
+00:16:28,670 --> 00:16:33,930
+rectangular periphery of a small green spacegoing
+
+224
+00:16:33,930 --> 00:16:40,510
+from point A to point B طبعا في هناك بنت بتتحرك في
+
+225
+00:16:40,510 --> 00:16:44,430
+هذا الاتجاه في هذا الاتجاه في مزرعة أو مكان فيه
+
+226
+00:16:44,430 --> 00:16:47,970
+طبعا زرع فهي اتحركت في هذا الاتجاه من النقطة A و
+
+227
+00:16:47,970 --> 00:16:51,410
+راحت لنقطة A مشيت هذا المسار من النقطة A و راحت
+
+228
+00:16:51,410 --> 00:16:56,170
+لنقطة B في هذا المسار مشيت من النقطة A و راحت
+
+229
+00:16:56,170 --> 00:17:01,280
+لنقطة B في هذا المسارالان بدنا افرق بين .. بدنا
+
+230
+00:17:01,280 --> 00:17:06,000
+نفرق بين اللى هى ال average velocity و ال average
+
+231
+00:17:06,000 --> 00:17:11,360
+speed زى ما نعرفين الشكل هى البنت مشيت من النقطة A
+
+232
+00:17:11,360 --> 00:17:16,500
+وصلت لنقطة B خلال هذا المسار حول مزرعة .. مزرعة
+
+233
+00:17:16,500 --> 00:17:22,170
+حشيش أو مزرعة أشجارالسؤال .. السؤال في هذا الشكل
+
+234
+00:17:22,170 --> 00:17:25,830
+بيحكي ليه؟ بدنا ال average speed و ال average
+
+235
+00:17:25,830 --> 00:17:29,790
+acceleration الآن ال average speed هي عبارة عن
+
+236
+00:17:29,790 --> 00:17:34,310
+distance على time عبارة عن distance على time
+
+237
+00:17:34,310 --> 00:17:38,930
+فالمسافة الكلية اللي هي مشيتها هي التلاتين زائد
+
+238
+00:17:38,930 --> 00:17:42,640
+أربعين هي المسار الفعليال actual path هي المسار
+
+239
+00:17:42,640 --> 00:17:45,380
+الفعلي اللى مشيته من التلاتين و أربعين هذا بسميها
+
+240
+00:17:45,380 --> 00:17:49,420
+distance عشان أوجد ال average speed بحكي distance
+
+241
+00:17:49,420 --> 00:17:53,260
+على ال time طبعا مشيت الفترة خلال فترة زمنية عشرين
+
+242
+00:17:53,260 --> 00:17:57,680
+ثانية فبنجيبها اللى هى تلاتين زائد أربعين على
+
+243
+00:17:57,680 --> 00:18:01,520
+عشرين تطلع تلاتة و نص متر في الثانية لما أوجد ال
+
+244
+00:18:01,520 --> 00:18:06,100
+average ال average velocity ال velocity هي عبارة
+
+245
+00:18:06,100 --> 00:18:09,910
+عن ده طبعاال average velocity هي عبارة عن
+
+246
+00:18:09,910 --> 00:18:13,830
+displacement على الزمن، الإزاحة، الإزاحة هي أقصر
+
+247
+00:18:13,830 --> 00:18:17,990
+مسافة بين نقطة البداية للنهاية، فمن النقطة A
+
+248
+00:18:17,990 --> 00:18:21,670
+للنقطة B هذي اسمها إزاحة، كيف أجيبها؟ عندي هنا
+
+249
+00:18:21,670 --> 00:18:27,050
+تلاتين وهنا أربعين، بستخدم نظرية في ثغورت، فدي هذي
+
+250
+00:18:27,050 --> 00:18:30,030
+هي عبارة عن جزر تلاتين تربية زائد أربعين تربية
+
+251
+00:18:30,030 --> 00:18:36,480
+بتطلع خمسين امتر، وبالتاليفال average velocity
+
+252
+00:18:36,480 --> 00:18:40,060
+عبارة عن إزاحة على زمان هي عبارة عن خمسين على
+
+253
+00:18:40,060 --> 00:18:44,420
+عشرين بتساوي اتنين و نص فال average speed بتختلف
+
+254
+00:18:44,420 --> 00:18:48,120
+عن ال average velocity average speed بتختلف عن ال
+
+255
+00:18:48,120 --> 00:18:53,000
+average velocity لو أجيت أنا ل quiz تانيa girl in
+
+256
+00:18:53,000 --> 00:18:57,560
+a bicycle takes 15 seconds في عندى بنت اتحركت في
+
+257
+00:18:57,560 --> 00:19:04,400
+bicycle دراجة خلال 15 ثانية to ride half away
+
+258
+00:19:04,400 --> 00:19:09,240
+around circular track هي طبعا اتحركت بمسار نص
+
+259
+00:19:09,240 --> 00:19:14,930
+دائرةof radius عشرة what is the girl average
+
+260
+00:19:14,930 --> 00:19:17,850
+speed؟ بتأوجد ال average speed what is the
+
+261
+00:19:17,850 --> 00:19:21,270
+magnitude of average velocity؟ طبعا لإيجاد ال
+
+262
+00:19:21,270 --> 00:19:25,710
+average speed هي عبارة عن المسافة على الزمن
+
+263
+00:19:25,710 --> 00:19:29,540
+المسافة الفعالية المشيتة هي عبارة عن نص دائرةمحيط
+
+264
+00:19:29,540 --> 00:19:35,040
+الدائرة 2πr إذا نص الدائرة هذه اللي هي πr اللي هي
+
+265
+00:19:35,040 --> 00:19:39,120
+اللي هي المسافة اللي مشيتها على الزمن 15 ال π
+
+266
+00:19:39,120 --> 00:19:43,300
+عوضنا عنها 3.14×10
+
+267
+00:19:43,300 --> 00:19:48,860
+اللي هي نص الخطر اللي هي πr على 15 لإن المحيط
+
+268
+00:19:48,860 --> 00:19:55,280
+عبارة عن 2πr هي مشيت فعليا نص المحيط اللي هي πr
+
+269
+00:19:55,280 --> 00:20:00,210
+على 15 وطلع 2.09 متر في الثانيبالنسبة لل average
+
+270
+00:20:00,210 --> 00:20:05,170
+velocity هي عبارة عن الإزاحة على الزمن الإزاحة هي
+
+271
+00:20:05,170 --> 00:20:08,810
+أقصر مسافة من نقطة البداية لنقطة النهاية يعني
+
+272
+00:20:08,810 --> 00:20:14,190
+المسافة من ال T0 ل T15 هذه المسافة عشرة زائد عشرة
+
+273
+00:20:14,190 --> 00:20:19,630
+يعني اشرين على خمس عشر تطلع واحد point تلاتة تلاتة
+
+274
+00:20:19,630 --> 00:20:24,550
+متر في الثانية طبعا ال two dimensional motion
+
+275
+00:20:25,970 --> 00:20:30,810
+الحركة في بعدين في .. في هذا ال section we look at
+
+276
+00:20:30,810 --> 00:20:34,910
+object that move in both X and Y direction الآن في
+
+277
+00:20:34,910 --> 00:20:38,470
+هذا ال section نتكلم عن حركة المخضفات حركة
+
+278
+00:20:38,470 --> 00:20:42,170
+المخضفات راح تتعامل مع الحركة باتجاه X والحركة
+
+279
+00:20:42,170 --> 00:20:46,470
+باتجاه Y طبعا under constant acceleration تحت أثير
+
+280
+00:20:46,470 --> 00:20:51,340
+تسارع ثابتan important special case of this two
+
+281
+00:20:51,340 --> 00:20:54,440
+-dimensional motion is called projectile motion
+
+282
+00:20:54,440 --> 00:21:00,000
+اللي هي حركة المقضوفات كيعني ك special case حالة
+
+283
+00:21:00,000 --> 00:21:05,080
+خاصةanyone who .. who has tossed any kind of
+
+284
+00:21:05,080 --> 00:21:09,140
+object into an air to the air has observed object
+
+285
+00:21:09,140 --> 00:21:13,300
+.. objectile motion أي جسم ممكن أرميه في ال .. في
+
+286
+00:21:13,300 --> 00:21:18,440
+الهواء وينزل على الأرض ممكن أسميه بتحرك حركة
+
+287
+00:21:18,440 --> 00:21:21,900
+مقضوفة if the effect of air resistance and the
+
+288
+00:21:21,900 --> 00:21:24,860
+rotation of earth are neglected طبعا .. طبعا في
+
+289
+00:21:24,860 --> 00:21:29,170
+هذه ال section أو في هذا الموضوع نهملاللي هي
+
+290
+00:21:29,170 --> 00:21:33,310
+مقاومة الهواء ونهمل دوران الأرض The path of the
+
+291
+00:21:33,310 --> 00:21:36,430
+projectile in earth's gravity field is curved in
+
+292
+00:21:36,430 --> 00:21:40,110
+the shape of the parabola حركة المقذوفة على سطح
+
+293
+00:21:40,110 --> 00:21:45,230
+الأرض هي حركة قطع ناقص البرابولا كما هو بالشكل
+
+294
+00:21:45,230 --> 00:21:49,370
+الحركة بهذا الشكل هي حركة المقذوفة لو أنا بدأت من
+
+295
+00:21:49,370 --> 00:21:52,510
+هذه المنطقة ورميت الجسم بحركة أو بسرعة اسمها V
+
+296
+00:21:52,510 --> 00:21:58,340
+naught مائلة على الأفق θ نوتطبعا هيكون عندى انا
+
+297
+00:21:58,340 --> 00:22:02,600
+مركبتين لل V هي عبارة عن V note X و V note Y هذه
+
+298
+00:22:02,600 --> 00:22:06,340
+عبارة عن المركبة الصينية للسرعة الابتدائية وهذه
+
+299
+00:22:06,340 --> 00:22:10,120
+المركبة الصادية للسرعة الابتدائية لو مشيت على
+
+300
+00:22:10,120 --> 00:22:14,440
+المنحنة من منطقة هذه طبعا هنا ال V اتغيرت عن ال V
+
+301
+00:22:14,440 --> 00:22:19,320
+note صار عندى انا V note X هنا V وY بنلاحظ على طول
+
+302
+00:22:19,320 --> 00:22:24,100
+مسار المخضوفة انه السرعة الابتدائيةالسرعة
+
+303
+00:22:24,100 --> 00:22:27,480
+الإبتدائية في كل نقطة متساوية اللي هي عبارة عن V
+
+304
+00:22:27,480 --> 00:22:32,080
+not X تساوي السرعة النهائية عند كل نقطة على مسار
+
+305
+00:22:32,080 --> 00:22:36,600
+المقضوفة في هذه النقطة و هذه المنطقة الـ Y
+
+306
+00:22:36,600 --> 00:22:39,380
+component of the velocity is zero at the peak of
+
+307
+00:22:39,380 --> 00:22:45,140
+the pathأعلى .. أعلى and أقصى ارتفاع أو أعلى قمة
+
+308
+00:22:45,140 --> 00:22:50,000
+في اللي المقضوفة السرعة باتجاه ال Y تساوى 0 لكن
+
+309
+00:22:50,000 --> 00:22:54,540
+السرعة باتجاه ال X هي نفسها بالسرعة اللي هي ال V0
+
+310
+00:22:54,540 --> 00:22:58,720
+Xفي المنطقة هذه المنطقة the x components of the
+
+311
+00:22:58,720 --> 00:23:02,920
+list remain constant in time في كل مسار المقضوفة
+
+312
+00:23:02,920 --> 00:23:09,180
+ال V النهائية لل X هي نفسها V not X بنستكمل المرة
+
+313
+00:23:09,180 --> 00:23:13,340
+اللي طبعا المحاضرة القادمة بعرض بعض المسائل الخاصة
+
+314
+00:23:13,340 --> 00:23:13,920
+بالمقضوفة
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM.srt
new file mode 100644
index 0000000000000000000000000000000000000000..4e19794aa23f5021d251f1356eb300e94511b84f
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM.srt
@@ -0,0 +1,982 @@
+1
+00:00:00,000 --> 00:00:05,160
+بسم الله الرحمن الرحيم سنبدأ بشرح مساق فيزياء عامة
+
+2
+00:00:05,160 --> 00:00:11,520
+لطلبة العلوم الصحية من كتاب College Physics للمؤلف
+
+3
+00:00:11,520 --> 00:00:18,680
+Sir Wei هنبدأ بالفصل الأول الذي هو المحاضرات لطلبة
+
+4
+00:00:18,680 --> 00:00:25,650
+العلوم الصحية. الهدف من هذا المساق هو هدف
+
+5
+00:00:25,650 --> 00:00:32,310
+ذو شقين: تزويد الطالب بعرض واضح ومنطقي لأساليب
+
+6
+00:00:32,310 --> 00:00:38,450
+الفيزياء، وتعزيز وتقوية فهم الطلبة لمجموعة واسعة من
+
+7
+00:00:38,450 --> 00:00:42,990
+الأمور والاهتمامات والتطبيقات في الحياة، ولتحقيق
+
+8
+00:00:42,990 --> 00:00:50,890
+هذه الأهداف، سنعمل على تحفيز الطالب من خلال
+
+9
+00:00:50,890 --> 00:00:57,230
+أمثلة عملية تظهر دور الفيزياء في التخصصات الأخرى.
+
+10
+00:00:57,230 --> 00:01:04,390
+سنبدأ إن شاء الله بالشطر الأول. الشطر الأول هو عبارة عن
+
+11
+00:01:04,390 --> 00:01:09,430
+الـ units، التي هي الوحدات، والـ trigonometry، التي هي
+
+12
+00:01:09,430 --> 00:01:14,450
+الحساب المثلثات، والـ vectors،  التي هي المتجهات.
+
+13
+00:01:15,230 --> 00:01:21,250
+Section 1.1: Standards of length, mass and time.
+
+14
+00:01:21,250 --> 00:01:28,130
+المعايير الأساسية أو المقاييس الأساسية للطول
+
+15
+00:01:28,130 --> 00:01:34,290
+والكتلة والزمن.  لحساب، طبعاً، أو لقياس أي كمية
+
+16
+00:01:34,290 --> 00:01:40,930
+فيزيائية، أحتاج إلى وحدة لكي أفرق بين أي رقم
+
+17
+00:01:40,930 --> 00:01:48,750
+رياضي أو رقم فيزيائي. فالوحدة هي التي تميز هذا
+
+18
+00:01:48,750 --> 00:01:56,720
+الرقم على أنه كمية فيزيائية. في عام 1960، وافقت
+
+19
+00:01:56,720 --> 00:02:02,140
+اللجنة الدولية على اعتماد نظام معياري للوحدات، وهذا
+
+20
+00:02:02,140 --> 00:02:06,820
+النظام المعياري نسميه SI أو System International.
+
+21
+00:02:06,820 --> 00:02:12,220
+هو عبارة عن النظام الدولي. النظام الدولي، طبعاً،
+
+22
+00:02:12,220 --> 00:02:17,300
+الكميات الأساسية في هذا النظام ووحداته هي
+
+23
+00:02:17,300 --> 00:02:23,130
+الطول، والكتلة، والزمن: المتر، والكيلوجرام، والثانية
+
+24
+00:02:23,130 --> 00:02:30,090
+على التوالي. يعني النظام الدولي رمزه SI، معناها الـ
+
+25
+00:02:30,090 --> 00:02:34,590
+System International. الـ System International وحداته
+
+26
+00:02:34,590 --> 00:02:41,010
+طبعاً، ووحداته يقاس بالكيلوجرام، متر، ثانية. يعني الطول
+
+27
+00:02:41,010 --> 00:02:44,890
+يقاس بالمتر، والكتلة، التي هي الـ mass، تقاس بالكيلو
+
+28
+00:02:44,890 --> 00:02:49,350
+جرام، والـ time، الذي هو الزمن، يقاس بالثانية.
+
+29
+00:02:53,590 --> 00:02:58,250
+بالنسبة للطول... بالنسبة للطول، طبعاً، هو عبارة عن الـ
+
+30
+00:02:58,250 --> 00:03:07,970
+length. في عام 1977... 1900 أو 1799، أصبح الـ meter
+
+31
+00:03:07,970 --> 00:03:13,650
+هو عبارة عن المقياس المعياري أو القانوني للطول في
+
+32
+00:03:13,650 --> 00:03:22,290
+فرنسا. في عام 1983، تم تعريف المتر بأنه المسافة التي
+
+33
+00:03:22,290 --> 00:03:28,370
+يقطعها الضوء في الفراغ في فترة زمنية تساوي 1 على
+
+34
+00:03:28,370 --> 00:03:33,710
+2.99792458
+
+35
+00:03:33,710 --> 00:03:39,740
+أو 1 على 2.9108. The meter was defined... يعني المتر
+
+36
+00:03:39,740 --> 00:03:43,880
+يعرف بأنه المسافة التي... the distance travelled by
+
+37
+00:03:43,880 --> 00:03:47,760
+light... المسافة التي يقطعها الضوء في الفراغ، vacuum،
+
+38
+00:03:47,760 --> 00:03:53,320
+فراغ خلال... during a time interval... خلال الفترة 1 على 2
+
+39
+00:03:53,320 --> 00:03:59,300
+.9 × 10⁸ ثانية. This latest definition
+
+40
+00:03:59,300 --> 00:04:02,720
+established the speed of light. طبعاً هذا التعريف
+
+41
+00:04:02,720 --> 00:04:10,720
+الخاص بالمتر، وصلنا إلى... التي هي سرعة الضوء، ومن
+
+42
+00:04:10,720 --> 00:04:14,800
+خلاله يتم اعتماد سرعة الضوء، وهي عبارة عن 2
+
+43
+00:04:14,800 --> 00:04:19,840
+.99792458
+
+44
+00:04:19,840 --> 00:04:24,800
+× 10⁸ أو 2.99792458
+
+45
+00:04:24,800 --> 00:04:29,700
+أو ممكن نقربها إلى 3 × 10⁸ متر لكل
+
+46
+00:04:29,700 --> 00:04:30,320
+second.
+
+47
+00:04:36,010 --> 00:04:42,490
+بالنسبة للكتلة، التي هي الـ mass، تعريفها... الكتلة الـ
+
+48
+00:04:42,490 --> 00:04:46,390
+System International...  الأساسية، unit of mass، التي هو
+
+49
+00:04:46,390 --> 00:04:51,310
+الكتلة في... وحدة الكتلة في النظام الدولي هي عبارة
+
+50
+00:04:51,310 --> 00:04:56,110
+عن الـ kilogram، وتعريفها... is defined as... تعرف بأنها الـ
+
+51
+00:04:56,110 --> 00:05:00,550
+mass of a specific platinum-iridium alloy cylinder
+
+52
+00:05:00,550 --> 00:05:03,730
+kept at the International Bureau of Weights and
+
+53
+00:05:03,730 --> 00:05:09,130
+Measures at Sèvres, France. يعني معناها تعريف التي
+
+54
+00:05:09,130 --> 00:05:13,690
+هي الكتلة في النظام الدولي، عبارة عن كتلة سبيكة
+
+55
+00:05:13,690 --> 00:05:19,230
+أسطوانية من الـ platinum-iridium، محفوظة في، طبعاً،
+
+56
+00:05:19,230 --> 00:05:24,010
+المركز أو المكتب الدولي للأوزان في فرنسا، والشكل
+
+57
+00:05:24,010 --> 00:05:29,310
+الذي يوضح هذه السبيكة، التي هي عبارة عن
+
+58
+00:05:29,310 --> 00:05:35,850
+أسطوانة مصنوعة من platinum-iridium، ومحفوظة في مركز
+
+59
+00:05:35,850 --> 00:05:41,070
+أو المكتب الدولي في فرنسا. بالنسبة للزمن، التي هي الـ
+
+60
+00:05:41,070 --> 00:05:46,990
+time... الزمن... the basic unit of time... طبعاً الزمن هو الـ
+
+61
+00:05:46,990 --> 00:05:51,130
+...الـ... يعني الوحدة الأساسية للزمن هي الثانية، و
+
+62
+00:05:51,130 --> 00:05:56,650
+the... is defined as... تعريفها بأنها 9,192,631,770
+
+63
+00:05:56,650 --> 00:06:00,490
+×  times... هي عبارة
+
+64
+00:06:00,490 --> 00:06:05,410
+عن، طبعاً، عدد معين، عدد المرات أو عدد الدورات التي
+
+65
+00:06:05,410 --> 00:06:11,770
+تهتزها ذرة... ذرات الـ cesium... أو عدد، التي هي
+
+66
+00:06:11,770 --> 00:06:17,750
+الدبدبات التي تهتزها أو تشعها ذرة مصنوعة من الـ
+
+67
+00:06:17,750 --> 00:06:25,780
+cesium. بالنسبة لـ Section 1.4، طبعاً هذا ملغي. Section
+
+68
+00:06:25,780 --> 00:06:31,880
+1.2، 1.3، 1.4 أيضاً ملغية بالنسبة لطلبة العلوم الصحية.
+
+69
+00:06:31,880 --> 00:06:37,720
+Section 1.5: Unit conversion for physical quantities.
+
+70
+00:06:37,720 --> 00:06:42,800
+الذي هو عبارة عن تحويل الوحدات لكميات الفيزيائية.
+
+71
+00:06:43,380 --> 00:06:48,700
+Conversion factors between SI and US... أريد أن أحول
+
+72
+00:06:48,700 --> 00:06:52,500
+بعض المعاملات بين التي هي النظام الدولي، التي هي SI،
+
+73
+00:06:52,500 --> 00:06:56,020
+System International، وبين التي هي الـ United
+
+74
+00:06:56,020 --> 00:07:02,380
+States، النظام الأمريكي لبعض الوحدات، زي مثلاً لما
+
+75
+00:07:02,380 --> 00:07:06,640
+أجي أحكي واحد ميل، الواحد ميل، سيساوي 1609 متر، ويساوي 1.6 كيلو
+
+76
+00:07:06,640 --> 00:07:11,790
+متر تقريباً. الواحد متر سيساوي 39.37 إنش، وسيساوي 3.281 قدم، أو
+
+77
+00:07:11,790 --> 00:07:15,930
+قدم. الواحد متر سيساوي 39.37 إنش، وسيساوي 3.281
+
+78
+00:07:15,930 --> 00:07:19,430
+قدم.  الواحد قدم أو واحد foot سيساوي 0.3048 متر.
+
+79
+00:07:19,430 --> 00:07:24,230
+الواحد foot أو واحد foot، سيساوي 0.3048 متر.
+
+80
+00:07:24,230 --> 00:07:28,770
+الواحد foot سيساوي 0.3048 متر. يعني 30.48 سنتيمتر. الواحد inch سيساوي
+
+81
+00:07:28,770 --> 00:07:33,610
+2.54 سم أو 0.0254 متر. الواحد inch سيساوي
+
+82
+00:07:33,610 --> 00:07:38,030
+2.54 سم، أو 0.0254 متر.
+
+83
+00:07:38,030 --> 00:07:41,270
+الواحد inch يساوي 0.0254 متر.
+
+84
+00:07:41,270 --> 00:07:45,970
+ممكن أحكي أن الـ 30 سم سيساوي قدم،
+
+85
+00:07:45,970 --> 00:07:53,070
+والـ inch، الذي يساوي 2.54 سم. We can
+
+86
+00:07:53,070 --> 00:07:56,090
+take a fraction with the conversion that will cancel
+
+87
+00:07:56,090 --> 00:07:59,920
+the units we don't want, and multiply that fraction
+
+88
+00:07:59,920 --> 00:08:04,000
+by the quantity in question. For example... يعني
+
+89
+00:08:04,000 --> 00:08:11,400
+بالنسبة لبعض تحويل بعض الوحدات، يعني
+
+90
+00:08:11,400 --> 00:08:17,040
+كمثال، طبعاً، الهدف من تحويل الوحدات باستخدام
+
+91
+00:08:17,040 --> 00:08:23,490
+عدة عوامل تحويل، المتر مثلاً إلى ميل، أو الـ... يعني
+
+92
+00:08:23,490 --> 00:08:27,990
+لو أنا حكيت مثال أنه 15 إنش، مطلوب مني أحولهم
+
+93
+00:08:27,990 --> 00:08:35,600
+إلى سنتيمتر. فأعرف أنا، أعرف أن الـ 1 inch يساوي 2.54 cm.
+
+94
+00:08:35,600 --> 00:08:42,440
+إذاً، الـ 15، ممكن أضربها في 2.54، أو للتخلص من الوحدات،
+
+95
+00:08:42,440 --> 00:08:46,660
+بنحكي الـ 15 inch سأضربها أنا بـ fraction، في كسر،
+
+96
+00:08:46,660 --> 00:08:49,840
+زي ما حكى، fraction by the quantity in the
+
+97
+00:08:49,840 --> 00:08:57,910
+question. الآن، 2.54 cm. الـ 1 inch يساوي 2.54.  فأضربت
+
+98
+00:08:57,910 --> 00:09:04,630
+في 2.54 cm على 1 inch. الـ inch الوحدة هذه راحت معها.
+
+99
+00:09:04,630 --> 00:09:15,050
+الآن عندي 38.1 cm. مثال
+
+100
+00:09:15,050 --> 00:09:18,990
+آخر. Example 1.4: Convert units using several
+
+101
+00:09:18,990 --> 00:09:25,150
+conversion factors. سأبدأ أستخدم الوحدات أيضاً لعدد
+
+102
+00:09:25,150 --> 00:09:29,710
+أنواع أو عوامل التحويلات. Convert meter to mile.
+
+103
+00:09:29,710 --> 00:09:34,230
+سأبدأ أحول الـ meter إلى mile. لو كان عندي أنا 20
+
+104
+00:09:34,230 --> 00:09:38,110
+meter في الثانية، وسأبدأ أحولها إلى mile في الثانية.
+
+105
+00:09:38,110 --> 00:09:42,050
+طبعاً، الـ 20 mile في الثانية، أذهب إلى الـ bus. الـ bus هو
+
+106
+00:09:42,050 --> 00:09:45,890
+عبارة عن meter، سأبدأ أحوله إلى mile. لما أحول من متر
+
+107
+00:09:45,890 --> 00:09:54,350
+إلى ميل، أقسم على 1609 متر، أقسم أو أضرب بـ 1 على
+
+108
+00:09:54,350 --> 00:09:59,710
+1609. يعني الواحد ميل يساوي 1609 متر، لكي أضيع
+
+109
+00:09:59,710 --> 00:10:03,150
+الوحدات، التي هي المتر مع المتر، يطلع عندي 20 على
+
+110
+00:10:03,150 --> 00:10:11,290
+1609 متر، يطلع عندي 0.0124 ميل لكل
+
+111
+00:10:11,290 --> 00:10:15,730
+ثانية. الآن لو أنا سأبدأ أحول الثانية إلى ساعة، يعني
+
+112
+00:10:15,730 --> 00:10:21,470
+أنا المطلوب مني 20 متر في الثانية، أحولها إلى ميل
+
+113
+00:10:21,470 --> 00:10:26,050
+في الساعة. في البداية، طبعاً، الـ bus، المتر حولته إلى
+
+114
+00:10:26,050 --> 00:10:31,290
+ميل، بقسم بالقسمة على 1609. بعد ذلك، الجواب هو الجواب
+
+115
+00:10:31,290 --> 00:10:38,310
+طلع عندي 0.0124 × 10⁻² ميل في الثانية، أريد
+
+116
+00:10:38,310 --> 00:10:41,930
+أن أحول الآن الثانية إلى ساعة. طبعاً، الـ mile، الـ bus، مش
+
+117
+00:10:41,930 --> 00:10:46,330
+سألعب معه، سيظل كما هو. الثانية أريد أن أحولها إلى ساعة،
+
+118
+00:10:46,330 --> 00:10:53,590
+فأقسم الثانية على 60، على 60، يعني سأقسم على 1
+
+119
+00:10:53,590 --> 00:10:58,990
+على 3600. أو سأعمل أن هذا الرقم
+
+120
+00:10:58,990 --> 00:11:01,910
+الذي هو 0.0124 × 10⁻²
+
+121
+00:11:01,910 --> 00:11:07,930
+mile لكل ثانية، سأضربه بـ 60، التي هي بـ 60 × 60،
+
+122
+00:11:07,930 --> 00:11:13,470
+التي هي ثانية على دقيقة، ثانية على دقيقة، والدقيقة
+
+123
+00:11:13,470 --> 00:11:18,930
+تحولها إلى ساعة، يصبح عندي أنا 44.64.  ممكن طريقة
+
+124
+00:11:18,930 --> 00:11:29,310
+أخرى، طريقة مباشرة: 20، أقسمها على 1609، وكمان الثانية
+
+125
+00:11:29,310 --> 00:11:34,590
+أقسمها على 60، وعلى 60، يعني أقسم على 3600، يطلع
+
+126
+00:11:34,590 --> 00:11:41,650
+معي نفس الجواب، يعني حولت الذي هو 0.0124 × 10⁻²
+
+127
+00:11:41,650 --> 00:11:48,050
+ميل في الثانية إلى 0.0124 × 10⁻²
+
+128
+00:11:48,050 --> 00:11:56,320
+ميل في الساعة، يطلع الجواب 44.64 ميل في الساعة. مثال
+
+129
+00:11:56,320 --> 00:12:03,360
+Example 1.5: مثال 1.5، أيضاً نريد أن نحول... نحول قيمة
+
+130
+00:12:03,360 --> 00:12:08,900
+معينة، أو قيمة فيزيائية معينة، لها طبعاً وحدة، أو
+
+131
+00:12:08,900 --> 00:12:16,030
+عامل مضروب، يعني تربيعي. زي مثال، لو كان عندي أنا 20
+
+132
+00:12:16,030 --> 00:12:21,310
+متر في الثانية تربيع، 20 متر في الثانية تربيع، أريد
+
+133
+00:12:21,310 --> 00:12:27,330
+أن أحولها إلى كيلو في الدقيقة تربيع. طبعاً، الحد في البسط
+
+134
+00:12:27,330 --> 00:12:33,530
+20 متر، المتر سأحوله من متر إلى كيلو، سأقسم
+
+135
+00:12:33,530 --> 00:12:37,890
+طبعاً، لأن الواحد كيلو يساوي 1000 متر، أو 1 × 10
+
+136
+00:12:37,890 --> 00:12:45,020
+³ متر. قسمت 20 على 1000، أو 20 على 1 × 10³
+
+137
+00:12:45,020 --> 00:12:47,980
+متر، لأن المتر راحت مع المتر، و بقي عندي هنا وحدة
+
+138
+00:12:47,980 --> 00:12:51,800
+الكيلو على second تربيع. طبعاً الـ second تربيع، لكي
+
+139
+00:12:51,800 --> 00:12:56,740
+أحولها إلى minute، سأقسمها على 60 لكل تربيع. معنى
+
+140
+00:12:56,740 --> 00:13:01,880
+الكلام، قسمة، التقسيم يطلع أيش، يعني ضرب في
+
+141
+00:13:01,880 --> 00:13:05,700
+المقام، يعني سأقول أنا الـ second تربيع، التي هي 1 على
+
+142
+00:13:05,700 --> 00:13:14,750
+60 تربيع، يطلع 60²/min². يعني الجواب 72 كيلو
+
+143
+00:13:14,750 --> 00:13:22,750
+متر/min². بالنسبة لـ Section 1.6، هذا
+
+144
+00:13:22,750 --> 00:13:29,770
+ملغي. نأتي لـ 1.7 بعنوان Coordinate systems، التي هي
+
+145
+00:13:29,770 --> 00:13:36,090
+أنظمة المحاور. A point on a line can be located with
+
+146
+00:13:36,090 --> 00:13:40,850
+one coordinate. لو أنا عندي أنا نقطة موجودة في مكان
+
+147
+00:13:40,850 --> 00:13:45,910
+معين، أقول هذه النقطة لها محور واحد. لو كانت عندي
+
+148
+00:13:45,910 --> 00:13:50,030
+النقطة موجودة على a plane، أو a plane، يعني عبارة عن
+
+149
+00:13:50,030 --> 00:13:54,130
+مستوى، والمستوى هو عبارة عن محورين. A point in a
+
+150
+00:13:54,130 --> 00:13:57,810
+plane with two coordinates, and... ممكن، and a point in
+
+151
+00:13:57,810 --> 00:14:01,610
+space with three... يعني ممكن أي نقطة تكون موجودة على
+
+152
+00:14:01,610 --> 00:14:05,950
+محور واحد، أو تكون موجودة في مستوى على محورين، أو
+
+153
+00:14:05,950 --> 00:14:11,830
+موجودة في space، فراغ، عبارة عن ثلاثة محاور. الـ
+
+154
+00:14:11,830 --> 00:14:15,590
+coordinate system used to specify locations in
+
+155
+00:14:15,590 --> 00:14:20,530
+space consists of the following. الآن أي نظام
+
+156
+00:14:20,530 --> 00:14:29,160
+المحاور... نظام المحاور يستخدم موقعاً معيناً في الفراغ،
+
+157
+00:14:29,160 --> 00:14:35,160
+يتكون من... هذه التكوين عبارة عن fixed
+
+158
+00:14:35,160 --> 00:14:38,640
+reference point. عندي أنا نقطة ثابتة اسمها O، أو
+
+159
+00:14:38,640 --> 00:14:42,610
+أسميها نقطة الأصل، origin. عندي أنا نقطة ثابتة
+
+160
+00:14:42,610 --> 00:14:47,590
+لنقطة الأصل. عندي set of specific axes. Axes في
+
+161
+00:14:47,590 --> 00:14:52,570
+عندي مجموعة من المحاور الأساسية أو الاتجاهات، with
+
+162
+00:14:52,570 --> 00:14:58,110
+an appropriate scale and labels on the axes. هذه
+
+163
+00:14:58,110 --> 00:15:04,850
+المحاور لها تدرج معين، وترويسة لكل محور أو اسم يوضع
+
+164
+00:15:04,850 --> 00:15:09,860
+على المحور نفسه. Instructions on labeling a point in
+
+165
+00:15:09,860 --> 00:15:15,460
+space. بعض التعليمات حول النقطة المطلوبة بالنسبة
+
+166
+00:15:15,460 --> 00:15:21,160
+لنقطة الأصل، بالنسبة لنقطة الأصل. One convenient and
+
+167
+00:15:21,160 --> 00:15:23,960
+commonly used coordinate system is the Cartesian
+
+168
+00:15:23,960 --> 00:15:28,820
+coordinate system. في استخدام شائع ومناسب لنظام
+
+169
+
+223
+00:20:08,620 --> 00:20:13,520
+Sin Inverse للزاوية، تطلع للزاوية هاي بجيبها
+
+224
+00:20:13,520 --> 00:20:20,680
+من خلال... من خلال القالة Shift Sin، تطلع لـ 60 درجة
+
+225
+00:20:20,680 --> 00:20:25,140
+لو أنا بدأت أجرب مرة ثانية أنه أنا أوجد Tan Inverse
+
+226
+00:20:25,140 --> 00:20:32,090
+للـ point 4، معنى الكلام هتطلع لزاوية 21.8، لازم be
+
+227
+00:20:32,090 --> 00:20:35,430
+sure that your calculator is set to degree، لازم
+
+228
+00:20:35,430 --> 00:20:39,210
+نتأكد أن الآلة الحاسبة موجودة على degree اللي هي
+
+229
+00:20:39,210 --> 00:20:44,270
+درجات وليس راديان وليس بالمقياس الدائري in
+
+230
+00:20:44,270 --> 00:20:47,050
+addition, the inverse tangent function can return
+
+231
+00:20:47,050 --> 00:20:54,190
+only one value between minus 90 أو زائد 90، so
+
+232
+00:20:54,190 --> 00:20:59,520
+when an angle is in the second or third quadrant,
+
+233
+00:20:59,520 --> 00:21:04,000
+it's necessary to add 180 لو كان أنا طلعت لزاوية
+
+234
+00:21:04,000 --> 00:21:09,280
+معينة في الربع الثاني أو الربع الثالث، فلازم احنا
+
+235
+00:21:09,280 --> 00:21:15,060
+نضيف على الزاوية 180 درجة، لأنه احنا
+
+236
+00:21:15,060 --> 00:21:20,390
+في أرباع الربع الأول بيكون الـ X موجبة والـ Y
+
+237
+00:21:20,390 --> 00:21:25,790
+موجبة، والزاوية موجبة. الربع الثاني بيكون X سالبة و
+
+238
+00:21:25,790 --> 00:21:32,570
+Y موجبة. الربع الثالث X سالبة و Y سالبة.
+
+239
+00:21:32,570 --> 00:21:38,580
+طبعاً مثال: the Cartesian coordinates of the point in
+
+240
+00:21:38,580 --> 00:21:42,440
+the XY plane. لو أنا عندي إحداثيات لنقطة، النقطة هي
+
+241
+00:21:42,440 --> 00:21:46,260
+عبارة عن الـ X بتساوي minus ثلاثة و نصف، و Y minus
+
+242
+00:21:46,260 --> 00:21:49,600
+اثنين و نصف. إذا الـ X سالبة و الـ Y سالبة، هتكون في
+
+243
+00:21:49,600 --> 00:21:56,200
+الربع الثالث، كما هو موضح بالشكل. أوجد find the
+
+244
+00:21:56,200 --> 00:22:00,640
+polar coordinates of this point B. بدي أوجد الـ polar
+
+245
+00:22:00,640 --> 00:22:06,140
+coordinates، وبعدين convert اللي هي R أو θ to
+
+246
+00:22:06,140 --> 00:22:11,500
+rectangular coordinates، علشان أحل هذا السؤال طبعاً
+
+247
+00:22:11,500 --> 00:22:14,680
+احنا عندنا الـ Cartesian coordinates، القانون اللي
+
+248
+00:22:14,680 --> 00:22:17,960
+هو الـ R أو الـ R تربيع بتساوي X تربيع زائد Y تربيع
+
+249
+00:22:17,960 --> 00:22:21,180
+إذاً، الـ R بتساوي جذر X تربيع زائد Y تربيع.  هدعى
+
+250
+00:22:21,180 --> 00:22:25,880
+فيتاغورث. جبنا قيمة الـ R، اللي قال لإيجاد الزاوية
+
+251
+00:22:25,880 --> 00:22:30,260
+tan θ بتساوي Y على X، فبحط الـ Y بالإشارة تبعتها، و
+
+252
+00:22:30,260 --> 00:22:36,620
+الـ X بالإشارة تبعتها، طلعت عندي الزاوية 35.5. من وين
+
+253
+00:22:36,620 --> 00:22:41,240
+أجت الزاوية؟ من tan inverse للكلام هذا، طلع عندي 35
+
+254
+00:22:41,240 --> 00:22:48,740
+.5. طبعاً الـ 35.5 رح أضيف لها 180، علشان هذه الزاوية
+
+255
+00:22:48,740 --> 00:22:53,740
+موجودة في الربع الثالث، وأنا بقيس الزاوية أو الـ
+
+256
+00:22:53,740 --> 00:22:58,800
+reference line، المرجعية. الخطّة بتبدأ دائماً
+
+257
+00:22:58,800 --> 00:23:03,060
+من اتجاه X الموجب، فبتطلع الزاوية 216 فعلاً هي
+
+258
+00:23:03,060 --> 00:23:07,450
+الزاوية في الربع الثالث. لإيجاد الـ ... البولر ...
+
+259
+00:23:07,450 --> 00:23:12,310
+البولر، طبعاً الـ coordinates. البولر to Cartesian
+
+260
+00:23:12,310 --> 00:23:16,030
+conversion. عشان أحول، فأنا عندي X بتساوي الـ R
+
+261
+00:23:16,030 --> 00:23:20,890
+cosine θ، والـ Y بتساوي الـ R sine θ، و
+
+262
+00:23:20,890 --> 00:23:28,010
+بالتالي تطلع عندي الـ X 3.99، والـ Y بتساوي 3.05
+
+263
+00:23:32,710 --> 00:23:38,710
+مثال آخر: problems 1.10. A person measures the
+
+264
+00:23:38,710 --> 00:23:42,070
+height of a building by walking a distance
+
+265
+00:23:42,070 --> 00:23:49,090
+of 46 متر from its base and shining a flashlight
+
+266
+00:23:49,090 --> 00:23:53,390
+beam towards the top. طبعاً في عندي شخص بده يقيس
+
+267
+00:23:53,390 --> 00:23:59,690
+ارتفاع مبنى، هو طبعاً ماشي مسافة 46 متر من
+
+268
+00:23:59,690 --> 00:24:05,320
+قاعدة المبنى، وأضاء فلاش ضوء، فلاش أو إشعاع فلاش
+
+269
+00:24:05,320 --> 00:24:09,620
+نحو الأعلى المبنى. when the beam is elevated, هذه
+
+270
+00:24:09,620 --> 00:24:14,540
+طبعاً الأشعة صعدت أو وصلت، أو يعني وصلت لأعلى المبنى
+
+271
+00:24:14,540 --> 00:24:17,840
+كانت الزاوية تسعة و ثلاثين درجة بالنسبة للـ
+
+272
+00:24:17,840 --> 00:24:21,640
+horizontal. The beam just struck the top of the
+
+273
+00:24:21,640 --> 00:24:25,740
+building. If the flashlight is held at a height طبعاً
+
+274
+00:24:25,740 --> 00:24:30,300
+احنا زي ما احنا شايفين بالشكل، هي في عند man، أو رجل
+
+275
+00:24:30,590 --> 00:24:34,210
+الرجل كان طوله مترين بالنسبة للأرضية المبنى.
+
+276
+00:24:34,210 --> 00:24:39,690
+الرجل، علشان يوصل لأعلى المبنى، أضاء طبعاً light، أو
+
+277
+00:24:39,690 --> 00:24:44,550
+ضوء flash. الضوء هذا هيمشي لأعلى المبنى، لما كانت
+
+278
+00:24:44,550 --> 00:24:47,850
+الزاوية تسعة و ثلاثين درجة بالنسبة لمين؟ للـ
+
+279
+00:24:47,850 --> 00:24:51,330
+horizontal، أو الأفقي. المسافة كانت ... المسافة
+
+280
+00:24:51,330 --> 00:24:56,210
+الأفقية من الرجل للمبنى كانت 46 متر. طبعاً
+
+281
+00:24:56,210 --> 00:24:58,730
+المطلوب في هذا السؤال: find the height of the
+
+282
+00:24:58,730 --> 00:25:02,510
+building. بدي ارتفاع المبنى. علشان أجيب ارتفاع
+
+283
+00:25:02,510 --> 00:25:06,730
+المبنى، طبعاً أنا عندي علاقة إن تان الزاوية بدها
+
+284
+00:25:06,730 --> 00:25:12,110
+تساوي مقابل على مجاور. طبعاً هستخدم فيثاغورث طبعاً
+
+285
+00:25:12,110 --> 00:25:16,900
+عندي أنا هنا كأنها مثلث قائم الزاوية، عندي فيه ضلعين
+
+286
+00:25:16,900 --> 00:25:20,540
+المقابل على المجاور بيساوي تان الزاوية، الزاوية
+
+287
+00:25:20,540 --> 00:25:26,360
+موجودة، والمجاور موجود، ممكن أحصل على مقابل. المجاور
+
+288
+00:25:26,360 --> 00:25:26,920
+ممكن احصل على مقابل المجاور
+
+289
+00:25:26,920 --> 00:25:27,240
+ممكن احصل على مقابل
+
+290
+00:25:27,240 --> 00:25:27,380
+ممكن احصل على مقابل
+
+291
+00:25:27,380 --> 00:25:27,560
+ممكن احصل على مقابل
+
+292
+00:25:27,560 --> 00:25:28,060
+ممكن احصل على مقابل
+
+293
+00:25:28,060 --> 00:25:30,820
+ممكن احصل على مقابل
+
+294
+00:25:30,820 --> 00:25:36,940
+ممكن احصل على مقابل
+
+295
+00:25:41,210 --> 00:25:47,370
+37.3 متر. هذا هو ارتفاع المبنى. الآن لإيجاد طول
+
+296
+00:25:47,370 --> 00:25:51,510
+الشعاع. calculate the length of the light beam. بدي أنا
+
+297
+00:25:51,510 --> 00:25:55,570
+طول الشعاع، معناته بدي أوجد الـ hypotenuse. برضه  كفي ضلعين
+
+298
+00:25:55,570 --> 00:25:59,750
+الـ hypotenuse بيساوي جذر التربيع لـ X تربيع زائد Y
+
+299
+00:25:59,750 --> 00:26:06,030
+تربيع، تطلع عندي 59.8 متر. هذا هو طول المبنى.
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..1b3cf8ace341cd3a8626323f34660386a10f8273
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_postprocess.srt
@@ -0,0 +1,1196 @@
+1
+00:00:00,000 --> 00:00:05,160
+بسم الله الرحمن الرحيم سنبدأ بشرح مساق فيزياء عامة
+
+2
+00:00:05,160 --> 00:00:11,520
+لطلبة العلوم الصحية من كتاب college physics للمؤلف
+
+3
+00:00:11,520 --> 00:00:18,680
+Sir Wei هنبدأ بالفصل الأول اللي هي المحاضرات لطلبة
+
+4
+00:00:18,680 --> 00:00:25,650
+العلوم الصحيةالهدف من هذا المساق هو عبارة عن هدف
+
+5
+00:00:25,650 --> 00:00:32,310
+ذو شقين تزويد الطالب بعرض واضح ومنطقي لأساليب
+
+6
+00:00:32,310 --> 00:00:38,450
+الفيزياء تعزيز وتقويت فهم الطلبة لمجموعة واسعة من
+
+7
+00:00:38,450 --> 00:00:42,990
+الأمور والاهتمامات والتطبيقات في الحياة ولتحقيق
+
+8
+00:00:42,990 --> 00:00:50,890
+هذه الأهداف سنعمل على تحفيز الطالبمن خلال يعني
+
+9
+00:00:50,890 --> 00:00:57,230
+أمثلة عملية تظهر دور الفيزياء في التخصصات الأخرى
+
+10
+00:00:57,230 --> 00:01:04,390
+سنبدأ ان شاء الله بشطر الأول شطر الأول هو عبارة عن
+
+11
+00:01:04,390 --> 00:01:09,430
+ال units اللي هي الوحدات tri-geometry اللي هي
+
+12
+00:01:09,430 --> 00:01:14,450
+الحساب المثلثات and vectors اللي هو المتجهات
+
+13
+00:01:15,230 --> 00:01:21,250
+section 11 standards of length, mass and time
+
+14
+00:01:21,250 --> 00:01:28,130
+المعايير الأساسية أو المقاييس الأساسية للطول
+
+15
+00:01:28,130 --> 00:01:34,290
+والكتلة والزمنلحساب طبعا او لقياس كأي كمية
+
+16
+00:01:34,290 --> 00:01:40,930
+فيزيائية بحتاج أنا إلى وحدة لكي أفرق بين أي رقم
+
+17
+00:01:40,930 --> 00:01:48,750
+رياضي أو رقم فيزيائي فالوحدة هي اللتي تميز هذا
+
+18
+00:01:48,750 --> 00:01:56,720
+الرقم على أنه كمية فيزيائيةفي عام 1960 وافقت
+
+19
+00:01:56,720 --> 00:02:02,140
+اللجنة الدولية على اعتماد نظام معياري للوحدات وهذا
+
+20
+00:02:02,140 --> 00:02:06,820
+النظام المعياري بنسمي SI أو system international
+
+21
+00:02:06,820 --> 00:02:12,220
+هو عبارة عن النظام الدولي النظام الدولي طبعا
+
+22
+00:02:12,220 --> 00:02:17,300
+الكميات الأساسية في هذا النظام ووحدات اللي هي
+
+23
+00:02:17,300 --> 00:02:23,130
+الطول و الكتلة و الزمنالمتر والكيلو جرام والثانية
+
+24
+00:02:23,130 --> 00:02:30,090
+على التوالي يعني النظام الدولي رمزه SI معناها ال
+
+25
+00:02:30,090 --> 00:02:34,590
+system international ال system international وحدته
+
+26
+00:02:34,590 --> 00:02:41,010
+طبعا وحدة يقيس بالكيلو جرام متر ثانية يعني الطول
+
+27
+00:02:41,010 --> 00:02:44,890
+يقاس بالمتر و الكتلة اللي هي ال mass تقاس بالكيلو
+
+28
+00:02:44,890 --> 00:02:49,350
+جرام و ال time اللي هو الزمن يقاس بالثانية
+
+29
+00:02:53,590 --> 00:02:58,250
+بالنسبة للطول .. بالنسبة للطول طبعا هو عبارة عن ال
+
+30
+00:02:58,250 --> 00:03:07,970
+length في عام 1977 .. 1900 أو 1799 أصبح ال meter
+
+31
+00:03:07,970 --> 00:03:13,650
+هو عبارة عن المقياس المعياري أو القانونيلطول في
+
+32
+00:03:13,650 --> 00:03:22,290
+فرنسا في عام 1983 تم تعريف المتر بإن المسافة التي
+
+33
+00:03:22,290 --> 00:03:28,370
+يقطعها الأضوء في الفراغ في فترة زمنية تساوي 1 على
+
+34
+00:03:28,370 --> 00:03:33,710
+2.99792458
+
+35
+00:03:33,710 --> 00:03:39,740
+أو 1 على 2.9108The meter was defined يعني المتر
+
+36
+00:03:39,740 --> 00:03:43,880
+يعرف به المسافة التي the distance travelled by
+
+37
+00:03:43,880 --> 00:03:47,760
+light المسافة التي يقطعها الضوء في الفراغ vacuum
+
+38
+00:03:47,760 --> 00:03:53,320
+فراغ خلال during time interval خلال الفترة 1 على 2
+
+39
+00:03:53,320 --> 00:03:59,300
+.9 في 10 رقص تمانية ثانية This latest definition
+
+40
+00:03:59,300 --> 00:04:02,720
+established the speed of a light طبعا هذا التعريف
+
+41
+00:04:02,720 --> 00:04:10,720
+الخاص بالمتريوصلنا ل .. اللي هي سرعة الضوء و من
+
+42
+00:04:10,720 --> 00:04:14,800
+خلاله يتم اعتماد سرعة الضوء و هي عبارة عن 2
+
+43
+00:04:14,800 --> 00:04:19,840
+.99792458
+
+44
+00:04:19,840 --> 00:04:24,800
+في عشر عقوس تمانية او 2.99792458
+
+45
+00:04:24,800 --> 00:04:29,700
+او ممكن نقربها الى 3 في عشر عقوس تمانية متر per
+
+46
+00:04:29,700 --> 00:04:30,320
+second
+
+47
+00:04:36,010 --> 00:04:42,490
+بالنسبة للكتلة اللي هي ال mass تعريفها الكتلة ال
+
+48
+00:04:42,490 --> 00:04:46,390
+system international الاصئعي unit of mass اللي هو
+
+49
+00:04:46,390 --> 00:04:51,310
+الكتلة في ان وحدة الكتلة في النظام الدولي هي عبارة
+
+50
+00:04:51,310 --> 00:04:56,110
+عن ال kilogram و تعريفها is defined as تعرف as the
+
+51
+00:04:56,110 --> 00:05:00,550
+mass of a specific platinum iridium alloy cylinder
+
+52
+00:05:00,550 --> 00:05:03,730
+kept at the international period of weights and
+
+53
+00:05:03,730 --> 00:05:09,130
+measures at Sievers Franceيعني معناها تعريف اللي
+
+54
+00:05:09,130 --> 00:05:13,690
+هي الكتلة في النظام الدولي عبارة عن كتلة سبيكة
+
+55
+00:05:13,690 --> 00:05:19,230
+أسطوانيةمن ال platinum iridium محفوظة في طبعا
+
+56
+00:05:19,230 --> 00:05:24,010
+المركز أو المكتب الدولي الأوزان في فرنسا والشكل
+
+57
+00:05:24,010 --> 00:05:29,310
+واحد واحد طبعا يوضح هذه السبيكة اللي هي عبارة عن
+
+58
+00:05:29,310 --> 00:05:35,850
+استوانة مصنوعة من platinum iridium ومحفوظة في مركز
+
+59
+00:05:35,850 --> 00:05:41,070
+أو المكتب الدولي في فرنسا بالنسبة للزمن اللي هي ال
+
+60
+00:05:41,070 --> 00:05:46,990
+timeالزمن the basic unit of time طبعا الزمن هو ال
+
+61
+00:05:46,990 --> 00:05:51,130
+.. ال .. يعني الوحدة الأساسية للزمن هي الثانية و
+
+62
+00:05:51,130 --> 00:05:56,650
+the .. is defined as تعريفها as تسعة واحد تسعة
+
+63
+00:05:56,650 --> 00:06:00,490
+اتنين ستة تلاتة واحد سبعة zero zero times هي عبارة
+
+64
+00:06:00,490 --> 00:06:05,410
+عن طبعا عدد معين عدد المرات أو عدد الدورات التي
+
+65
+00:06:05,410 --> 00:06:11,770
+تحتزها ذرة .. ذرهات ال cesiumأو عدد اللي هي
+
+66
+00:06:11,770 --> 00:06:17,750
+الدبدبات اللتي تهتزها أو تشيعها ضرر مصنوعة من ال
+
+67
+00:06:17,750 --> 00:06:25,780
+cesiumبالنسبة ل section 1.14 طبعا هذا ملغي section
+
+68
+00:06:25,780 --> 00:06:31,880
+121314 برضه ملغي بالنسبة لطلبة العلوم الصحية
+
+69
+00:06:31,880 --> 00:06:37,720
+section 15 unit conversion for physical quantity
+
+70
+00:06:37,720 --> 00:06:42,800
+اللي هو عبارة عن تحويل الوحدات لكميات الفيزيائية
+
+71
+00:06:43,380 --> 00:06:48,700
+conversion factors between SI and US بدي أحول أنا
+
+72
+00:06:48,700 --> 00:06:52,500
+بعض المعاملات بين اللي هي النظام الدولي اللي هي SI
+
+73
+00:06:52,500 --> 00:06:56,020
+system international و بين اللي هي ال united
+
+74
+00:06:56,020 --> 00:07:02,380
+states النظام الأمريكي لبعض الوحدات زي مثلا لما
+
+75
+00:07:02,380 --> 00:07:06,640
+أجي أحكي واحد ميل الواحد ميل بدي يساوي ألف و سبعة
+
+76
+00:07:06,640 --> 00:07:11,790
+أو ستمية أو تسعة متر و يساوي واحد point ستةكيلو
+
+77
+00:07:11,790 --> 00:07:15,930
+متر تقريبا الواحد متر بدى يساوي تسعة و تلاتين
+
+78
+00:07:15,930 --> 00:07:19,430
+point تلاتة سبعة inch و بدها تساوي تلاتة point
+
+79
+00:07:19,430 --> 00:07:24,230
+اتنين تمانية واحد feet او قدم الواحد feet او واحد
+
+80
+00:07:24,230 --> 00:07:28,770
+foot بتساوي القدم بتساوي point تلاتة متر يعني
+
+81
+00:07:28,770 --> 00:07:33,610
+تلاتين point اربعة تمانية مترالواحد inch بدها
+
+82
+00:07:33,610 --> 00:07:38,030
+تساوي اتنين و نص سانتي أو خمسة و عشرين من الف من
+
+83
+00:07:38,030 --> 00:07:41,270
+المتر الواحد inch بيساوي خمسة و عشرين من الف من
+
+84
+00:07:41,270 --> 00:07:45,970
+المتر ممكن احكي انه التلاتين سانتي بدها تساوي قدم
+
+85
+00:07:45,970 --> 00:07:53,070
+و ال inch اللي هي بيساوي اتنين و نص سانتي we can
+
+86
+00:07:53,070 --> 00:07:56,090
+take fraction with the conversion that will cancel
+
+87
+00:07:56,090 --> 00:07:59,920
+the units we don't wantand multiply that fraction
+
+88
+00:07:59,920 --> 00:08:04,000
+by the quantity in questions for example يعني
+
+89
+00:08:04,000 --> 00:08:11,400
+بالنسبة لبعض تحويل بعض الوحدات يعني
+
+90
+00:08:11,400 --> 00:08:17,040
+كمثال طبعا الحل الهدف من تحويل الوحدات باستخدام
+
+91
+00:08:17,040 --> 00:08:23,490
+عدة عوامل تحويل المتر مثلاالى meal او ال .. يعني
+
+92
+00:08:23,490 --> 00:08:27,990
+لو انا حكيت مثال انه خمسة عشر انش مطلوب مني احولهم
+
+93
+00:08:27,990 --> 00:08:35,600
+لصنتىفبعرف أنا بعرف أن ال 1 inch بدي ساوي 2.54 cm
+
+94
+00:08:35,600 --> 00:08:42,440
+إذا ال 15 ممكن أضربها في 2.54 أو لتخلص من الوحدات
+
+95
+00:08:42,440 --> 00:08:46,660
+بنحكي ال 15 inch راح أضربها أنا ب fraction في كسر
+
+96
+00:08:46,660 --> 00:08:49,840
+زي ما حكالي هو fraction by the quantity in the
+
+97
+00:08:49,840 --> 00:08:57,910
+cushions الآن 2.54 cm ال 1 inch بتساوي 2.45فضربت
+
+98
+00:08:57,910 --> 00:09:04,630
+في 2.54 cm على 1 inch ال inch الوحدة دي راحت معاها
+
+99
+00:09:04,630 --> 00:09:15,050
+دل عندي 38.1 cm مثال
+
+100
+00:09:15,050 --> 00:09:18,990
+آخر example 1.4 convert units using several
+
+101
+00:09:18,990 --> 00:09:25,150
+conversion factorsبدأ أستخدم الوحدات أيضا لعدد
+
+102
+00:09:25,150 --> 00:09:29,710
+أنواع أو عوامل التحولات convert ال meter to mile
+
+103
+00:09:29,710 --> 00:09:34,230
+بدأ أحول ال meter إلى mile لو كان عندي أنا عشرين
+
+104
+00:09:34,230 --> 00:09:38,110
+meter في الثانية و بدأ أحولها إلى mile في الثانية
+
+105
+00:09:38,110 --> 00:09:42,050
+طبعا ال 28 mile في الثانية بروح لل bus ال bus هو
+
+106
+00:09:42,050 --> 00:09:45,890
+عبارة عن meter بدأ أحوله إلى mileلما أحول من متر
+
+107
+00:09:45,890 --> 00:09:54,350
+لميل بأقسم على 1609 متر بأقسم أو بأضرب بواحد على
+
+108
+00:09:54,350 --> 00:09:59,710
+1609 يعني الواحد ميل بيساوي 1609 متر علشان أضيع
+
+109
+00:09:59,710 --> 00:10:03,150
+الوحدات اللي هي المتر مع المتر بيطلع عندي 28 على
+
+110
+00:10:03,150 --> 00:10:11,290
+1609 متر بيطلع عندي 1.74 فعشرة أص ناقص 2 ميل لكل
+
+111
+00:10:11,290 --> 00:10:15,730
+ثانيةالان لو انا بدأ احول الثانية الى ساعة يعني
+
+112
+00:10:15,730 --> 00:10:21,470
+انا المطلوب منى 28 متر في الثانية بحولها الى ميل
+
+113
+00:10:21,470 --> 00:10:26,050
+فى الساعة فى البداية طبعا ال bus ال متر حولته الى
+
+114
+00:10:26,050 --> 00:10:31,290
+ميل بقسم لقسمة على 1609 بعد هيك الجواب هي الجواب
+
+115
+00:10:31,290 --> 00:10:38,310
+طلع عندى 1.74 فى 10 عقل سالب 2ميل في الثانية بدي
+
+116
+00:10:38,310 --> 00:10:41,930
+أحول الآن الثانية إلى ساعة طبعا ال meal ال bus مش
+
+117
+00:10:41,930 --> 00:10:46,330
+هلعب معاه أظل زي ما هو الثانية بدي أحولها إلى ساعة
+
+118
+00:10:46,330 --> 00:10:53,590
+فبقسم الثانية على ستين على ستين يعني هقسم على واحد
+
+119
+00:10:53,590 --> 00:10:58,990
+على تلات تلاف قصت مية أو بدي أعمل أن هذا الرقم
+
+120
+00:10:58,990 --> 00:11:01,910
+اللي هو واحد point سبعة أربع في عشر عصر نقص اتنين
+
+121
+00:11:01,910 --> 00:11:07,930
+meal لكل ثانية راح أضربه بستيناللي هي ب 60 في 60
+
+122
+00:11:07,930 --> 00:11:13,470
+اللي هي ثانية على دقيقة ثانية على دقيقة والدقيقة
+
+123
+00:11:13,470 --> 00:11:18,930
+بتحولها إلى ساعة بيصير عندي انا 62.6 ممكن طريقة
+
+124
+00:11:18,930 --> 00:11:29,310
+اخرى طريقة مباشرة 28 اقسمها على1609 وكمان الثانية
+
+125
+00:11:29,310 --> 00:11:34,590
+أقسمها على 60 وعلى 60 يعني أقسم على 3600 بطلع
+
+126
+00:11:34,590 --> 00:11:41,650
+معايا نفس الجواب يعني حولت اللي هو ال 1.74 في 10
+
+127
+00:11:41,650 --> 00:11:48,050
+أس سالب 2 ميل في الثانية إلى 1.74 في 10 أس ناقص 2
+
+128
+00:11:48,050 --> 00:11:56,320
+ميل في الساعة بطلع الجواب 62.6 ميل في الساعةمثال
+
+129
+00:11:56,320 --> 00:12:03,360
+example 1.5 مثال 1.5 برضه بدنا نحو .. نحول قيمة
+
+130
+00:12:03,360 --> 00:12:08,900
+معينة أو قيمة فيزيائية معينة إلها طبعا واحدة أو
+
+131
+00:12:08,900 --> 00:12:16,030
+عامل مضروب يعني تربيعي زي مثال لو كان عندي أنا22
+
+132
+00:12:16,030 --> 00:12:21,310
+متر في الثانية تربيع 22 متر في الثانية تربيع بدي
+
+133
+00:12:21,310 --> 00:12:27,330
+أحولها إلى كيلو في الدقيقة تربيع طبعا حد في البسط
+
+134
+00:12:27,330 --> 00:12:33,530
+22 متر المتر راح أحوله من متر إلى كيلو راح أقسم
+
+135
+00:12:33,530 --> 00:12:37,890
+طبعا لإن الواحد كيلو بساوي ألف متر أو واحد فعشرة
+
+136
+00:12:37,890 --> 00:12:45,020
+أس تلاتة متر قسمت 22 على ألف أو 22 على1×10 أُس 3
+
+137
+00:12:45,020 --> 00:12:47,980
+متر لإن المتر راحت مع المتر وضل عندي هنا وحدة
+
+138
+00:12:47,980 --> 00:12:51,800
+الكلو على second تربية طبعا ال second تربية عشان
+
+139
+00:12:51,800 --> 00:12:56,740
+أحولها إلى minute راح أقسمها على 60 لكل تربية معنى
+
+140
+00:12:56,740 --> 00:13:01,880
+الكلام قسم تقسيم التقسيم بيطلع ايش يعني ضرب في
+
+141
+00:13:01,880 --> 00:13:05,700
+البصد يعني هحكي انا ال second تربية اللي هي 1 على
+
+142
+00:13:05,700 --> 00:13:14,750
+60 تربية تطلع ل60 على تربية minuteيعني الجوا 79.2
+
+143
+00:13:14,750 --> 00:13:22,750
+كيلومتر على minute تربية بالنسبة لsection 1.6 هذا
+
+144
+00:13:22,750 --> 00:13:29,770
+ملغي نجي ل 1.7 بعنوان coordinate system اللي هي
+
+145
+00:13:29,770 --> 00:13:36,090
+أنظمة المحاورa point on a line can be located with
+
+146
+00:13:36,090 --> 00:13:40,850
+one coordinate لو أنا عندي أنا نقطة موجودة في مكان
+
+147
+00:13:40,850 --> 00:13:45,910
+معين بأحكي هذه النقطة إلها محور واحد لو كانت عندي
+
+148
+00:13:45,910 --> 00:13:50,030
+النقطة موجودة على a plane أو a plane يعني عبارة عن
+
+149
+00:13:50,030 --> 00:13:54,130
+مستوى والمستوى هو عبارة عن محورين a point in a
+
+150
+00:13:54,130 --> 00:13:57,810
+plane with two coordinates and ممكن and a point in
+
+151
+00:13:57,810 --> 00:14:01,610
+space with three يعنيممكن أي نقطة تكون موجودة على
+
+152
+00:14:01,610 --> 00:14:05,950
+محور واحد أو تكون موجودة في مستوى على محورين أو
+
+153
+00:14:05,950 --> 00:14:11,830
+موجودة في space فراغ عبارة عن تلت محاور ال
+
+154
+00:14:11,830 --> 00:14:15,590
+coordinate system used to specify locations in
+
+155
+00:14:15,590 --> 00:14:20,530
+space consists of the following الآن أي في نظام
+
+156
+00:14:20,530 --> 00:14:29,160
+المحاورنظام المحاور بيستخدم موقع معين في الفراغ
+
+157
+00:14:29,160 --> 00:14:35,160
+بتكون من القاتل هذه التكوينة عبارة عن fixed
+
+158
+00:14:35,160 --> 00:14:38,640
+reference point في عندي أنا نقطة ثابتة اسمها O أو
+
+159
+00:14:38,640 --> 00:14:42,610
+بسميها نقطة الأصل originفي عندي انا نقطة ثابتة
+
+160
+00:14:42,610 --> 00:14:47,590
+لنقطة الأصل في عندي set of specific axis axis في
+
+161
+00:14:47,590 --> 00:14:52,570
+عندي مجموعة من المحاور الأساسية أو الاتجاهات with
+
+162
+00:14:52,570 --> 00:14:58,110
+an appropriate scale and label on the axis هذه
+
+163
+00:14:58,110 --> 00:15:04,850
+المحاور لها تدرج معين وترويسة لكل محور أو اسم يوضع
+
+164
+00:15:04,850 --> 00:15:09,860
+على المحور نفسهinstructions on label at point in
+
+165
+00:15:09,860 --> 00:15:15,460
+space بعض التعليمات حول النقطة المطلوبة بالنسبة
+
+166
+00:15:15,460 --> 00:15:21,160
+لنقطة الأصل بالنسبة لنقطة الأصلone convent and
+
+167
+00:15:21,160 --> 00:15:23,960
+commonly used coordinate system is the Cartesian
+
+168
+00:15:23,960 --> 00:15:28,820
+coordinate system في استخدام شائع ومناسب لنظام
+
+169
+00:15:28,820 --> 00:15:32,740
+المحاور بسميه نظام المحاور الكارتيزية أو
+
+170
+00:15:32,740 --> 00:15:36,300
+الديكارتيية بسموها Cartesian coordinate ديكارتيية
+
+171
+00:15:36,300 --> 00:15:39,520
+أو كارتيزيةSometimes called rectangular
+
+172
+00:15:39,520 --> 00:15:44,960
+coordinates أحيانا بنسمي نظام إحداثيات مستطيلة
+
+173
+00:15:44,960 --> 00:15:49,800
+Such a system in two dimensions is illustrated in
+
+174
+00:15:49,800 --> 00:15:56,700
+figures 1.5 هذا النظام اللي له بعدين موضح بالشكل 1
+
+175
+00:15:56,700 --> 00:16:02,740
+.5 اللي هو عبارة عن نقطة النقطة هذه ممثلة
+
+176
+00:16:02,740 --> 00:16:09,140
+بالإحداثيات XYلو كان عندى نقطة B إحداثياتها خمسة
+
+177
+00:16:09,140 --> 00:16:14,880
+أو تلاتة كمان sometimes it's more convenient to
+
+178
+00:16:14,880 --> 00:16:18,080
+locate a point in space by طبعا plane polar
+
+179
+00:16:18,080 --> 00:16:23,840
+coordinate ممكن كمان أنا أحدد نقطة عن طريق المحاور
+
+180
+00:16:23,840 --> 00:16:28,550
+اللى هي plane polar coordinate المحاوراللي هي
+
+181
+00:16:28,550 --> 00:16:34,250
+المستوى القطبي اللي هي عبارة عن R ومثلة بالـR و
+
+182
+00:16:34,250 --> 00:16:38,630
+بالثيتا الـR والثيتا عبارة عن reference أو مرجعية
+
+183
+00:16:38,630 --> 00:16:42,870
+على أساس أنه a point is specified by distance R
+
+184
+00:16:42,870 --> 00:16:49,870
+أنا ممكن أحدد النقطة بالمسافة R يعني النقطة المراد
+
+185
+00:16:49,870 --> 00:16:54,720
+تحديدها بتكون على بعد R من نقطة الأصلwe are ممكن
+
+186
+00:16:54,720 --> 00:16:59,520
+تمثل ب X و Y كأنها في مستوى إضافة إلى أنه تحدد
+
+187
+00:16:59,520 --> 00:17:05,060
+أيضًا بالزاوية theta و هذه الزاوية عبارة عن الخط
+
+188
+00:17:05,060 --> 00:17:13,080
+المرسوم من نقطة الأصل إلى الخط المرسوم من محور X
+
+189
+00:17:13,080 --> 00:17:20,090
+الموجب إلى هذه الزاويةيعني الشكل هذا 1.5 بيمثل
+
+190
+00:17:20,090 --> 00:17:24,610
+لنقطة P إحداثياتها خمسة أو تلاتة الخمسة عبارة عن X
+
+191
+00:17:24,610 --> 00:17:29,010
+و Y اللي هي ال X خمسة و Y بالساعة و تلاتة النقطة
+
+192
+00:17:29,010 --> 00:17:33,010
+هذه Q إحداثياتها ناقص تلاتة و أربع موجودة في الربع
+
+193
+00:17:33,010 --> 00:17:38,070
+التاني ال X بالسالب و ال Y بي الموجب هنا في الربع
+
+194
+00:17:38,070 --> 00:17:44,250
+الأول X موجب و Y موجب الشكل التاني الشكل التاني
+
+195
+00:17:44,250 --> 00:17:49,760
+اللي هو 1.6 بيوضح ليالنقطة ممثلة بـPlan Polar
+
+196
+00:17:49,760 --> 00:17:54,800
+Coordinate اللي هي R وTheta الـR هي عبارة عن الخط
+
+197
+00:17:54,800 --> 00:17:58,220
+الواصل بين نقطة الأصل و النقطة والـR ممثلة
+
+198
+00:17:58,220 --> 00:18:01,280
+بالمحورين
+
+199
+00:18:01,280 --> 00:18:08,260
+X وY وTheta هذه عبارة عن الزاوية المحصورة بين
+
+200
+00:18:08,260 --> 00:18:12,180
+اتجاه X الموجة و اللي هي النقطة أو المتجاه R
+
+201
+00:18:18,270 --> 00:18:23,690
+Trie Geometric Review الآن بالنسبة لها يعني نتذكر
+
+202
+00:18:23,690 --> 00:18:28,690
+بعض حساب المثلثات consider the right triangle لو
+
+203
+00:18:28,690 --> 00:18:33,790
+أنا فرضت في عندي أنا مثلث المثلث هذا قائم الزاوية
+
+204
+00:18:33,790 --> 00:18:38,350
+المثلث قائم الزاوية بالشكل هذا هذا طبعا الزاوية
+
+205
+00:18:38,350 --> 00:18:42,590
+حادة فهذا الاتجاه R لو نزلت أنا عمود اللي هو اتجاه
+
+206
+00:18:42,590 --> 00:18:45,490
+Y صار عندي أنا مثلث قائم الزاوية هي القائمة فهذا
+
+207
+00:18:45,490 --> 00:18:51,900
+الشكللو كان عندي أنهيب الزاوية sin θ اللي هي مقابل
+
+208
+00:18:51,900 --> 00:18:57,440
+على وطر Y على R cos θ عبارة عن X على R تاني
+
+209
+00:18:57,440 --> 00:19:02,580
+الزاوية عبارة عن مقابل على مجاور هذه حساب مثلثات
+
+210
+00:19:02,580 --> 00:19:08,120
+أخدناها سابقاً the basic trigeometric function
+
+211
+00:19:08,120 --> 00:19:14,580
+defined as such triangle as the follow يعنيبرضه
+
+212
+00:19:14,580 --> 00:19:21,000
+نتذكر انه sine الزاوية عبارة عن مقابل على water
+
+213
+00:19:21,000 --> 00:19:25,500
+cosine الزاوية عبارة عن مجاور على water و tan
+
+214
+00:19:25,500 --> 00:19:29,700
+الزاوية عبارة عن مقابل على مجاور كما هو موضح
+
+215
+00:19:29,700 --> 00:19:33,960
+بالشكل أول والثالث another important relationship
+
+216
+00:19:33,960 --> 00:19:39,120
+في برضه طبعا علاقة مهمة و هندرس عليها كتير و
+
+217
+00:19:39,120 --> 00:19:42,860
+هنشتغل عليها كتير اللي هي بيسموها نظرية FIFA golf
+
+218
+00:19:43,260 --> 00:19:47,040
+exist between the length of the side of the right
+
+219
+00:19:47,040 --> 00:19:53,240
+triangle هي تحدد العلاقة بين أطوال أضلاع القائمة
+
+220
+00:19:53,240 --> 00:19:59,960
+اللي هي الوطر تربيع بساوي X تربيع زائد Y تربيع لو
+
+221
+00:19:59,960 --> 00:20:03,860
+أنا فرضت أن عندي sign الزاوية بتساوي point 866
+
+222
+00:20:03,860 --> 00:20:08,620
+معنى الكلام أن الزاوية عشان أجيبها لازم أعمل sign
+
+223
+00:20:08,620 --> 00:20:13,520
+inverse للزاوية تطلع للزاويةSin Inverse هاي بجيبها
+
+224
+00:20:13,520 --> 00:20:20,680
+من خلال .. من خلال القالة Shift Sin تطلع ل60 درجة
+
+225
+00:20:20,680 --> 00:20:25,140
+لو أنا بدأ أجرب مرة تانية أنه أنا أوجد Tan Inverse
+
+226
+00:20:25,140 --> 00:20:32,090
+لل point 4 معنى الكلام هتطلع لزاوية 21.8لازم be
+
+227
+00:20:32,090 --> 00:20:35,430
+sure that your calculator is a set of degree لازم
+
+228
+00:20:35,430 --> 00:20:39,210
+نتأكد أنه القالة الحاسبة موجودة على degree اللي هي
+
+229
+00:20:39,210 --> 00:20:44,270
+درجات وليس رديان وليس بالمخدر الخيار الدائري in
+
+230
+00:20:44,270 --> 00:20:47,050
+addition the inverse tangent function can return
+
+231
+00:20:47,050 --> 00:20:54,190
+only view a value between minus 90 أو زائد 90 so
+
+232
+00:20:54,190 --> 00:20:59,520
+when an angle is in the secondor third quadrant
+
+233
+00:20:59,520 --> 00:21:04,000
+it's necessary to add 120 لو كان انا طلعت لزاوية
+
+234
+00:21:04,000 --> 00:21:09,280
+معينة فى الرُبع التانى او الرُبع التالت فلازم احنا
+
+235
+00:21:09,280 --> 00:21:15,060
+نضيف على الزاوية طبعا مية و تمانين درجة لإنه احنا
+
+236
+00:21:15,060 --> 00:21:20,390
+إنا أرباع الرُبع الأول بيكونالـ X موجبة والـ Y
+
+237
+00:21:20,390 --> 00:21:25,790
+موجبة والزاوية موجبة الربع التاني بيكون X سالبة و
+
+238
+00:21:25,790 --> 00:21:32,570
+X سالبة و Y موجبة الربع التالت X سالبة و Y سالبة
+
+239
+00:21:32,570 --> 00:21:38,580
+طبعا مثالthe Cartesian coordinate of the point in
+
+240
+00:21:38,580 --> 00:21:42,440
+the XY plane لو أنا عندي إحداثيات لنقطة النقطة هي
+
+241
+00:21:42,440 --> 00:21:46,260
+عبارة عن ال X بتساوي minus تلاتة و نص و Y minus
+
+242
+00:21:46,260 --> 00:21:49,600
+اتنين و نص إذا ال X سالبة و ال Y سالبة هتكون في
+
+243
+00:21:49,600 --> 00:21:56,200
+الربع التالت كما هو موضح بالشكل أوجد أوجد find the
+
+244
+00:21:56,200 --> 00:22:00,640
+polar coordinate of this point B بدي أوجد ال polar
+
+245
+00:22:00,640 --> 00:22:06,140
+coordinate بعدين convert اللي هي R أو فيتاto
+
+246
+00:22:06,140 --> 00:22:11,500
+rectangular coordinate علشان أحل هذا السؤالطبعا
+
+247
+00:22:11,500 --> 00:22:14,680
+إحنا عندنا الـ Cartesian coordinate القانون اللي
+
+248
+00:22:14,680 --> 00:22:17,960
+هي الـR أو الـR تربيع بتساوي X تربيع زاد Y تربيع
+
+249
+00:22:17,960 --> 00:22:21,180
+إذا ان الـR بتساوي جزر X تربيع زاد Y تربيع هدعى
+
+250
+00:22:21,180 --> 00:22:25,880
+فيتا غورث جيبنا قيمة الـR اللي قال لإيجاد الزاوية
+
+251
+00:22:25,880 --> 00:22:30,260
+10 فيتا بتساوي Y على X فبحط ال Y بالإشارة تبعتها و
+
+252
+00:22:30,260 --> 00:22:36,620
+ال X بالإشارة تبعتها طلعت عند الزاوية 35.5من وين
+
+253
+00:22:36,620 --> 00:22:41,240
+أجت الزاوية من tan inverse للكلام هذا طلع عندي 35
+
+254
+00:22:41,240 --> 00:22:48,740
+.5 طبعا ال 35.5 رح أضيف إلها 180 علشان هذه الزاوية
+
+255
+00:22:48,740 --> 00:22:53,740
+موجودة في الربع التالت و أنا بقيس الزاوية أو ال
+
+256
+00:22:53,740 --> 00:22:58,800
+reference line المرجعية الخطة بقى كانت بيبدأ دايما
+
+257
+00:22:58,800 --> 00:23:03,060
+من اتجاه X الموجب فبتطلع الزاوية 216 فعلا هي
+
+258
+00:23:03,060 --> 00:23:07,450
+الزاوية في الربع التالتلإيجاد ال .. البولر ..
+
+259
+00:23:07,450 --> 00:23:12,310
+البولر طبعا ال coordinate البولر to cartesian
+
+260
+00:23:12,310 --> 00:23:16,030
+conversion عشان أحول فأنا عندي X بتساوي ال R
+
+261
+00:23:16,030 --> 00:23:20,890
+cosine ال theta و ال Y بتساوي ال R sine ال theta و
+
+262
+00:23:20,890 --> 00:23:28,010
+بالتالي تطلع عندي ال X 3.99 و ال Y بتساوي 3.05
+
+263
+00:23:32,710 --> 00:23:38,710
+مثال آخر problems 1.10 a person measures the
+
+264
+00:23:38,710 --> 00:23:42,070
+height of the building by walking out a distance
+
+265
+00:23:42,070 --> 00:23:49,090
+of 46 متر from its base and shining a flash light
+
+266
+00:23:49,090 --> 00:23:53,390
+beam towards the top طبعا في عندي شخص بده يقيس
+
+267
+00:23:53,390 --> 00:23:59,690
+ارتفاع مبنى هو طبعا ماشي طبعا مسافة 46 متر من
+
+268
+00:23:59,690 --> 00:24:05,320
+قاعدة المبنىو أضاء فلاش ضوء فلاش أو إشعاع فلاش
+
+269
+00:24:05,320 --> 00:24:09,620
+نحيط الأعلى المبنى when the beam is elevate هذه
+
+270
+00:24:09,620 --> 00:24:14,540
+طبعا الأشعة صعدت أو وصلت أو يعني وصلت لأعلى المبنى
+
+271
+00:24:14,540 --> 00:24:17,840
+كانت الزاوية تسعة و تلاتين درجة بالنسبالها ال
+
+272
+00:24:17,840 --> 00:24:21,640
+horizontal the beam just struck the top of the
+
+273
+00:24:21,640 --> 00:24:25,740
+building if the flash light is held at height طبعا
+
+274
+00:24:25,740 --> 00:24:30,300
+احنا زي ما احنا شايفين بالشكل هي في عند man أو رجل
+
+275
+00:24:30,590 --> 00:24:34,210
+الرجل كان طوله اتنين بالنسبة لأ الأرضية المبنى
+
+276
+00:24:34,210 --> 00:24:39,690
+الرجل علشان يوصل لأعلى المبنى أضاء طبعا light أو
+
+277
+00:24:39,690 --> 00:24:44,550
+ضوء flash الضوء هذا هيمشي لأعلى المبنى لما كانت
+
+278
+00:24:44,550 --> 00:24:47,850
+الزاوية تسعة وتلاتين درجة بالنسبة لمين لأ ال
+
+279
+00:24:47,850 --> 00:24:51,330
+horizontal أو الأفقي المسافة كانت .. المسافة
+
+280
+00:24:51,330 --> 00:24:56,210
+الأفقية من الرجل للمبنى كانت ستة أو أربعين مترطبعا
+
+281
+00:24:56,210 --> 00:24:58,730
+المطلوب في هذا السؤال find the height of the
+
+282
+00:24:58,730 --> 00:25:02,510
+building بدي ارتفاع المبنى علشان اجيب ارتفاع
+
+283
+00:25:02,510 --> 00:25:06,730
+المبنى طبعا انا عندي علاقة انه تاني الزاوية بدها
+
+284
+00:25:06,730 --> 00:25:12,110
+تساوي مقابل على مجاور طبعا هستخدم فيثا غورث طبعا
+
+285
+00:25:12,110 --> 00:25:16,900
+عندي انا هنا كأنها مثلث قائم الزاويةعندي فيه ثغارت
+
+286
+00:25:16,900 --> 00:25:20,540
+المقابل على المجاور بساوي تان الزاوية الزاوية
+
+287
+00:25:20,540 --> 00:25:26,360
+موجودة والمجاور موجود ممكن احصل على مقابل المجاور
+
+288
+00:25:26,360 --> 00:25:26,920
+ممكن احصل على مقابل المجاور ممكن احصل على مقابل
+
+289
+00:25:26,920 --> 00:25:27,240
+المجاور ممكن احصل على مقابل المجاور ممكن احصل على
+
+290
+00:25:27,240 --> 00:25:27,380
+مقابل المجاور ممكن احصل على مقابل المجاور ممكن
+
+291
+00:25:27,380 --> 00:25:27,560
+احصل على مقابل المجاور ممكن احصل على مقابل المجاور
+
+292
+00:25:27,560 --> 00:25:28,060
+ممكن احصل على مقابل المجاور ممكن احصل على مقابل
+
+293
+00:25:28,060 --> 00:25:30,820
+المجاور ممكن احصل على مقابل المجاور ممكن احصل على
+
+294
+00:25:30,820 --> 00:25:36,940
+مقابل المجاور ممكن احصل على مقابل
+
+295
+00:25:41,210 --> 00:25:47,370
+37.3 متر هذا هو ارتفاع المبنى الآن لإيجاد طول
+
+296
+00:25:47,370 --> 00:25:51,510
+الشعاع calculate the length of the light بدي انا
+
+297
+00:25:51,510 --> 00:25:55,570
+طول الشعاع معناته بدي اوجد ال water برضه كفي ثغات
+
+298
+00:25:55,570 --> 00:25:59,750
+ال water بيساوي جزر التربيع إلى X تربيع زائد Y
+
+299
+00:25:59,750 --> 00:26:06,030
+تربيع تطلع عندى 59.8 متر هذا هو طول المبنى
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..4d150af04fc28d7a72e4b30b722034da6069fbd8
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_raw.json
@@ -0,0 +1 @@
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"instructions on label at point in space بعض التعليمات حول النقطة المطلوبة بالنسبة لنقطة الأصل بالنسبة لنقطة الأصل", "tokens": [13911, 1757, 626, 322, 7645, 412, 935, 294, 1901, 45030, 11242, 16712, 3615, 20292, 2304, 9307, 11331, 12610, 28239, 47432, 3660, 9673, 9566, 1211, 37746, 3660, 20666, 1863, 35457, 3660, 5296, 1863, 47432, 3660, 16247, 36520, 20666, 1863, 35457, 3660, 5296, 1863, 47432, 3660, 16247, 36520], "avg_logprob": -0.08701795371288949, "compression_ratio": 1.4915254237288136, "no_speech_prob": 5.960464477539063e-08, "words": [{"start": 907.06, "end": 908.02, "word": "instructions", "probability": 0.7212727864583334}, {"start": 908.02, "end": 908.26, "word": " on", "probability": 0.95849609375}, {"start": 908.26, "end": 908.68, "word": " label", "probability": 0.92041015625}, {"start": 908.68, "end": 909.26, "word": " at", "probability": 0.95068359375}, {"start": 909.26, "end": 909.64, "word": " point", "probability": 0.93701171875}, {"start": 909.64, "end": 909.86, 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plane polar coordinate المحاور", "tokens": [1211, 2407, 25961, 43242, 7578, 8717, 47432, 3660, 363, 11933, 24401, 5718, 104, 1829, 9307, 11296, 16490, 2304, 3794, 3660, 34051, 6055, 1211, 9307, 3660, 9122, 2304, 7649, 2171, 309, 311, 544, 10851, 281, 22370, 257, 935, 294, 1901, 538, 23032, 3555, 3615, 995, 5720, 12367, 15670, 3714, 43020, 9122, 2304, 7649, 41850, 5551, 24401, 3215, 8717, 47432, 3660, 18871, 23032, 16572, 4587, 9673, 5016, 995, 13063, 13672, 7578, 39896, 5720, 12367, 15670, 9673, 5016, 995, 13063], "avg_logprob": -0.1082732400450951, "compression_ratio": 1.4926108374384237, "no_speech_prob": 3.5762786865234375e-07, "words": [{"start": 965.64, "end": 966.14, "word": "لو", "probability": 0.987548828125}, {"start": 966.14, "end": 966.28, "word": " كان", "probability": 0.98974609375}, {"start": 966.28, "end": 966.56, "word": " عندى", "probability": 0.8525390625}, {"start": 966.56, "end": 967.08, "word": " نقطة", "probability": 0.9720052083333334}, {"start": 967.08, "end": 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"word": " a", "probability": 0.92431640625}, {"start": 975.62, "end": 975.92, "word": " point", "probability": 0.98583984375}, {"start": 975.92, "end": 976.16, "word": " in", "probability": 0.962890625}, {"start": 976.16, "end": 976.54, "word": " space", "probability": 0.95068359375}, {"start": 976.54, "end": 976.76, "word": " by", "probability": 0.83935546875}, {"start": 976.76, "end": 977.5, "word": " طبعا", "probability": 0.922607421875}, {"start": 977.5, "end": 977.76, "word": " plane", "probability": 0.417724609375}, {"start": 977.76, "end": 978.08, "word": " polar", "probability": 0.87255859375}, {"start": 978.08, "end": 978.84, "word": " coordinate", "probability": 0.7470703125}, {"start": 978.84, "end": 979.82, "word": " ممكن", "probability": 0.982421875}, {"start": 979.82, "end": 980.24, "word": " كمان", "probability": 0.9850260416666666}, {"start": 980.24, "end": 980.5, "word": " أنا", "probability": 0.70703125}, {"start": 980.5, "end": 981.06, "word": " أحدد", "probability": 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..1b3cf8ace341cd3a8626323f34660386a10f8273
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/aQmtz-M8ImM_raw.srt
@@ -0,0 +1,1196 @@
+1
+00:00:00,000 --> 00:00:05,160
+بسم الله الرحمن الرحيم سنبدأ بشرح مساق فيزياء عامة
+
+2
+00:00:05,160 --> 00:00:11,520
+لطلبة العلوم الصحية من كتاب college physics للمؤلف
+
+3
+00:00:11,520 --> 00:00:18,680
+Sir Wei هنبدأ بالفصل الأول اللي هي المحاضرات لطلبة
+
+4
+00:00:18,680 --> 00:00:25,650
+العلوم الصحيةالهدف من هذا المساق هو عبارة عن هدف
+
+5
+00:00:25,650 --> 00:00:32,310
+ذو شقين تزويد الطالب بعرض واضح ومنطقي لأساليب
+
+6
+00:00:32,310 --> 00:00:38,450
+الفيزياء تعزيز وتقويت فهم الطلبة لمجموعة واسعة من
+
+7
+00:00:38,450 --> 00:00:42,990
+الأمور والاهتمامات والتطبيقات في الحياة ولتحقيق
+
+8
+00:00:42,990 --> 00:00:50,890
+هذه الأهداف سنعمل على تحفيز الطالبمن خلال يعني
+
+9
+00:00:50,890 --> 00:00:57,230
+أمثلة عملية تظهر دور الفيزياء في التخصصات الأخرى
+
+10
+00:00:57,230 --> 00:01:04,390
+سنبدأ ان شاء الله بشطر الأول شطر الأول هو عبارة عن
+
+11
+00:01:04,390 --> 00:01:09,430
+ال units اللي هي الوحدات tri-geometry اللي هي
+
+12
+00:01:09,430 --> 00:01:14,450
+الحساب المثلثات and vectors اللي هو المتجهات
+
+13
+00:01:15,230 --> 00:01:21,250
+section 11 standards of length, mass and time
+
+14
+00:01:21,250 --> 00:01:28,130
+المعايير الأساسية أو المقاييس الأساسية للطول
+
+15
+00:01:28,130 --> 00:01:34,290
+والكتلة والزمنلحساب طبعا او لقياس كأي كمية
+
+16
+00:01:34,290 --> 00:01:40,930
+فيزيائية بحتاج أنا إلى وحدة لكي أفرق بين أي رقم
+
+17
+00:01:40,930 --> 00:01:48,750
+رياضي أو رقم فيزيائي فالوحدة هي اللتي تميز هذا
+
+18
+00:01:48,750 --> 00:01:56,720
+الرقم على أنه كمية فيزيائيةفي عام 1960 وافقت
+
+19
+00:01:56,720 --> 00:02:02,140
+اللجنة الدولية على اعتماد نظام معياري للوحدات وهذا
+
+20
+00:02:02,140 --> 00:02:06,820
+النظام المعياري بنسمي SI أو system international
+
+21
+00:02:06,820 --> 00:02:12,220
+هو عبارة عن النظام الدولي النظام الدولي طبعا
+
+22
+00:02:12,220 --> 00:02:17,300
+الكميات الأساسية في هذا النظام ووحدات اللي هي
+
+23
+00:02:17,300 --> 00:02:23,130
+الطول و الكتلة و الزمنالمتر والكيلو جرام والثانية
+
+24
+00:02:23,130 --> 00:02:30,090
+على التوالي يعني النظام الدولي رمزه SI معناها ال
+
+25
+00:02:30,090 --> 00:02:34,590
+system international ال system international وحدته
+
+26
+00:02:34,590 --> 00:02:41,010
+طبعا وحدة يقيس بالكيلو جرام متر ثانية يعني الطول
+
+27
+00:02:41,010 --> 00:02:44,890
+يقاس بالمتر و الكتلة اللي هي ال mass تقاس بالكيلو
+
+28
+00:02:44,890 --> 00:02:49,350
+جرام و ال time اللي هو الزمن يقاس بالثانية
+
+29
+00:02:53,590 --> 00:02:58,250
+بالنسبة للطول .. بالنسبة للطول طبعا هو عبارة عن ال
+
+30
+00:02:58,250 --> 00:03:07,970
+length في عام 1977 .. 1900 أو 1799 أصبح ال meter
+
+31
+00:03:07,970 --> 00:03:13,650
+هو عبارة عن المقياس المعياري أو القانونيلطول في
+
+32
+00:03:13,650 --> 00:03:22,290
+فرنسا في عام 1983 تم تعريف المتر بإن المسافة التي
+
+33
+00:03:22,290 --> 00:03:28,370
+يقطعها الأضوء في الفراغ في فترة زمنية تساوي 1 على
+
+34
+00:03:28,370 --> 00:03:33,710
+2.99792458
+
+35
+00:03:33,710 --> 00:03:39,740
+أو 1 على 2.9108The meter was defined يعني المتر
+
+36
+00:03:39,740 --> 00:03:43,880
+يعرف به المسافة التي the distance travelled by
+
+37
+00:03:43,880 --> 00:03:47,760
+light المسافة التي يقطعها الضوء في الفراغ vacuum
+
+38
+00:03:47,760 --> 00:03:53,320
+فراغ خلال during time interval خلال الفترة 1 على 2
+
+39
+00:03:53,320 --> 00:03:59,300
+.9 في 10 رقص تمانية ثانية This latest definition
+
+40
+00:03:59,300 --> 00:04:02,720
+established the speed of a light طبعا هذا التعريف
+
+41
+00:04:02,720 --> 00:04:10,720
+الخاص بالمتريوصلنا ل .. اللي هي سرعة الضوء و من
+
+42
+00:04:10,720 --> 00:04:14,800
+خلاله يتم اعتماد سرعة الضوء و هي عبارة عن 2
+
+43
+00:04:14,800 --> 00:04:19,840
+.99792458
+
+44
+00:04:19,840 --> 00:04:24,800
+في عشر عقوس تمانية او 2.99792458
+
+45
+00:04:24,800 --> 00:04:29,700
+او ممكن نقربها الى 3 في عشر عقوس تمانية متر per
+
+46
+00:04:29,700 --> 00:04:30,320
+second
+
+47
+00:04:36,010 --> 00:04:42,490
+بالنسبة للكتلة اللي هي ال mass تعريفها الكتلة ال
+
+48
+00:04:42,490 --> 00:04:46,390
+system international الاصئعي unit of mass اللي هو
+
+49
+00:04:46,390 --> 00:04:51,310
+الكتلة في ان وحدة الكتلة في النظام الدولي هي عبارة
+
+50
+00:04:51,310 --> 00:04:56,110
+عن ال kilogram و تعريفها is defined as تعرف as the
+
+51
+00:04:56,110 --> 00:05:00,550
+mass of a specific platinum iridium alloy cylinder
+
+52
+00:05:00,550 --> 00:05:03,730
+kept at the international period of weights and
+
+53
+00:05:03,730 --> 00:05:09,130
+measures at Sievers Franceيعني معناها تعريف اللي
+
+54
+00:05:09,130 --> 00:05:13,690
+هي الكتلة في النظام الدولي عبارة عن كتلة سبيكة
+
+55
+00:05:13,690 --> 00:05:19,230
+أسطوانيةمن ال platinum iridium محفوظة في طبعا
+
+56
+00:05:19,230 --> 00:05:24,010
+المركز أو المكتب الدولي الأوزان في فرنسا والشكل
+
+57
+00:05:24,010 --> 00:05:29,310
+واحد واحد طبعا يوضح هذه السبيكة اللي هي عبارة عن
+
+58
+00:05:29,310 --> 00:05:35,850
+استوانة مصنوعة من platinum iridium ومحفوظة في مركز
+
+59
+00:05:35,850 --> 00:05:41,070
+أو المكتب الدولي في فرنسا بالنسبة للزمن اللي هي ال
+
+60
+00:05:41,070 --> 00:05:46,990
+timeالزمن the basic unit of time طبعا الزمن هو ال
+
+61
+00:05:46,990 --> 00:05:51,130
+.. ال .. يعني الوحدة الأساسية للزمن هي الثانية و
+
+62
+00:05:51,130 --> 00:05:56,650
+the .. is defined as تعريفها as تسعة واحد تسعة
+
+63
+00:05:56,650 --> 00:06:00,490
+اتنين ستة تلاتة واحد سبعة zero zero times هي عبارة
+
+64
+00:06:00,490 --> 00:06:05,410
+عن طبعا عدد معين عدد المرات أو عدد الدورات التي
+
+65
+00:06:05,410 --> 00:06:11,770
+تحتزها ذرة .. ذرهات ال cesiumأو عدد اللي هي
+
+66
+00:06:11,770 --> 00:06:17,750
+الدبدبات اللتي تهتزها أو تشيعها ضرر مصنوعة من ال
+
+67
+00:06:17,750 --> 00:06:25,780
+cesiumبالنسبة ل section 1.14 طبعا هذا ملغي section
+
+68
+00:06:25,780 --> 00:06:31,880
+121314 برضه ملغي بالنسبة لطلبة العلوم الصحية
+
+69
+00:06:31,880 --> 00:06:37,720
+section 15 unit conversion for physical quantity
+
+70
+00:06:37,720 --> 00:06:42,800
+اللي هو عبارة عن تحويل الوحدات لكميات الفيزيائية
+
+71
+00:06:43,380 --> 00:06:48,700
+conversion factors between SI and US بدي أحول أنا
+
+72
+00:06:48,700 --> 00:06:52,500
+بعض المعاملات بين اللي هي النظام الدولي اللي هي SI
+
+73
+00:06:52,500 --> 00:06:56,020
+system international و بين اللي هي ال united
+
+74
+00:06:56,020 --> 00:07:02,380
+states النظام الأمريكي لبعض الوحدات زي مثلا لما
+
+75
+00:07:02,380 --> 00:07:06,640
+أجي أحكي واحد ميل الواحد ميل بدي يساوي ألف و سبعة
+
+76
+00:07:06,640 --> 00:07:11,790
+أو ستمية أو تسعة متر و يساوي واحد point ستةكيلو
+
+77
+00:07:11,790 --> 00:07:15,930
+متر تقريبا الواحد متر بدى يساوي تسعة و تلاتين
+
+78
+00:07:15,930 --> 00:07:19,430
+point تلاتة سبعة inch و بدها تساوي تلاتة point
+
+79
+00:07:19,430 --> 00:07:24,230
+اتنين تمانية واحد feet او قدم الواحد feet او واحد
+
+80
+00:07:24,230 --> 00:07:28,770
+foot بتساوي القدم بتساوي point تلاتة متر يعني
+
+81
+00:07:28,770 --> 00:07:33,610
+تلاتين point اربعة تمانية مترالواحد inch بدها
+
+82
+00:07:33,610 --> 00:07:38,030
+تساوي اتنين و نص سانتي أو خمسة و عشرين من الف من
+
+83
+00:07:38,030 --> 00:07:41,270
+المتر الواحد inch بيساوي خمسة و عشرين من الف من
+
+84
+00:07:41,270 --> 00:07:45,970
+المتر ممكن احكي انه التلاتين سانتي بدها تساوي قدم
+
+85
+00:07:45,970 --> 00:07:53,070
+و ال inch اللي هي بيساوي اتنين و نص سانتي we can
+
+86
+00:07:53,070 --> 00:07:56,090
+take fraction with the conversion that will cancel
+
+87
+00:07:56,090 --> 00:07:59,920
+the units we don't wantand multiply that fraction
+
+88
+00:07:59,920 --> 00:08:04,000
+by the quantity in questions for example يعني
+
+89
+00:08:04,000 --> 00:08:11,400
+بالنسبة لبعض تحويل بعض الوحدات يعني
+
+90
+00:08:11,400 --> 00:08:17,040
+كمثال طبعا الحل الهدف من تحويل الوحدات باستخدام
+
+91
+00:08:17,040 --> 00:08:23,490
+عدة عوامل تحويل المتر مثلاالى meal او ال .. يعني
+
+92
+00:08:23,490 --> 00:08:27,990
+لو انا حكيت مثال انه خمسة عشر انش مطلوب مني احولهم
+
+93
+00:08:27,990 --> 00:08:35,600
+لصنتىفبعرف أنا بعرف أن ال 1 inch بدي ساوي 2.54 cm
+
+94
+00:08:35,600 --> 00:08:42,440
+إذا ال 15 ممكن أضربها في 2.54 أو لتخلص من الوحدات
+
+95
+00:08:42,440 --> 00:08:46,660
+بنحكي ال 15 inch راح أضربها أنا ب fraction في كسر
+
+96
+00:08:46,660 --> 00:08:49,840
+زي ما حكالي هو fraction by the quantity in the
+
+97
+00:08:49,840 --> 00:08:57,910
+cushions الآن 2.54 cm ال 1 inch بتساوي 2.45فضربت
+
+98
+00:08:57,910 --> 00:09:04,630
+في 2.54 cm على 1 inch ال inch الوحدة دي راحت معاها
+
+99
+00:09:04,630 --> 00:09:15,050
+دل عندي 38.1 cm مثال
+
+100
+00:09:15,050 --> 00:09:18,990
+آخر example 1.4 convert units using several
+
+101
+00:09:18,990 --> 00:09:25,150
+conversion factorsبدأ أستخدم الوحدات أيضا لعدد
+
+102
+00:09:25,150 --> 00:09:29,710
+أنواع أو عوامل التحولات convert ال meter to mile
+
+103
+00:09:29,710 --> 00:09:34,230
+بدأ أحول ال meter إلى mile لو كان عندي أنا عشرين
+
+104
+00:09:34,230 --> 00:09:38,110
+meter في الثانية و بدأ أحولها إلى mile في الثانية
+
+105
+00:09:38,110 --> 00:09:42,050
+طبعا ال 28 mile في الثانية بروح لل bus ال bus هو
+
+106
+00:09:42,050 --> 00:09:45,890
+عبارة عن meter بدأ أحوله إلى mileلما أحول من متر
+
+107
+00:09:45,890 --> 00:09:54,350
+لميل بأقسم على 1609 متر بأقسم أو بأضرب بواحد على
+
+108
+00:09:54,350 --> 00:09:59,710
+1609 يعني الواحد ميل بيساوي 1609 متر علشان أضيع
+
+109
+00:09:59,710 --> 00:10:03,150
+الوحدات اللي هي المتر مع المتر بيطلع عندي 28 على
+
+110
+00:10:03,150 --> 00:10:11,290
+1609 متر بيطلع عندي 1.74 فعشرة أص ناقص 2 ميل لكل
+
+111
+00:10:11,290 --> 00:10:15,730
+ثانيةالان لو انا بدأ احول الثانية الى ساعة يعني
+
+112
+00:10:15,730 --> 00:10:21,470
+انا المطلوب منى 28 متر في الثانية بحولها الى ميل
+
+113
+00:10:21,470 --> 00:10:26,050
+فى الساعة فى البداية طبعا ال bus ال متر حولته الى
+
+114
+00:10:26,050 --> 00:10:31,290
+ميل بقسم لقسمة على 1609 بعد هيك الجواب هي الجواب
+
+115
+00:10:31,290 --> 00:10:38,310
+طلع عندى 1.74 فى 10 عقل سالب 2ميل في الثانية بدي
+
+116
+00:10:38,310 --> 00:10:41,930
+أحول الآن الثانية إلى ساعة طبعا ال meal ال bus مش
+
+117
+00:10:41,930 --> 00:10:46,330
+هلعب معاه أظل زي ما هو الثانية بدي أحولها إلى ساعة
+
+118
+00:10:46,330 --> 00:10:53,590
+فبقسم الثانية على ستين على ستين يعني هقسم على واحد
+
+119
+00:10:53,590 --> 00:10:58,990
+على تلات تلاف قصت مية أو بدي أعمل أن هذا الرقم
+
+120
+00:10:58,990 --> 00:11:01,910
+اللي هو واحد point سبعة أربع في عشر عصر نقص اتنين
+
+121
+00:11:01,910 --> 00:11:07,930
+meal لكل ثانية راح أضربه بستيناللي هي ب 60 في 60
+
+122
+00:11:07,930 --> 00:11:13,470
+اللي هي ثانية على دقيقة ثانية على دقيقة والدقيقة
+
+123
+00:11:13,470 --> 00:11:18,930
+بتحولها إلى ساعة بيصير عندي انا 62.6 ممكن طريقة
+
+124
+00:11:18,930 --> 00:11:29,310
+اخرى طريقة مباشرة 28 اقسمها على1609 وكمان الثانية
+
+125
+00:11:29,310 --> 00:11:34,590
+أقسمها على 60 وعلى 60 يعني أقسم على 3600 بطلع
+
+126
+00:11:34,590 --> 00:11:41,650
+معايا نفس الجواب يعني حولت اللي هو ال 1.74 في 10
+
+127
+00:11:41,650 --> 00:11:48,050
+أس سالب 2 ميل في الثانية إلى 1.74 في 10 أس ناقص 2
+
+128
+00:11:48,050 --> 00:11:56,320
+ميل في الساعة بطلع الجواب 62.6 ميل في الساعةمثال
+
+129
+00:11:56,320 --> 00:12:03,360
+example 1.5 مثال 1.5 برضه بدنا نحو .. نحول قيمة
+
+130
+00:12:03,360 --> 00:12:08,900
+معينة أو قيمة فيزيائية معينة إلها طبعا واحدة أو
+
+131
+00:12:08,900 --> 00:12:16,030
+عامل مضروب يعني تربيعي زي مثال لو كان عندي أنا22
+
+132
+00:12:16,030 --> 00:12:21,310
+متر في الثانية تربيع 22 متر في الثانية تربيع بدي
+
+133
+00:12:21,310 --> 00:12:27,330
+أحولها إلى كيلو في الدقيقة تربيع طبعا حد في البسط
+
+134
+00:12:27,330 --> 00:12:33,530
+22 متر المتر راح أحوله من متر إلى كيلو راح أقسم
+
+135
+00:12:33,530 --> 00:12:37,890
+طبعا لإن الواحد كيلو بساوي ألف متر أو واحد فعشرة
+
+136
+00:12:37,890 --> 00:12:45,020
+أس تلاتة متر قسمت 22 على ألف أو 22 على1×10 أُس 3
+
+137
+00:12:45,020 --> 00:12:47,980
+متر لإن المتر راحت مع المتر وضل عندي هنا وحدة
+
+138
+00:12:47,980 --> 00:12:51,800
+الكلو على second تربية طبعا ال second تربية عشان
+
+139
+00:12:51,800 --> 00:12:56,740
+أحولها إلى minute راح أقسمها على 60 لكل تربية معنى
+
+140
+00:12:56,740 --> 00:13:01,880
+الكلام قسم تقسيم التقسيم بيطلع ايش يعني ضرب في
+
+141
+00:13:01,880 --> 00:13:05,700
+البصد يعني هحكي انا ال second تربية اللي هي 1 على
+
+142
+00:13:05,700 --> 00:13:14,750
+60 تربية تطلع ل60 على تربية minuteيعني الجوا 79.2
+
+143
+00:13:14,750 --> 00:13:22,750
+كيلومتر على minute تربية بالنسبة لsection 1.6 هذا
+
+144
+00:13:22,750 --> 00:13:29,770
+ملغي نجي ل 1.7 بعنوان coordinate system اللي هي
+
+145
+00:13:29,770 --> 00:13:36,090
+أنظمة المحاورa point on a line can be located with
+
+146
+00:13:36,090 --> 00:13:40,850
+one coordinate لو أنا عندي أنا نقطة موجودة في مكان
+
+147
+00:13:40,850 --> 00:13:45,910
+معين بأحكي هذه النقطة إلها محور واحد لو كانت عندي
+
+148
+00:13:45,910 --> 00:13:50,030
+النقطة موجودة على a plane أو a plane يعني عبارة عن
+
+149
+00:13:50,030 --> 00:13:54,130
+مستوى والمستوى هو عبارة عن محورين a point in a
+
+150
+00:13:54,130 --> 00:13:57,810
+plane with two coordinates and ممكن and a point in
+
+151
+00:13:57,810 --> 00:14:01,610
+space with three يعنيممكن أي نقطة تكون موجودة على
+
+152
+00:14:01,610 --> 00:14:05,950
+محور واحد أو تكون موجودة في مستوى على محورين أو
+
+153
+00:14:05,950 --> 00:14:11,830
+موجودة في space فراغ عبارة عن تلت محاور ال
+
+154
+00:14:11,830 --> 00:14:15,590
+coordinate system used to specify locations in
+
+155
+00:14:15,590 --> 00:14:20,530
+space consists of the following الآن أي في نظام
+
+156
+00:14:20,530 --> 00:14:29,160
+المحاورنظام المحاور بيستخدم موقع معين في الفراغ
+
+157
+00:14:29,160 --> 00:14:35,160
+بتكون من القاتل هذه التكوينة عبارة عن fixed
+
+158
+00:14:35,160 --> 00:14:38,640
+reference point في عندي أنا نقطة ثابتة اسمها O أو
+
+159
+00:14:38,640 --> 00:14:42,610
+بسميها نقطة الأصل originفي عندي انا نقطة ثابتة
+
+160
+00:14:42,610 --> 00:14:47,590
+لنقطة الأصل في عندي set of specific axis axis في
+
+161
+00:14:47,590 --> 00:14:52,570
+عندي مجموعة من المحاور الأساسية أو الاتجاهات with
+
+162
+00:14:52,570 --> 00:14:58,110
+an appropriate scale and label on the axis هذه
+
+163
+00:14:58,110 --> 00:15:04,850
+المحاور لها تدرج معين وترويسة لكل محور أو اسم يوضع
+
+164
+00:15:04,850 --> 00:15:09,860
+على المحور نفسهinstructions on label at point in
+
+165
+00:15:09,860 --> 00:15:15,460
+space بعض التعليمات حول النقطة المطلوبة بالنسبة
+
+166
+00:15:15,460 --> 00:15:21,160
+لنقطة الأصل بالنسبة لنقطة الأصلone convent and
+
+167
+00:15:21,160 --> 00:15:23,960
+commonly used coordinate system is the Cartesian
+
+168
+00:15:23,960 --> 00:15:28,820
+coordinate system في استخدام شائع ومناسب لنظام
+
+169
+00:15:28,820 --> 00:15:32,740
+المحاور بسميه نظام المحاور الكارتيزية أو
+
+170
+00:15:32,740 --> 00:15:36,300
+الديكارتيية بسموها Cartesian coordinate ديكارتيية
+
+171
+00:15:36,300 --> 00:15:39,520
+أو كارتيزيةSometimes called rectangular
+
+172
+00:15:39,520 --> 00:15:44,960
+coordinates أحيانا بنسمي نظام إحداثيات مستطيلة
+
+173
+00:15:44,960 --> 00:15:49,800
+Such a system in two dimensions is illustrated in
+
+174
+00:15:49,800 --> 00:15:56,700
+figures 1.5 هذا النظام اللي له بعدين موضح بالشكل 1
+
+175
+00:15:56,700 --> 00:16:02,740
+.5 اللي هو عبارة عن نقطة النقطة هذه ممثلة
+
+176
+00:16:02,740 --> 00:16:09,140
+بالإحداثيات XYلو كان عندى نقطة B إحداثياتها خمسة
+
+177
+00:16:09,140 --> 00:16:14,880
+أو تلاتة كمان sometimes it's more convenient to
+
+178
+00:16:14,880 --> 00:16:18,080
+locate a point in space by طبعا plane polar
+
+179
+00:16:18,080 --> 00:16:23,840
+coordinate ممكن كمان أنا أحدد نقطة عن طريق المحاور
+
+180
+00:16:23,840 --> 00:16:28,550
+اللى هي plane polar coordinate المحاوراللي هي
+
+181
+00:16:28,550 --> 00:16:34,250
+المستوى القطبي اللي هي عبارة عن R ومثلة بالـR و
+
+182
+00:16:34,250 --> 00:16:38,630
+بالثيتا الـR والثيتا عبارة عن reference أو مرجعية
+
+183
+00:16:38,630 --> 00:16:42,870
+على أساس أنه a point is specified by distance R
+
+184
+00:16:42,870 --> 00:16:49,870
+أنا ممكن أحدد النقطة بالمسافة R يعني النقطة المراد
+
+185
+00:16:49,870 --> 00:16:54,720
+تحديدها بتكون على بعد R من نقطة الأصلwe are ممكن
+
+186
+00:16:54,720 --> 00:16:59,520
+تمثل ب X و Y كأنها في مستوى إضافة إلى أنه تحدد
+
+187
+00:16:59,520 --> 00:17:05,060
+أيضًا بالزاوية theta و هذه الزاوية عبارة عن الخط
+
+188
+00:17:05,060 --> 00:17:13,080
+المرسوم من نقطة الأصل إلى الخط المرسوم من محور X
+
+189
+00:17:13,080 --> 00:17:20,090
+الموجب إلى هذه الزاويةيعني الشكل هذا 1.5 بيمثل
+
+190
+00:17:20,090 --> 00:17:24,610
+لنقطة P إحداثياتها خمسة أو تلاتة الخمسة عبارة عن X
+
+191
+00:17:24,610 --> 00:17:29,010
+و Y اللي هي ال X خمسة و Y بالساعة و تلاتة النقطة
+
+192
+00:17:29,010 --> 00:17:33,010
+هذه Q إحداثياتها ناقص تلاتة و أربع موجودة في الربع
+
+193
+00:17:33,010 --> 00:17:38,070
+التاني ال X بالسالب و ال Y بي الموجب هنا في الربع
+
+194
+00:17:38,070 --> 00:17:44,250
+الأول X موجب و Y موجب الشكل التاني الشكل التاني
+
+195
+00:17:44,250 --> 00:17:49,760
+اللي هو 1.6 بيوضح ليالنقطة ممثلة بـPlan Polar
+
+196
+00:17:49,760 --> 00:17:54,800
+Coordinate اللي هي R وTheta الـR هي عبارة عن الخط
+
+197
+00:17:54,800 --> 00:17:58,220
+الواصل بين نقطة الأصل و النقطة والـR ممثلة
+
+198
+00:17:58,220 --> 00:18:01,280
+بالمحورين
+
+199
+00:18:01,280 --> 00:18:08,260
+X وY وTheta هذه عبارة عن الزاوية المحصورة بين
+
+200
+00:18:08,260 --> 00:18:12,180
+اتجاه X الموجة و اللي هي النقطة أو المتجاه R
+
+201
+00:18:18,270 --> 00:18:23,690
+Trie Geometric Review الآن بالنسبة لها يعني نتذكر
+
+202
+00:18:23,690 --> 00:18:28,690
+بعض حساب المثلثات consider the right triangle لو
+
+203
+00:18:28,690 --> 00:18:33,790
+أنا فرضت في عندي أنا مثلث المثلث هذا قائم الزاوية
+
+204
+00:18:33,790 --> 00:18:38,350
+المثلث قائم الزاوية بالشكل هذا هذا طبعا الزاوية
+
+205
+00:18:38,350 --> 00:18:42,590
+حادة فهذا الاتجاه R لو نزلت أنا عمود اللي هو اتجاه
+
+206
+00:18:42,590 --> 00:18:45,490
+Y صار عندي أنا مثلث قائم الزاوية هي القائمة فهذا
+
+207
+00:18:45,490 --> 00:18:51,900
+الشكللو كان عندي أنهيب الزاوية sin θ اللي هي مقابل
+
+208
+00:18:51,900 --> 00:18:57,440
+على وطر Y على R cos θ عبارة عن X على R تاني
+
+209
+00:18:57,440 --> 00:19:02,580
+الزاوية عبارة عن مقابل على مجاور هذه حساب مثلثات
+
+210
+00:19:02,580 --> 00:19:08,120
+أخدناها سابقاً the basic trigeometric function
+
+211
+00:19:08,120 --> 00:19:14,580
+defined as such triangle as the follow يعنيبرضه
+
+212
+00:19:14,580 --> 00:19:21,000
+نتذكر انه sine الزاوية عبارة عن مقابل على water
+
+213
+00:19:21,000 --> 00:19:25,500
+cosine الزاوية عبارة عن مجاور على water و tan
+
+214
+00:19:25,500 --> 00:19:29,700
+الزاوية عبارة عن مقابل على مجاور كما هو موضح
+
+215
+00:19:29,700 --> 00:19:33,960
+بالشكل أول والثالث another important relationship
+
+216
+00:19:33,960 --> 00:19:39,120
+في برضه طبعا علاقة مهمة و هندرس عليها كتير و
+
+217
+00:19:39,120 --> 00:19:42,860
+هنشتغل عليها كتير اللي هي بيسموها نظرية FIFA golf
+
+218
+00:19:43,260 --> 00:19:47,040
+exist between the length of the side of the right
+
+219
+00:19:47,040 --> 00:19:53,240
+triangle هي تحدد العلاقة بين أطوال أضلاع القائمة
+
+220
+00:19:53,240 --> 00:19:59,960
+اللي هي الوطر تربيع بساوي X تربيع زائد Y تربيع لو
+
+221
+00:19:59,960 --> 00:20:03,860
+أنا فرضت أن عندي sign الزاوية بتساوي point 866
+
+222
+00:20:03,860 --> 00:20:08,620
+معنى الكلام أن الزاوية عشان أجيبها لازم أعمل sign
+
+223
+00:20:08,620 --> 00:20:13,520
+inverse للزاوية تطلع للزاويةSin Inverse هاي بجيبها
+
+224
+00:20:13,520 --> 00:20:20,680
+من خلال .. من خلال القالة Shift Sin تطلع ل60 درجة
+
+225
+00:20:20,680 --> 00:20:25,140
+لو أنا بدأ أجرب مرة تانية أنه أنا أوجد Tan Inverse
+
+226
+00:20:25,140 --> 00:20:32,090
+لل point 4 معنى الكلام هتطلع لزاوية 21.8لازم be
+
+227
+00:20:32,090 --> 00:20:35,430
+sure that your calculator is a set of degree لازم
+
+228
+00:20:35,430 --> 00:20:39,210
+نتأكد أنه القالة الحاسبة موجودة على degree اللي هي
+
+229
+00:20:39,210 --> 00:20:44,270
+درجات وليس رديان وليس بالمخدر الخيار الدائري in
+
+230
+00:20:44,270 --> 00:20:47,050
+addition the inverse tangent function can return
+
+231
+00:20:47,050 --> 00:20:54,190
+only view a value between minus 90 أو زائد 90 so
+
+232
+00:20:54,190 --> 00:20:59,520
+when an angle is in the secondor third quadrant
+
+233
+00:20:59,520 --> 00:21:04,000
+it's necessary to add 120 لو كان انا طلعت لزاوية
+
+234
+00:21:04,000 --> 00:21:09,280
+معينة فى الرُبع التانى او الرُبع التالت فلازم احنا
+
+235
+00:21:09,280 --> 00:21:15,060
+نضيف على الزاوية طبعا مية و تمانين درجة لإنه احنا
+
+236
+00:21:15,060 --> 00:21:20,390
+إنا أرباع الرُبع الأول بيكونالـ X موجبة والـ Y
+
+237
+00:21:20,390 --> 00:21:25,790
+موجبة والزاوية موجبة الربع التاني بيكون X سالبة و
+
+238
+00:21:25,790 --> 00:21:32,570
+X سالبة و Y موجبة الربع التالت X سالبة و Y سالبة
+
+239
+00:21:32,570 --> 00:21:38,580
+طبعا مثالthe Cartesian coordinate of the point in
+
+240
+00:21:38,580 --> 00:21:42,440
+the XY plane لو أنا عندي إحداثيات لنقطة النقطة هي
+
+241
+00:21:42,440 --> 00:21:46,260
+عبارة عن ال X بتساوي minus تلاتة و نص و Y minus
+
+242
+00:21:46,260 --> 00:21:49,600
+اتنين و نص إذا ال X سالبة و ال Y سالبة هتكون في
+
+243
+00:21:49,600 --> 00:21:56,200
+الربع التالت كما هو موضح بالشكل أوجد أوجد find the
+
+244
+00:21:56,200 --> 00:22:00,640
+polar coordinate of this point B بدي أوجد ال polar
+
+245
+00:22:00,640 --> 00:22:06,140
+coordinate بعدين convert اللي هي R أو فيتاto
+
+246
+00:22:06,140 --> 00:22:11,500
+rectangular coordinate علشان أحل هذا السؤالطبعا
+
+247
+00:22:11,500 --> 00:22:14,680
+إحنا عندنا الـ Cartesian coordinate القانون اللي
+
+248
+00:22:14,680 --> 00:22:17,960
+هي الـR أو الـR تربيع بتساوي X تربيع زاد Y تربيع
+
+249
+00:22:17,960 --> 00:22:21,180
+إذا ان الـR بتساوي جزر X تربيع زاد Y تربيع هدعى
+
+250
+00:22:21,180 --> 00:22:25,880
+فيتا غورث جيبنا قيمة الـR اللي قال لإيجاد الزاوية
+
+251
+00:22:25,880 --> 00:22:30,260
+10 فيتا بتساوي Y على X فبحط ال Y بالإشارة تبعتها و
+
+252
+00:22:30,260 --> 00:22:36,620
+ال X بالإشارة تبعتها طلعت عند الزاوية 35.5من وين
+
+253
+00:22:36,620 --> 00:22:41,240
+أجت الزاوية من tan inverse للكلام هذا طلع عندي 35
+
+254
+00:22:41,240 --> 00:22:48,740
+.5 طبعا ال 35.5 رح أضيف إلها 180 علشان هذه الزاوية
+
+255
+00:22:48,740 --> 00:22:53,740
+موجودة في الربع التالت و أنا بقيس الزاوية أو ال
+
+256
+00:22:53,740 --> 00:22:58,800
+reference line المرجعية الخطة بقى كانت بيبدأ دايما
+
+257
+00:22:58,800 --> 00:23:03,060
+من اتجاه X الموجب فبتطلع الزاوية 216 فعلا هي
+
+258
+00:23:03,060 --> 00:23:07,450
+الزاوية في الربع التالتلإيجاد ال .. البولر ..
+
+259
+00:23:07,450 --> 00:23:12,310
+البولر طبعا ال coordinate البولر to cartesian
+
+260
+00:23:12,310 --> 00:23:16,030
+conversion عشان أحول فأنا عندي X بتساوي ال R
+
+261
+00:23:16,030 --> 00:23:20,890
+cosine ال theta و ال Y بتساوي ال R sine ال theta و
+
+262
+00:23:20,890 --> 00:23:28,010
+بالتالي تطلع عندي ال X 3.99 و ال Y بتساوي 3.05
+
+263
+00:23:32,710 --> 00:23:38,710
+مثال آخر problems 1.10 a person measures the
+
+264
+00:23:38,710 --> 00:23:42,070
+height of the building by walking out a distance
+
+265
+00:23:42,070 --> 00:23:49,090
+of 46 متر from its base and shining a flash light
+
+266
+00:23:49,090 --> 00:23:53,390
+beam towards the top طبعا في عندي شخص بده يقيس
+
+267
+00:23:53,390 --> 00:23:59,690
+ارتفاع مبنى هو طبعا ماشي طبعا مسافة 46 متر من
+
+268
+00:23:59,690 --> 00:24:05,320
+قاعدة المبنىو أضاء فلاش ضوء فلاش أو إشعاع فلاش
+
+269
+00:24:05,320 --> 00:24:09,620
+نحيط الأعلى المبنى when the beam is elevate هذه
+
+270
+00:24:09,620 --> 00:24:14,540
+طبعا الأشعة صعدت أو وصلت أو يعني وصلت لأعلى المبنى
+
+271
+00:24:14,540 --> 00:24:17,840
+كانت الزاوية تسعة و تلاتين درجة بالنسبالها ال
+
+272
+00:24:17,840 --> 00:24:21,640
+horizontal the beam just struck the top of the
+
+273
+00:24:21,640 --> 00:24:25,740
+building if the flash light is held at height طبعا
+
+274
+00:24:25,740 --> 00:24:30,300
+احنا زي ما احنا شايفين بالشكل هي في عند man أو رجل
+
+275
+00:24:30,590 --> 00:24:34,210
+الرجل كان طوله اتنين بالنسبة لأ الأرضية المبنى
+
+276
+00:24:34,210 --> 00:24:39,690
+الرجل علشان يوصل لأعلى المبنى أضاء طبعا light أو
+
+277
+00:24:39,690 --> 00:24:44,550
+ضوء flash الضوء هذا هيمشي لأعلى المبنى لما كانت
+
+278
+00:24:44,550 --> 00:24:47,850
+الزاوية تسعة وتلاتين درجة بالنسبة لمين لأ ال
+
+279
+00:24:47,850 --> 00:24:51,330
+horizontal أو الأفقي المسافة كانت .. المسافة
+
+280
+00:24:51,330 --> 00:24:56,210
+الأفقية من الرجل للمبنى كانت ستة أو أربعين مترطبعا
+
+281
+00:24:56,210 --> 00:24:58,730
+المطلوب في هذا السؤال find the height of the
+
+282
+00:24:58,730 --> 00:25:02,510
+building بدي ارتفاع المبنى علشان اجيب ارتفاع
+
+283
+00:25:02,510 --> 00:25:06,730
+المبنى طبعا انا عندي علاقة انه تاني الزاوية بدها
+
+284
+00:25:06,730 --> 00:25:12,110
+تساوي مقابل على مجاور طبعا هستخدم فيثا غورث طبعا
+
+285
+00:25:12,110 --> 00:25:16,900
+عندي انا هنا كأنها مثلث قائم الزاويةعندي فيه ثغارت
+
+286
+00:25:16,900 --> 00:25:20,540
+المقابل على المجاور بساوي تان الزاوية الزاوية
+
+287
+00:25:20,540 --> 00:25:26,360
+موجودة والمجاور موجود ممكن احصل على مقابل المجاور
+
+288
+00:25:26,360 --> 00:25:26,920
+ممكن احصل على مقابل المجاور ممكن احصل على مقابل
+
+289
+00:25:26,920 --> 00:25:27,240
+المجاور ممكن احصل على مقابل المجاور ممكن احصل على
+
+290
+00:25:27,240 --> 00:25:27,380
+مقابل المجاور ممكن احصل على مقابل المجاور ممكن
+
+291
+00:25:27,380 --> 00:25:27,560
+احصل على مقابل المجاور ممكن احصل على مقابل المجاور
+
+292
+00:25:27,560 --> 00:25:28,060
+ممكن احصل على مقابل المجاور ممكن احصل على مقابل
+
+293
+00:25:28,060 --> 00:25:30,820
+المجاور ممكن احصل على مقابل المجاور ممكن احصل على
+
+294
+00:25:30,820 --> 00:25:36,940
+مقابل المجاور ممكن احصل على مقابل
+
+295
+00:25:41,210 --> 00:25:47,370
+37.3 متر هذا هو ارتفاع المبنى الآن لإيجاد طول
+
+296
+00:25:47,370 --> 00:25:51,510
+الشعاع calculate the length of the light بدي انا
+
+297
+00:25:51,510 --> 00:25:55,570
+طول الشعاع معناته بدي اوجد ال water برضه كفي ثغات
+
+298
+00:25:55,570 --> 00:25:59,750
+ال water بيساوي جزر التربيع إلى X تربيع زائد Y
+
+299
+00:25:59,750 --> 00:26:06,030
+تربيع تطلع عندى 59.8 متر هذا هو طول المبنى
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg.srt
new file mode 100644
index 0000000000000000000000000000000000000000..941c79060299f54fa0a4fd7d0bce03203497b9fa
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg.srt
@@ -0,0 +1,608 @@
+1
+00:00:00,000 --> 00:00:06,380
+بالنسبة لـ Section 1.6 مادة ملغية، نيجي لـ 1.7
+
+2
+00:00:06,380 --> 00:00:13,520
+بعنوان Coordinate System، اللي هي أنظمة المحاور
+
+3
+00:00:13,520 --> 00:00:17,820
+Point on a line can be located with one coordinate.
+
+4
+00:00:17,820 --> 00:00:23,380
+لو أنا عندي نقطة موجودة في مكان معين، بأحكي هذه
+
+5
+00:00:23,380 --> 00:00:27,420
+النقطة لها محور واحد. لو كانت عندي النقطة موجودة
+
+6
+00:00:27,420 --> 00:00:31,820
+على a plane، أو a plane يعني عبارة عن مستوى
+
+7
+00:00:31,820 --> 00:00:35,060
+والمستوى هو عبارة عن محورين. A point in a plane
+
+8
+00:00:35,060 --> 00:00:38,920
+with two coordinates, and ممكن a point in space
+
+9
+00:00:38,920 --> 00:00:42,630
+with three. يعني ممكن أي نقطة تكون موجودة على محور
+
+10
+00:00:42,630 --> 00:00:47,190
+واحد، أو تكون موجودة في مستوى على محورين، أو موجودة
+
+11
+00:00:47,190 --> 00:00:52,890
+في space، فراغ عبارة عن ثلاثة محاور.  الـ Coordinate
+
+12
+00:00:52,890 --> 00:00:57,190
+system used to specify locations in space
+
+13
+00:00:57,190 --> 00:01:02,210
+consists of the following. الآن أي نظام المحاور
+
+14
+00:01:02,210 --> 00:01:11,390
+نظام المحاور بيستخدم لموقع معين في الفراغ، بيتكون من
+
+15
+00:01:11,390 --> 00:01:17,150
+التالي. هذه التكوينة عبارة عن Fixed Reference Point
+
+16
+00:01:17,150 --> 00:01:20,170
+في عندي أنا نقطة ثابتة اسمها O، أو بسميها نقطة
+
+17
+00:01:20,170 --> 00:01:25,310
+الأصل (Origin). في عندي أنا نقطة ثابتة، نقطة الأصل، في
+
+18
+00:01:25,310 --> 00:01:29,250
+عندي Set of Specific Axes. في عندي مجموعة من
+
+19
+00:01:29,250 --> 00:01:34,510
+المحاور الأساسية أو الاتجاهات، with an appropriate
+
+20
+00:01:34,510 --> 00:01:41,330
+scale and label on the axes. فهذه المحاور لها تدرج
+
+21
+00:01:41,330 --> 00:01:47,270
+معين وترويس لكل محور، أو اسم يوضع على المحور نفسه.
+
+22
+00:01:47,760 --> 00:01:51,360
+Instructions on label at point in space. بعض
+
+23
+00:01:51,360 --> 00:01:57,420
+التعليمات حول النقطة المطلوبة بالنسبة لنقطة الأصل.
+
+24
+00:01:57,420 --> 00:02:02,780
+بالنسبة لنقطة الأصل. One convenient and commonly used
+
+25
+00:02:02,780 --> 00:02:05,180
+coordinate system is the Cartesian coordinate
+
+26
+00:02:05,180 --> 00:02:11,240
+system. في استخدام شائع ومناسب لنظام المحاور، بسميه
+
+27
+00:02:11,240 --> 00:02:15,000
+نظام المحاور الكارتيزية أو الديكارتية، بسموه
+
+28
+00:02:15,000 --> 00:02:17,880
+Cartesian coordinate. ديكارتية أو كارتيزية
+
+29
+00:02:18,420 --> 00:02:21,420
+Sometimes called rectangular coordinates. أحيانا
+
+30
+00:02:21,420 --> 00:02:27,480
+بنسميه نظام إحداثيات مستطيلة. Such a system in two
+
+31
+00:02:27,480 --> 00:02:32,960
+dimensions is illustrated in Figure 1.5. هذا
+
+32
+00:02:32,960 --> 00:02:39,500
+النظام اللي له بعدين موضح في الشكل 1.5، اللي هو عبارة
+
+33
+00:02:39,500 --> 00:02:47,220
+عن نقطة. النقطة هذه ممثلة بالإحداثيات XY. لو كان عندي
+
+34
+00:02:47,220 --> 00:02:53,380
+نقطة B إحداثياتها خمسة أو ثلاثة. كمان Sometimes
+
+35
+00:02:53,380 --> 00:02:57,420
+it's more convenient to locate a point in space by
+
+36
+00:02:57,420 --> 00:03:01,740
+طبعا Plane Polar Coordinate. ممكن كمان أنا أحدد
+
+37
+00:03:01,740 --> 00:03:06,400
+نقطة عن طريق المحاور اللي هي Plane Polar
+
+38
+00:03:06,400 --> 00:03:12,400
+Coordinate. المحاور اللي هي المستوى القطبي اللي هي
+
+39
+00:03:12,400 --> 00:03:17,340
+عبارة عن R ممثلة بالـ R و بالـ θ (ثيتا). الـ R والـ θ (ثيتا)
+
+40
+00:03:17,340 --> 00:03:20,960
+عبارة عن مرجعية، على أساس أنه a point
+
+41
+00:03:20,960 --> 00:03:26,460
+is specified by distance R. أنا ممكن أحدد النقطة
+
+42
+00:03:26,460 --> 00:03:31,680
+بالمسافة R، يعني النقطة المراد تحديدها بتكون على
+
+43
+00:03:31,680 --> 00:03:37,590
+بعد R من نقطة الأصل. We are. ممكن تمثل بـ x و y كأنها
+
+44
+00:03:37,590 --> 00:03:43,010
+في مستوى، بالإضافة إلى أنه تحدد أيضًا بالزاوية θ (ثيتا)، وهذه
+
+45
+00:03:43,010 --> 00:03:49,950
+الزاوية عبارة عن الخط المرسوم من نقطة الأصل إلى
+
+46
+00:03:49,950 --> 00:03:58,970
+النقطة، الخط المرسوم من محور x الموجب إلى هذه النقطة. يعني
+
+47
+00:03:58,970 --> 00:04:03,570
+الشكل هذا (1.5) بيمثل لنقطة P إحداثيتها خمسة أو
+
+48
+00:04:03,570 --> 00:04:08,070
+ثلاثة. الخمسة عبارة عن X، والـ Y اللي هي الـ X خمسة والـ Y
+
+49
+00:04:08,070 --> 00:04:12,450
+ثلاثة. والنقطة هذه Q إحداثيتها ناقص ثلاثة
+
+50
+00:04:12,450 --> 00:04:17,430
+وأربعة، موجودة في الربع الثاني، الـ X بالسالب والـ Y
+
+51
+00:04:17,430 --> 00:04:22,590
+بالموجب. هنا في الربع الأول X موجب و Y موجب. الشكل
+
+52
+00:04:22,590 --> 00:04:28,450
+الثاني، الشكل الثاني اللي هو (1.6) بيوضح لي النقطة
+
+53
+00:04:28,450 --> 00:04:32,890
+ممثلة بـ Plane Polar Coordinate، اللي هي R و θ (ثيتا).
+
+54
+00:04:32,890 --> 00:04:36,990
+الـ R هي عبارة عن الخط الواصل بين نقطة الأصل و
+
+55
+00:04:36,990 --> 00:04:41,950
+النقطة، والـ R ممثلة بالمحورين
+
+56
+00:04:41,950 --> 00:04:48,930
+X و Y. و θ (ثيتا) هذه عبارة عن الزاوية المحصورة بين
+
+57
+00:04:48,930 --> 00:04:52,850
+اتجاه X الموجب واللي هي النقطة أو المتجه R.
+
+58
+00:04:58,940 --> 00:05:04,380
+Trigonometric Review. الآن بالنسبة لـ... يعني نتذكر
+
+59
+00:05:04,380 --> 00:05:09,360
+بعض حساب المثلثات. Consider the right triangle. لو
+
+60
+00:05:09,360 --> 00:05:14,460
+أنا فرضت في عندي مثلث، المثلث هذا قائم الزاوية
+
+61
+00:05:14,460 --> 00:05:19,040
+المثلث قائم الزاوية بالشكل هذا. هذا طبعًا الزاوية
+
+62
+00:05:19,040 --> 00:05:23,260
+حادة. هذا الاتجاه R. لو نزلت أنا عمود اللي هو اتجاه
+
+63
+00:05:23,260 --> 00:05:26,180
+Y، صار عندي أنا مثلث قائم الزاوية، هي القائمة، هذا
+
+64
+00:05:26,180 --> 00:05:31,640
+الشكل. لو كان عندي أنا هي الزاوية، sin θ (ثيتا) اللي هي
+
+65
+00:05:31,640 --> 00:05:38,100
+مقابل على وتر، Y على R. cos θ (ثيتا) عبارة عن X على R. ثاني
+
+66
+00:05:38,100 --> 00:05:43,240
+الزاوية عبارة عن مقابل على مجاور. هذه حساب مثلثات
+
+67
+00:05:43,240 --> 00:05:48,820
+أخدناها سابقًا. The basic trigonometric functions
+
+68
+00:05:48,820 --> 00:05:55,250
+define this triangle as follows. يعني برضه
+
+69
+00:05:55,250 --> 00:06:01,690
+نتذكر إنه sine الزاوية عبارة عن مقابل على وتر.
+
+70
+00:06:01,690 --> 00:06:06,170
+cosine الزاوية عبارة عن مجاور على وتر، و tan
+
+71
+00:06:06,170 --> 00:06:10,390
+الزاوية عبارة عن مقابل على مجاور، كما هو موضح
+
+72
+00:06:10,390 --> 00:06:14,650
+بالشكل. أولاً، وثالثاً. Another important relationship
+
+73
+00:06:14,650 --> 00:06:20,130
+في برضه طبعًا علاقة مهمة، وهندرس عليها كثير، وهشرح
+
+74
+00:06:20,130 --> 00:06:24,320
+عليها كثير، اللي هي بيسموها نظرية فيثاغورس.
+
+75
+00:06:24,320 --> 00:06:27,720
+Between the length of the sides of the right
+
+76
+00:06:27,720 --> 00:06:34,100
+triangle. هي تحدد العلاقة بين أطوال أضلاع المثلث القائم
+
+77
+00:06:34,100 --> 00:06:40,620
+اللي هي الوتر تربيع بيساوي X تربيع زائد Y تربيع. لو
+
+78
+00:06:40,620 --> 00:06:44,560
+أنا فرضت إن عندي sin الزاوية بيساوي 0.866،
+
+79
+00:06:44,560 --> 00:06:49,300
+معنى الكلام إن الزاوية، عشان أجيبها لازم أعمل sin
+
+80
+00:06:49,300 --> 00:06:54,200
+inverse للزاوية، تطلع الزاوية. sin inverse، هاي بجيبها
+
+81
+00:06:54,200 --> 00:07:00,840
+من خلال... من خلال الآلة، Shift Sin، بتطلع 60
+
+82
+00:07:00,840 --> 00:07:05,220
+درجة. لو أنا بدأت أجرب مرة ثانية، إنه أنا أوجد tan
+
+83
+00:07:05,220 --> 00:07:11,040
+inverse للـ 0.4، معنى الكلام هتطلع لزاوية 21.8
+
+84
+00:07:11,610 --> 00:07:15,290
+لازم be sure that your calculator is set to
+
+85
+00:07:15,290 --> 00:07:18,430
+degree. لازم نتأكد إنه الآلة الحاسبة موجودة على
+
+86
+00:07:18,430 --> 00:07:22,770
+degree، اللي هي درجات، وليس راديان، وليس بالمقياس
+
+87
+00:07:22,770 --> 00:07:26,570
+الدائري. In addition, the inverse tangent
+
+88
+00:07:26,570 --> 00:07:30,390
+function can return only one value between
+
+89
+00:07:30,390 --> 00:07:36,850
+−90 و +90. So when an angle is in the
+
+90
+00:07:36,850 --> 00:07:43,260
+second or third quadrant, it's necessary to add 180.
+
+91
+00:07:43,260 --> 00:07:46,960
+لو كان أنا طلعت لزاوية معينة في الربع الثاني أو
+
+92
+00:07:46,960 --> 00:07:52,620
+الربع الثالث، فلازم احنا نضيف على الزاوية طبعًا مئة
+
+93
+00:07:52,620 --> 00:07:57,980
+وثمانين درجة، لأن احنا عندنا أربع أرباع. الربع الأول
+
+94
+00:07:57,980 --> 00:08:04,190
+بيكون الـ X موجبة والـ Y موجبة، والزاوية موجبة. الربع
+
+95
+00:08:04,190 --> 00:08:09,390
+الثاني بيكون X سالبة، و Y موجبة. بقى الربع
+
+96
+00:08:09,390 --> 00:08:17,790
+الثالث X سالبة و Y سالبة. طبعًا مثال. The Cartesian
+
+97
+00:08:17,790 --> 00:08:20,490
+coordinates of a point in the XY plane. لو أنا
+
+98
+00:08:20,490 --> 00:08:24,430
+عندي إحداثيات لنقطة، النقطة هي عبارة عن الـ X بتساوي
+
+99
+00:08:24,430 --> 00:08:28,130
+−3.5 والـ Y −2.5. إذا الـ X
+
+100
+00:08:28,130 --> 00:08:31,930
+سالبة والـ Y سالبة، هتكون في الربع الثالث، كما هو
+
+101
+00:08:31,930 --> 00:08:38,450
+موضح بالشكل. أوجد... أوجد. Find the polar coordinates of
+
+102
+00:08:38,450 --> 00:08:43,530
+this point B. بدي أوجد الـ Polar Coordinate، وبعدين
+
+103
+00:08:43,530 --> 00:08:47,410
+convert اللي هي R أو θ (ثيتا) to rectangular
+
+104
+00:08:47,410 --> 00:08:52,820
+coordinates. علشان أحل هذا السؤال. طبعًا احنا عندنا الـ
+
+105
+00:08:52,820 --> 00:08:56,660
+Cartesian coordinate، القانون اللي هي الـ R أو الـ R
+
+106
+00:08:56,660 --> 00:08:59,620
+تربيع بتساوي X تربيع زائد Y تربيع. إذا الـ R بتساوي
+
+107
+00:08:59,620 --> 00:09:04,100
+جذر X تربيع زائد Y تربيع. هدا فيثاغورس، جبنا قيمة
+
+108
+00:09:04,100 --> 00:09:08,960
+الـ R. لإيجاد الزاوية θ (ثيتا) بتساوي Y على X، فبحط
+
+109
+00:09:08,960 --> 00:09:13,820
+الـ Y بإشارتها والـ X بإشارتها، طلعت
+
+110
+00:09:13,820 --> 00:09:19,510
+عندي الزاوية 35.5. من أين جاءت الزاوية؟ من tan inverse
+
+111
+00:09:19,510 --> 00:09:25,730
+للكلام هذا، طلع عندي 35.5. طبعًا الـ 35.5 رح أضيف لها
+
+112
+00:09:25,730 --> 00:09:33,050
+180، علشان هذه الزاوية موجودة في الربع الثالث وأنا
+
+113
+00:09:33,050 --> 00:09:37,910
+بقيس الزاوية أو الـ Reference Line، الخط المرجعي،
+
+114
+00:09:37,910 --> 00:09:41,950
+الخط المرجعي كان بيبدأ دائمًا من اتجاه X الموجب، فبتطلع
+
+115
+00:09:41,950 --> 00:09:46,830
+الزاوية 216. فعلاً هي الزاوية في الربع الثالث. لإيجاد
+
+116
+00:09:46,830 --> 00:09:52,390
+الـ... البولار... البولار، طبعًا الـ Coordinate البولار
+
+117
+00:09:52,390 --> 00:09:55,810
+to Cartesian conversion. عشان أحول، فأنا عندي X
+
+118
+00:09:55,810 --> 00:09:59,930
+بتساوي R cos θ (ثيتا)، والـ Y بتساوي R
+
+119
+00:09:59,930 --> 00:10:05,850
+sin θ (ثيتا). وبالتالي تطلع عندي الـ X 3.99 والـ Y
+
+120
+00:10:05,850 --> 00:10:08,690
+بتساوي −3.05.
+
+121
+00:10:13,390 --> 00:10:19,390
+مثال آخر. Problem 1.10. A person measures the
+
+122
+00:10:19,390 --> 00:10:22,750
+height of a building by walking a distance
+
+123
+00:10:22,750 --> 00:10:29,770
+of 46 meters from its base and shining a flashlight
+
+124
+00:10:29,770 --> 00:10:34,070
+beam towards the top. طبعًا في عند شخص بده يقيس
+
+125
+00:10:34,070 --> 00:10:40,370
+ارتفاع مبنى. هو طبعًا ماشي مسافة 46 متر من
+
+126
+00:10:40,370 --> 00:10:46,590
+قاعدة المبنى وأضاء فلاش ضوء، فلاش أو إشعاع فلاش نحو
+
+127
+00:10:46,590 --> 00:10:50,690
+أعلى المبنى. When the beam is elevated, هذه طبعًا
+
+128
+00:10:50,690 --> 00:10:55,630
+الأشعة صعدت أو وصلت، أو يعني وصلت لأعلى المبنى، كانت
+
+129
+00:10:55,630 --> 00:11:00,410
+زاوية 39 درجة بالنسبة للـ horizontal. The beam
+
+130
+00:11:00,410 --> 00:11:03,710
+just struck the top of the building. If the flashlight
+
+131
+00:11:03,710 --> 00:11:07,050
+is held at a height. طبعًا احنا زي ما احنا
+
+132
+00:11:07,050 --> 00:11:12,330
+شايفين بالشكل، هي في عند Man أو رجل. رجل كان طوله
+
+133
+00:11:12,330 --> 00:11:16,510
+2 متر بالنسبة للأرضية. المبنى، الرجل علشان يوصل
+
+134
+00:11:16,510 --> 00:11:22,290
+لأعلى المبنى، أضاء طبعًا light أو ضوء flash، الضوء
+
+135
+00:11:22,290 --> 00:11:25,870
+هذا هيمشي لأعلى المبنى لما كانت الزاوية 39
+
+136
+00:11:25,870 --> 00:11:29,390
+درجة، بالنسبة لمين؟ للـ horizontal أو
+
+137
+00:11:29,390 --> 00:11:33,070
+الأفقي. المسافة كانت... المسافة الأفقية من الرجل
+
+138
+00:11:33,070 --> 00:11:38,250
+للمبنى كانت 46 متر. طبعًا المطلوب في هذا السؤال، Find
+
+139
+00:11:38,250 --> 00:11:42,270
+the height of the building. بدي ارتفاع المبنى. علشان
+
+140
+00:11:42,270 --> 00:11:46,110
+أجيب ارتفاع المبنى، طبعًا أنا عندي علاقة إنه tan
+
+141
+00:11:46,110 --> 00:11:51,370
+الزاوية بدها تساوي مقابل على مجاور. طبعًا هستخدم
+
+142
+00:11:51,370 --> 00:11:55,310
+فيثاغورس. طبعًا عندي أنا هنا كأنها مثلث قائم
+
+143
+00:11:55,310 --> 00:12:00,000
+الزاوية. في عندي فيه تان المقابل على المجاور بيساوي
+
+144
+00:12:00,000 --> 00:12:03,880
+tan الزاوية. الزاوية موجودة والمجاور موجود، ممكن أنا
+
+145
+00:12:03,880 --> 00:12:09,560
+أحصل على طول المقابل. إذا tan 39 بدها
+
+146
+00:12:09,560 --> 00:12:16,360
+تساوي dy على اللي هو المجاور 46 متر. dy تطلع، طبعًا
+
+147
+00:12:16,360 --> 00:12:21,650
+لما أضرب ضرب تبادلي، كان الـ 39 مضروبة في 46 تطلع لي
+
+148
+00:12:21,650 --> 00:12:28,070
+37.3 متر. هذا هو ارتفاع المبنى. الآن لإيجاد طول
+
+149
+00:12:28,070 --> 00:12:32,190
+الشعاع. Calculate the length of the light beam. بدي أنا
+
+150
+00:12:32,190 --> 00:12:36,250
+طول الشعاع، معناته بدي أوجد الـ وتر. برضه كفيثاغورس،
+
+151
+00:12:36,250 --> 00:12:40,410
+الوتر بيساوي جذر التربيع على X تربيع زائد Y
+
+152
+00:12:40,410 --> 00:12:46,710
+تربيع. تطلع عندي 59.8 متر. هذا هو طول الشعاع.
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_postprocess.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_postprocess.srt
new file mode 100644
index 0000000000000000000000000000000000000000..81f82ab586e9ac4f3e78619f37d83d76ce7bfcdb
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_postprocess.srt
@@ -0,0 +1,608 @@
+1
+00:00:00,000 --> 00:00:06,380
+بالنسبة لـ section 1.6 مادة ملغى نيجي لـ 1.7
+
+2
+00:00:06,380 --> 00:00:13,520
+بعنوان coordinate system اللي هي أنظمة المحاورa
+
+3
+00:00:13,520 --> 00:00:17,820
+point on a line can be located with one coordinate
+
+4
+00:00:17,820 --> 00:00:23,380
+لو أنا عندي أنا نقطة موجودة في مكان معين بأحكي هذه
+
+5
+00:00:23,380 --> 00:00:27,420
+النقطة إلها محور واحد لو كانت عندي النقطة موجودة
+
+6
+00:00:27,420 --> 00:00:31,820
+على a plane أو a plane يعني عبارة عن مستوى
+
+7
+00:00:31,820 --> 00:00:35,060
+والمستوى هو عبارة عن محورين a point in a plane
+
+8
+00:00:35,060 --> 00:00:38,920
+with two coordinates and ممكن and a point in space
+
+9
+00:00:38,920 --> 00:00:42,630
+with three يعنيممكن أي نقطة تكون موجودة على محور
+
+10
+00:00:42,630 --> 00:00:47,190
+واحد أو تكون موجودة في مستوى على محورين أو موجودة
+
+11
+00:00:47,190 --> 00:00:52,890
+في space فراغ عبارة عن تلت محاورالـ coordinate
+
+12
+00:00:52,890 --> 00:00:57,190
+system used to specify locations in a space
+
+13
+00:00:57,190 --> 00:01:02,210
+consists of the following الآن أي في نظام المحاور
+
+14
+00:01:02,210 --> 00:01:11,390
+نظام المحاور بيستخدم موقع معين في الفراغ بتكون من
+
+15
+00:01:11,390 --> 00:01:17,150
+القاتل هذه التكوينة عبارة عن fixed reference point
+
+16
+00:01:17,150 --> 00:01:20,170
+في عندي أنا نقطة ثابتة اسمها O أو بسميها نقطة
+
+17
+00:01:20,170 --> 00:01:25,310
+الأصل originفي عندي أنا نقطة ثابتة لنقطة الأصل في
+
+18
+00:01:25,310 --> 00:01:29,250
+عندي set of specific axis axis في عندي مجموعة من
+
+19
+00:01:29,250 --> 00:01:34,510
+المحاور الأساسية أو الاتجاهات with an appropriate
+
+20
+00:01:34,510 --> 00:01:41,330
+scale and label on the axis فهذه المحاور لها تدرج
+
+21
+00:01:41,330 --> 00:01:47,270
+معين وترويس لكل محور أو اسم يوضع على المحور نفسه
+
+22
+00:01:47,760 --> 00:01:51,360
+instructions on label at point in space بعض
+
+23
+00:01:51,360 --> 00:01:57,420
+التعليمات حول النقطة المطلوبة بالنسبة لنقطة الأصل
+
+24
+00:01:57,420 --> 00:02:02,780
+بالنسبة لنقطة الأصلone convent and commonly used
+
+25
+00:02:02,780 --> 00:02:05,180
+coordinate system is the Cartesian coordinate
+
+26
+00:02:05,180 --> 00:02:11,240
+system في استخدام شائع ومناسب لنظام المحاور بسميه
+
+27
+00:02:11,240 --> 00:02:15,000
+نظام المحاور الكارتيزية أو الديكارتيية بسموه
+
+28
+00:02:15,000 --> 00:02:17,880
+Cartesian coordinate ديكارتيية أو كارتيزية
+
+29
+00:02:18,420 --> 00:02:21,420
+Sometimes called rectangular coordinates أحيانا
+
+30
+00:02:21,420 --> 00:02:27,480
+بنسمي نظام إحداثيات مستطيلة Such a system in two
+
+31
+00:02:27,480 --> 00:02:32,960
+dimensions is illustrated in figures 1.5 هذا
+
+32
+00:02:32,960 --> 00:02:39,500
+النظام اللي له بعدين موضح بالشكل 1.5 اللي هو عبارة
+
+33
+00:02:39,500 --> 00:02:47,220
+عن نقطة النقطة هذه ممثلة بالإحداثيات XYلو كان عندى
+
+34
+00:02:47,220 --> 00:02:53,380
+نقطة B إحداثياتها خمسة أو تلاتة كمان sometimes
+
+35
+00:02:53,380 --> 00:02:57,420
+it's more convenient to locate a point in space by
+
+36
+00:02:57,420 --> 00:03:01,740
+طبعا plane polar coordinate ممكن كمان أنا أحدد
+
+37
+00:03:01,740 --> 00:03:06,400
+نقطة عن طريق المحاور اللى هي plane polar
+
+38
+00:03:06,400 --> 00:03:12,400
+coordinate المحاوراللي هي المستوى القطبي اللي هي
+
+39
+00:03:12,400 --> 00:03:17,340
+عبارة عن R ممثلة بالـR و بالـθيتا الـR و الـθيتا
+
+40
+00:03:17,340 --> 00:03:20,960
+عبارة عن reference أو مرجعية على أساس أنه a point
+
+41
+00:03:20,960 --> 00:03:26,460
+is specified by distance R أنا ممكن أحدد النقطة
+
+42
+00:03:26,460 --> 00:03:31,680
+بالمسافة R يعني النقطة المراد تحديدها بتكون على
+
+43
+00:03:31,680 --> 00:03:37,590
+بعد R من نقطة الأصلWe are ممكن تمثل بـ x و y كأنها
+
+44
+00:03:37,590 --> 00:03:43,010
+في مستوى إضافة إلى أنه تحدد أيضًا بالزاوية θ و هذه
+
+45
+00:03:43,010 --> 00:03:49,950
+الزاوية عبارة عن الخط المرسوم من نقطة الأصل إلى
+
+46
+00:03:49,950 --> 00:03:58,970
+الخط المرسوم من محور x الموجب إلى هذه الزاويةيعني
+
+47
+00:03:58,970 --> 00:04:03,570
+الشكل هذا 1.5 بيمثل لنقطة P إحداثيتها خمسة أو
+
+48
+00:04:03,570 --> 00:04:08,070
+تلاتة الخمسة عبارة عن X و Y اللي هي ال X خمسة و Y
+
+49
+00:04:08,070 --> 00:04:12,450
+بالثالثة و تلاتة النقطة هذه Q إحداثيتها ناقص تلاتة
+
+50
+00:04:12,450 --> 00:04:17,430
+و أربعة موجودة في الربع التاني ال X بالسالب و ال Y
+
+51
+00:04:17,430 --> 00:04:22,590
+بالموجب هنا في الربع الأول X موجب و Y موجب الشكل
+
+52
+00:04:22,590 --> 00:04:28,450
+التاني الشكل التاني اللي هو 1.6 بيوضح ليالنقطة
+
+53
+00:04:28,450 --> 00:04:32,890
+ممثلة بـPlan Polar Coordinate اللي هي R وTheta
+
+54
+00:04:32,890 --> 00:04:36,990
+الـR هي عبارة عن الخط الواصل بين نقطة الأصل و
+
+55
+00:04:36,990 --> 00:04:41,950
+النقطة والـR ممثلة بالمحورين
+
+56
+00:04:41,950 --> 00:04:48,930
+X وY وTheta هذه عبارة عن الزاوية المحصورة بين
+
+57
+00:04:48,930 --> 00:04:52,850
+اتجاه X الموجة و اللي هي النقطة أو المتجاه R
+
+58
+00:04:58,940 --> 00:05:04,380
+Trie Geometric Review الان بالنسبة لها يعني نتذكر
+
+59
+00:05:04,380 --> 00:05:09,360
+بعض حساب المثلثات consider the right triangle لو
+
+60
+00:05:09,360 --> 00:05:14,460
+أنا فرضت في عندي أنا مثلث المثلث هذا قائم الزاوية
+
+61
+00:05:14,460 --> 00:05:19,040
+المثلث قائم الزاوية بالشكل هذا هذا طبعا الزاوية
+
+62
+00:05:19,040 --> 00:05:23,260
+حادة فهذا الاتجاه R لو نزلت أنا عمود اللي هو اتجاه
+
+63
+00:05:23,260 --> 00:05:26,180
+Y صار عندي أنا مثلث قائم الزاوية هي القائمة فهذا
+
+64
+00:05:26,180 --> 00:05:31,640
+الشكللو كان عندى انا هى الزاوية sin θ اللى هى
+
+65
+00:05:31,640 --> 00:05:38,100
+مقابل على وطر Y على R cos θ عبارة عن X على R تانى
+
+66
+00:05:38,100 --> 00:05:43,240
+الزاوية عبارة عن مقابل على مجاور هدى حساب مثلثات
+
+67
+00:05:43,240 --> 00:05:48,820
+أخدناها سابقا The basic trigeometric functions
+
+68
+00:05:48,820 --> 00:05:55,250
+define the such triangle as the follow يعنيبرضه
+
+69
+00:05:55,250 --> 00:06:01,690
+نتذكر انه sine الزاوية عبارة عن مقابل على water
+
+70
+00:06:01,690 --> 00:06:06,170
+cosine الزاوية عبارة عن مجاور على water و tan
+
+71
+00:06:06,170 --> 00:06:10,390
+الزاوية عبارة عن مقابل على مجاور كما هو موضح
+
+72
+00:06:10,390 --> 00:06:14,650
+بالشكل أول والثالث another important relationship
+
+73
+00:06:14,650 --> 00:06:20,130
+في برضه طبعا علاقة مهمة و هندرس عليها كتير و هشكر
+
+74
+00:06:20,130 --> 00:06:24,320
+عليها كتير اللي هي بيسموها نظرية FIFA golfexist
+
+75
+00:06:24,320 --> 00:06:27,720
+between the length of the side of the right
+
+76
+00:06:27,720 --> 00:06:34,100
+triangle هي تحدد العلاقة بين أطوال أضلاع القائمة
+
+77
+00:06:34,100 --> 00:06:40,620
+اللي هي الوطر تربيع بساوي X تربيع زائد Y تربيع لو
+
+78
+00:06:40,620 --> 00:06:44,560
+أنا فرضت أن عندي sign الزاوية بتساوي point 866
+
+79
+00:06:44,560 --> 00:06:49,300
+معنى الكلام أن الزاوية عشان أجيبها لازم أعمل sign
+
+80
+00:06:49,300 --> 00:06:54,200
+inverse للزاوية تطلع للزاويةSin Inverse هاي بجيبها
+
+81
+00:06:54,200 --> 00:07:00,840
+من خلال .. من خلال القالة Shift Sin بتطلع ل 60
+
+82
+00:07:00,840 --> 00:07:05,220
+درجة لو أنا بدأ أجرب مرة تانية أنه أنا أوجد Tan
+
+83
+00:07:05,220 --> 00:07:11,040
+Inverse لل point 4 معنى الكلام هتطلع لزاوية 21.8
+
+84
+00:07:11,610 --> 00:07:15,290
+لازم be sure that your calculator is a set of
+
+85
+00:07:15,290 --> 00:07:18,430
+degree لازم نتأكد أنه الآلة الحاسبة موجودة على
+
+86
+00:07:18,430 --> 00:07:22,770
+degree اللي هي درجات وليس رديان وليس بالمخضر
+
+87
+00:07:22,770 --> 00:07:26,570
+الخيار الدائري in addition the inverse tangent
+
+88
+00:07:26,570 --> 00:07:30,390
+function can return only view a value between
+
+89
+00:07:30,390 --> 00:07:36,850
+minus 90 أو زائد 90 so when an angle is in the
+
+90
+00:07:36,850 --> 00:07:43,260
+secondor third quadrant it's necessary to add 120
+
+91
+00:07:43,260 --> 00:07:46,960
+لو كان انا طلعت لزاوية معينة في الربع التاني او
+
+92
+00:07:46,960 --> 00:07:52,620
+الربع التالت فلازم احنا نضيف على الزاوية طبعا مية
+
+93
+00:07:52,620 --> 00:07:57,980
+و تمانين درجة لان احنا عندنا ارباع الربع الاول
+
+94
+00:07:57,980 --> 00:08:04,190
+بيكون ال X موجبة و ال Y موجبة و الزاوية موجبةالربع
+
+95
+00:08:04,190 --> 00:08:09,390
+التاني بيكون X سالبة و X سالبة و Y موجة بقى الربع
+
+96
+00:08:09,390 --> 00:08:17,790
+التالت X سالبة و Y سالبة طبعا مثال the Cartesian
+
+97
+00:08:17,790 --> 00:08:20,490
+coordinate of the point in the XY plane لو أنا
+
+98
+00:08:20,490 --> 00:08:24,430
+عندي إحداثيات لنقطة النقطة هي عبارة عن ال X بتساوي
+
+99
+00:08:24,430 --> 00:08:28,130
+minus تلاتة و نص و Y minus اتنين و نص إذا ال X
+
+100
+00:08:28,130 --> 00:08:31,930
+سالبة و ال Y سالبةهتكون في الرُبع التالت كما هو
+
+101
+00:08:31,930 --> 00:08:38,450
+موضح بالشكل اوجد اوجد find the polar coordinate of
+
+102
+00:08:38,450 --> 00:08:43,530
+this point B بدي اوجد ال polar coordinate بعدين
+
+103
+00:08:43,530 --> 00:08:47,410
+convert اللي هي R أو فيتا to rectangular
+
+104
+00:08:47,410 --> 00:08:52,820
+coordinate علشان احل هذا السؤالطبعا إحنا عندنا الـ
+
+105
+00:08:52,820 --> 00:08:56,660
+Cartesian coordinate القانون اللي هي الـR أو الـR
+
+106
+00:08:56,660 --> 00:08:59,620
+تربيع بتساوي X تربيع زاد Y تربيع إذا الـR بتساوي
+
+107
+00:08:59,620 --> 00:09:04,100
+جزر X تربيع زاد Y تربيع هدعى فيتا غورف جيبنا قيمة
+
+108
+00:09:04,100 --> 00:09:08,960
+الـR لإيجاد الزاوية time فيتا بتساوي Y على X فبحط
+
+109
+00:09:08,960 --> 00:09:13,820
+الـY بالإشارة تبعتها و ال X بالإشارة تبعتها طلعت
+
+110
+00:09:13,820 --> 00:09:19,510
+عند الزاوية 35.5من أين جت الزاوية من tan inverse
+
+111
+00:09:19,510 --> 00:09:25,730
+للكلام هذا طلع عندي 35.5 طبعا ال 35.5 رح أضيف إلها
+
+112
+00:09:25,730 --> 00:09:33,050
+180 علشان هذه الزاوية موجودة في الربع التالت و أنا
+
+113
+00:09:33,050 --> 00:09:37,910
+بقيس الزاوية أو ال reference line الخط المرجعية
+
+114
+00:09:37,910 --> 00:09:41,950
+الخط باعي كان بيبدأ دايما من اتجاه X الموجب فبتطلع
+
+115
+00:09:41,950 --> 00:09:46,830
+الزاوية 216 فعلا هي الزاوية في الربع التالتلإيجاد
+
+116
+00:09:46,830 --> 00:09:52,390
+ال .. البولر .. البولر طبعا ال coordinate البولر
+
+117
+00:09:52,390 --> 00:09:55,810
+to cartesian conversion عشان أحول فأنا عندي X
+
+118
+00:09:55,810 --> 00:09:59,930
+بتساوي ال R cosine ال theta و ال Y بتساوي ال R
+
+119
+00:09:59,930 --> 00:10:05,850
+sine ال theta وبالتالي تطلع عندي ال X 3.99 و ال Y
+
+120
+00:10:05,850 --> 00:10:08,690
+بتساوي 3.05
+
+121
+00:10:13,390 --> 00:10:19,390
+مثال آخر problems 1.10 a person measures the
+
+122
+00:10:19,390 --> 00:10:22,750
+height of the building by walking out a distance
+
+123
+00:10:22,750 --> 00:10:29,770
+of 46 متر from its base and shining a flash light
+
+124
+00:10:29,770 --> 00:10:34,070
+beam towards the top طبعا في عند شخص بده يقيس
+
+125
+00:10:34,070 --> 00:10:40,370
+ارتفاع مبنى هو طبعا ماشي طبعا مسافة 46 متر من
+
+126
+00:10:40,370 --> 00:10:46,590
+قاعدة المبنىو أضاء فلاش ضو فلاش أو إشعاع فلاش نحيط
+
+127
+00:10:46,590 --> 00:10:50,690
+الأعلى المبنى when the beam is elevate هذه طبعا
+
+128
+00:10:50,690 --> 00:10:55,630
+الأشعة صعدت أو وصلت أو يعني وصلت لأعلى المبنى كانت
+
+129
+00:10:55,630 --> 00:11:00,410
+ازاوية 39 درجة بالنسبة له ال horizontal the beam
+
+130
+00:11:00,410 --> 00:11:03,710
+just struck the top of the building if the flash
+
+131
+00:11:03,710 --> 00:11:07,050
+light is held at height طبعا احنا زي ما احنا
+
+132
+00:11:07,050 --> 00:11:12,330
+شايفين بالشكل هي في عند man أو رجلالرجل كان طوله
+
+133
+00:11:12,330 --> 00:11:16,510
+اتنين بالنسبة لأ الأرضية المبنى الرجل علشان يوصل
+
+134
+00:11:16,510 --> 00:11:22,290
+لأعلى المبنى أضاء طبعا light أو ضوء flash الضوء
+
+135
+00:11:22,290 --> 00:11:25,870
+هذا هيمشي لأعلى المبنى لما كانت الزاوية تسعة
+
+136
+00:11:25,870 --> 00:11:29,390
+وتلاتين درجة بالنسبة لمين لأ ال horizontal أو
+
+137
+00:11:29,390 --> 00:11:33,070
+الأفقي المسافة كانت .. المسافة الأفقية من الرجل
+
+138
+00:11:33,070 --> 00:11:38,250
+للمبنى كانت46 متر طبعا المطلوب في هذا السؤال find
+
+139
+00:11:38,250 --> 00:11:42,270
+the height of the building بدي ارتفاع المبنى علشان
+
+140
+00:11:42,270 --> 00:11:46,110
+اجيب ارتفاع المبنى طبعا انا عندي علاقة انه تاني
+
+141
+00:11:46,110 --> 00:11:51,370
+الزاوية بدها تساوي مقابل على مجاور طبعا هستخدم
+
+142
+00:11:51,370 --> 00:11:55,310
+فيثا غورث طبعا عندي انا هنا كأنها مثلث قائم
+
+143
+00:11:55,310 --> 00:12:00,000
+الزاويةفي عندي فيه ثغارت المقابل على المجاور بساوي
+
+144
+00:12:00,000 --> 00:12:03,880
+10 الزاوية الزاوية موجودة والمجاور موجود ممكن انا
+
+145
+00:12:03,880 --> 00:12:09,560
+احصل على دلع المقابل اذا تان تسعة وتلاتين بدها
+
+146
+00:12:09,560 --> 00:12:16,360
+تساوي dy على اللي هو المجاور 46 متر dy تطلع لطبعا
+
+147
+00:12:16,360 --> 00:12:21,650
+لما اضرب ضرب تبادلكان الـ 39 مضروبة في 46 تطلع لي
+
+148
+00:12:21,650 --> 00:12:28,070
+37.3 متر هذا هو ارتفاع المبنى الآن لإيجاد طول
+
+149
+00:12:28,070 --> 00:12:32,190
+الشعاع calculate the length of the light بدي انا
+
+150
+00:12:32,190 --> 00:12:36,250
+طول الشعاع معناته بدي اوجد ال water برضه كفي ثغات
+
+151
+00:12:36,250 --> 00:12:40,410
+ال water بيساوي جزر التربيع على X تربيع زائد Y
+
+152
+00:12:40,410 --> 00:12:46,710
+تربيع تطلع عندى 59.8 متر هذا هو طول المبنى
+
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_raw.json b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_raw.json
new file mode 100644
index 0000000000000000000000000000000000000000..8cf8d54502e8d8328ecef156f6478b3275b9513a
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_raw.json
@@ -0,0 +1 @@
+{"segments": [{"id": 1, "seek": 1222, "start": 0.0, "end": 12.22, "text": "بالنسبة لـ section 1.6 مادة ملغى نيجي لـ 1.7 بعنوان coordinate system اللي هي أنظمة المحاور", "tokens": [3555, 6027, 1863, 35457, 3660, 5296, 39184, 3541, 502, 13, 21, 3714, 18513, 3660, 3714, 1211, 17082, 7578, 8717, 1829, 7435, 1829, 5296, 39184, 502, 13, 22, 45030, 1863, 2407, 7649, 15670, 1185, 13672, 1829, 39896, 14739, 19913, 46007, 9673, 5016, 995, 13063], "avg_logprob": -0.16424005139957776, "compression_ratio": 1.104, "no_speech_prob": 1.1920928955078125e-07, "words": [{"start": 0.0, "end": 0.58, "word": "بالنسبة", "probability": 0.9873046875}, {"start": 0.58, "end": 0.76, "word": " لـ", "probability": 0.68310546875}, {"start": 0.76, "end": 0.96, "word": " section", "probability": 0.323486328125}, {"start": 0.96, "end": 1.24, "word": " 1", "probability": 0.9892578125}, {"start": 1.24, "end": 2.14, "word": ".6", "probability": 0.99072265625}, {"start": 2.14, "end": 3.5, "word": " مادة", "probability": 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"seek": 3978, "start": 13.08, "end": 39.78, "text": "a point on a line can be located with one coordinate لو أنا عندي أنا نقطة موجودة في مكان معين بأحكي هذه النقطة إلها محور واحد لو كانت عندي النقطة موجودة على a plane أو a plane يعني عبارة عن مستوى والمستوى هو عبارة عن محورين a point in a plane with two coordinates and ممكن and a point in space with three يعني", "tokens": [64, 935, 322, 257, 1622, 393, 312, 6870, 365, 472, 15670, 45164, 41850, 43242, 1829, 41850, 8717, 47432, 3660, 3714, 29245, 23328, 3660, 8978, 3714, 41361, 20449, 9957, 4724, 10721, 5016, 4117, 1829, 29538, 28239, 47432, 3660, 11933, 1211, 11296, 3714, 5016, 13063, 36764, 24401, 45164, 25961, 2655, 43242, 1829, 28239, 47432, 3660, 3714, 29245, 23328, 3660, 15844, 257, 5720, 34051, 257, 5720, 37495, 22653, 6225, 3555, 9640, 3660, 18871, 3714, 14851, 2407, 7578, 16070, 2304, 14851, 2407, 7578, 31439, 6225, 3555, 9640, 3660, 18871, 3714, 5016, 13063, 9957, 257, 935, 294, 257, 5720, 365, 732, 21056, 293, 3714, 43020, 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0.9970703125}, {"start": 505.37, "end": 505.65, "word": " نص", "probability": 0.928955078125}, {"start": 505.65, "end": 505.89, "word": " و", "probability": 0.9580078125}, {"start": 505.89, "end": 506.27, "word": " Y", "probability": 0.94580078125}, {"start": 506.27, "end": 506.95, "word": " minus", "probability": 0.865234375}, {"start": 506.95, "end": 507.25, "word": " اتنين", "probability": 0.8603515625}, {"start": 507.25, "end": 507.31, "word": " و", "probability": 0.9931640625}, {"start": 507.31, "end": 507.47, "word": " نص", "probability": 0.979736328125}, {"start": 507.47, "end": 507.69, "word": " إذا", "probability": 0.639892578125}, {"start": 507.69, "end": 507.89, "word": " ال", "probability": 0.73681640625}, {"start": 507.89, "end": 508.13, "word": " X", "probability": 0.9658203125}, {"start": 508.13, "end": 508.49, "word": " سالبة", "probability": 0.9736328125}, {"start": 508.49, "end": 508.63, "word": " و", "probability": 0.9580078125}, {"start": 508.63, "end": 508.67, 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516.63, "end": 516.89, "word": " the", "probability": 0.81787109375}, {"start": 516.89, "end": 517.15, "word": " polar", "probability": 0.8974609375}, {"start": 517.15, "end": 517.79, "word": " coordinate", "probability": 0.779296875}, {"start": 517.79, "end": 518.45, "word": " of", "probability": 0.9638671875}, {"start": 518.45, "end": 518.79, "word": " this", "probability": 0.93115234375}, {"start": 518.79, "end": 519.31, "word": " point", "probability": 0.982421875}, {"start": 519.31, "end": 519.71, "word": " B", "probability": 0.3779296875}, {"start": 519.71, "end": 520.49, "word": " بدي", "probability": 0.36083984375}, {"start": 520.49, "end": 520.87, "word": " اوجد", "probability": 0.9109700520833334}, {"start": 520.87, "end": 521.03, "word": " ال", "probability": 0.75}, {"start": 521.03, "end": 521.31, "word": " polar", "probability": 0.80419921875}, {"start": 521.31, "end": 522.01, "word": " coordinate", "probability": 0.796875}, {"start": 522.01, "end": 523.53, "word": " بعدين", "probability": 0.885986328125}, {"start": 523.53, "end": 524.37, "word": " convert", "probability": 0.97607421875}, {"start": 524.37, "end": 524.81, "word": " اللي", "probability": 0.7802734375}, {"start": 524.81, "end": 524.97, "word": " هي", "probability": 0.5595703125}, {"start": 524.97, "end": 525.39, "word": " R", "probability": 0.362548828125}, {"start": 525.39, "end": 525.63, "word": " أو", "probability": 0.71484375}, {"start": 525.63, "end": 526.39, "word": " فيتا", "probability": 0.54443359375}, {"start": 526.39, "end": 526.83, "word": " to", "probability": 0.88671875}, {"start": 526.83, "end": 527.41, "word": " rectangular", "probability": 0.869140625}, {"start": 527.41, "end": 528.53, "word": " coordinate", "probability": 0.78515625}, {"start": 528.53, "end": 529.57, "word": " علشان", "probability": 0.974609375}, {"start": 529.57, "end": 529.87, "word": " احل", "probability": 0.8614908854166666}, {"start": 529.87, "end": 530.09, "word": " هذا", "probability": 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713.03, "word": " عندي", "probability": 0.87890625}, {"start": 713.03, "end": 713.25, "word": " انا", "probability": 0.7744140625}, {"start": 713.25, "end": 713.43, "word": " هنا", "probability": 0.7138671875}, {"start": 713.43, "end": 713.75, "word": " كأنها", "probability": 0.9065755208333334}, {"start": 713.75, "end": 714.23, "word": " مثلث", "probability": 0.79736328125}, {"start": 714.23, "end": 715.31, "word": " قائم", "probability": 0.9806315104166666}, {"start": 715.31, "end": 715.85, "word": " الزاوية", "probability": 0.98095703125}], "temperature": 1.0}, {"id": 30, "seek": 73752, "start": 716.02, "end": 737.52, "text": "في عندي فيه ثغارت المقابل على المجاور بساوي 10 الزاوية الزاوية موجودة والمجاور موجود ممكن انا احصل على دلع المقابل اذا تان تسعة وتلاتين بدها تساوي dy على اللي هو المجاور 46 متر dy تطلع لطبعا لما اضرب ضرب تبادل", "tokens": [41185, 18871, 16254, 8978, 3224, 38637, 17082, 9640, 2655, 9673, 4587, 16758, 1211, 15844, 9673, 7435, 995, 13063, 4724, 3794, 995, 45865, 1266, 6024, 110, 995, 2407, 10632, 6024, 110, 995, 2407, 10632, 3714, 29245, 23328, 3660, 16070, 2304, 7435, 995, 13063, 3714, 29245, 23328, 3714, 43020, 1975, 8315, 1975, 5016, 36520, 15844, 11778, 1211, 3615, 9673, 4587, 16758, 1211, 1975, 15730, 6055, 7649, 6055, 3794, 27884, 34683, 1211, 9307, 9957, 47525, 11296, 6055, 3794, 995, 45865, 14584, 15844, 13672, 1829, 31439, 9673, 7435, 995, 13063, 17835, 44650, 2288, 14584, 6055, 9566, 1211, 3615, 5296, 9566, 3555, 3615, 995, 5296, 15042, 1975, 11242, 25513, 48812, 25513, 6055, 3555, 18513, 1211], "avg_logprob": -0.24760697473276844, "compression_ratio": 1.9839572192513368, "no_speech_prob": 1.627206802368164e-05, "words": [{"start": 716.02, "end": 716.4, "word": "في", "probability": 0.10491943359375}, {"start": 716.4, "end": 716.68, "word": " عندي", "probability": 0.5906982421875}, {"start": 716.68, "end": 716.86, "word": " فيه", "probability": 0.6494140625}, {"start": 716.86, "end": 717.46, "word": " ثغارت", "probability": 0.85693359375}, {"start": 717.46, "end": 718.5, "word": " المقابل", "probability": 0.9700927734375}, {"start": 718.5, "end": 719.08, "word": " على", "probability": 0.73583984375}, {"start": 719.08, "end": 719.6, "word": " المجاور", "probability": 0.9840087890625}, {"start": 719.6, "end": 720.0, "word": " بساوي", "probability": 0.61151123046875}, {"start": 720.0, "end": 720.22, "word": " 10", "probability": 0.564453125}, {"start": 720.22, "end": 720.72, "word": " الزاوية", "probability": 0.90341796875}, {"start": 720.72, "end": 721.22, "word": " الزاوية", "probability": 0.889306640625}, {"start": 721.22, "end": 721.78, "word": " موجودة", "probability": 0.9774169921875}, {"start": 721.78, "end": 722.34, "word": " والمجاور", "probability": 0.885595703125}, {"start": 722.34, "end": 722.92, "word": " موجود", "probability": 0.9912109375}, {"start": 722.92, "end": 723.62, "word": " ممكن", "probability": 0.969482421875}, {"start": 723.62, "end": 723.88, "word": " انا", "probability": 0.4986572265625}, {"start": 723.88, "end": 724.28, "word": " احصل", "probability": 0.9576822916666666}, {"start": 724.28, "end": 724.7, "word": " على", "probability": 0.8994140625}, {"start": 724.7, "end": 725.98, "word": " دلع", "probability": 0.5498046875}, {"start": 725.98, "end": 727.0, "word": " المقابل", "probability": 0.98828125}, {"start": 727.0, "end": 727.52, "word": " اذا", "probability": 0.824951171875}, {"start": 727.52, "end": 727.86, "word": " تان", "probability": 0.5045166015625}, {"start": 727.86, "end": 728.22, "word": " تسعة", "probability": 0.8059895833333334}, {"start": 728.22, "end": 728.9, "word": " وتلاتين", "probability": 0.89453125}, {"start": 728.9, "end": 729.56, "word": " بدها", "probability": 0.6036376953125}, {"start": 729.56, "end": 730.16, "word": " تساوي", "probability": 0.97509765625}, {"start": 730.16, "end": 730.68, "word": " dy", "probability": 0.451171875}, {"start": 730.68, "end": 731.68, "word": " على", "probability": 0.78271484375}, {"start": 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76671, "start": 737.99, "end": 766.71, "text": "كان الـ 39 مضروبة في 46 تطلع لي 37.3 متر هذا هو ارتفاع المبنى الآن لإيجاد طول الشعاع calculate the length of the light بدي انا طول الشعاع معناته بدي اوجد ال water برضه كفي ثغات ال water بيساوي جزر التربيع على X تربيع زائد Y تربيع تطلع عندى 59.8 متر هذا هو طول المبنى", "tokens": [41361, 2423, 39184, 15238, 3714, 11242, 32887, 49401, 8978, 17835, 6055, 9566, 1211, 3615, 32239, 13435, 13, 18, 44650, 2288, 23758, 31439, 1975, 43500, 5172, 45761, 9673, 3555, 1863, 7578, 6024, 48506, 5296, 28814, 1829, 7435, 18513, 23032, 12610, 25124, 3615, 45761, 8873, 264, 4641, 295, 264, 1442, 4724, 16254, 1975, 8315, 23032, 12610, 25124, 3615, 45761, 20449, 8315, 47395, 4724, 16254, 1975, 29245, 3215, 2423, 1281, 4724, 43042, 3224, 9122, 41185, 38637, 17082, 9307, 2423, 1281, 4724, 1829, 3794, 995, 45865, 10874, 11622, 2288, 16712, 2288, 21292, 3615, 15844, 1783, 6055, 2288, 21292, 3615, 30767, 16373, 3215, 398, 6055, 2288, 21292, 3615, 6055, 9566, 1211, 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\ No newline at end of file
diff --git a/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_raw.srt b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_raw.srt
new file mode 100644
index 0000000000000000000000000000000000000000..81f82ab586e9ac4f3e78619f37d83d76ce7bfcdb
--- /dev/null
+++ b/PL9fwy3NUQKwbe3-7qHxTzwr-vrQwU6Qoj/o3lmVWSGQsg_raw.srt
@@ -0,0 +1,608 @@
+1
+00:00:00,000 --> 00:00:06,380
+بالنسبة لـ section 1.6 مادة ملغى نيجي لـ 1.7
+
+2
+00:00:06,380 --> 00:00:13,520
+بعنوان coordinate system اللي هي أنظمة المحاورa
+
+3
+00:00:13,520 --> 00:00:17,820
+point on a line can be located with one coordinate
+
+4
+00:00:17,820 --> 00:00:23,380
+لو أنا عندي أنا نقطة موجودة في مكان معين بأحكي هذه
+
+5
+00:00:23,380 --> 00:00:27,420
+النقطة إلها محور واحد لو كانت عندي النقطة موجودة
+
+6
+00:00:27,420 --> 00:00:31,820
+على a plane أو a plane يعني عبارة عن مستوى
+
+7
+00:00:31,820 --> 00:00:35,060
+والمستوى هو عبارة عن محورين a point in a plane
+
+8
+00:00:35,060 --> 00:00:38,920
+with two coordinates and ممكن and a point in space
+
+9
+00:00:38,920 --> 00:00:42,630
+with three يعنيممكن أي نقطة تكون موجودة على محور
+
+10
+00:00:42,630 --> 00:00:47,190
+واحد أو تكون موجودة في مستوى على محورين أو موجودة
+
+11
+00:00:47,190 --> 00:00:52,890
+في space فراغ عبارة عن تلت محاورالـ coordinate
+
+12
+00:00:52,890 --> 00:00:57,190
+system used to specify locations in a space
+
+13
+00:00:57,190 --> 00:01:02,210
+consists of the following الآن أي في نظام المحاور
+
+14
+00:01:02,210 --> 00:01:11,390
+نظام المحاور بيستخدم موقع معين في الفراغ بتكون من
+
+15
+00:01:11,390 --> 00:01:17,150
+القاتل هذه التكوينة عبارة عن fixed reference point
+
+16
+00:01:17,150 --> 00:01:20,170
+في عندي أنا نقطة ثابتة اسمها O أو بسميها نقطة
+
+17
+00:01:20,170 --> 00:01:25,310
+الأصل originفي عندي أنا نقطة ثابتة لنقطة الأصل في
+
+18
+00:01:25,310 --> 00:01:29,250
+عندي set of specific axis axis في عندي مجموعة من
+
+19
+00:01:29,250 --> 00:01:34,510
+المحاور الأساسية أو الاتجاهات with an appropriate
+
+20
+00:01:34,510 --> 00:01:41,330
+scale and label on the axis فهذه المحاور لها تدرج
+
+21
+00:01:41,330 --> 00:01:47,270
+معين وترويس لكل محور أو اسم يوضع على المحور نفسه
+
+22
+00:01:47,760 --> 00:01:51,360
+instructions on label at point in space بعض
+
+23
+00:01:51,360 --> 00:01:57,420
+التعليمات حول النقطة المطلوبة بالنسبة لنقطة الأصل
+
+24
+00:01:57,420 --> 00:02:02,780
+بالنسبة لنقطة الأصلone convent and commonly used
+
+25
+00:02:02,780 --> 00:02:05,180
+coordinate system is the Cartesian coordinate
+
+26
+00:02:05,180 --> 00:02:11,240
+system في استخدام شائع ومناسب لنظام المحاور بسميه
+
+27
+00:02:11,240 --> 00:02:15,000
+نظام المحاور الكارتيزية أو الديكارتيية بسموه
+
+28
+00:02:15,000 --> 00:02:17,880
+Cartesian coordinate ديكارتيية أو كارتيزية
+
+29
+00:02:18,420 --> 00:02:21,420
+Sometimes called rectangular coordinates أحيانا
+
+30
+00:02:21,420 --> 00:02:27,480
+بنسمي نظام إحداثيات مستطيلة Such a system in two
+
+31
+00:02:27,480 --> 00:02:32,960
+dimensions is illustrated in figures 1.5 هذا
+
+32
+00:02:32,960 --> 00:02:39,500
+النظام اللي له بعدين موضح بالشكل 1.5 اللي هو عبارة
+
+33
+00:02:39,500 --> 00:02:47,220
+عن نقطة النقطة هذه ممثلة بالإحداثيات XYلو كان عندى
+
+34
+00:02:47,220 --> 00:02:53,380
+نقطة B إحداثياتها خمسة أو تلاتة كمان sometimes
+
+35
+00:02:53,380 --> 00:02:57,420
+it's more convenient to locate a point in space by
+
+36
+00:02:57,420 --> 00:03:01,740
+طبعا plane polar coordinate ممكن كمان أنا أحدد
+
+37
+00:03:01,740 --> 00:03:06,400
+نقطة عن طريق المحاور اللى هي plane polar
+
+38
+00:03:06,400 --> 00:03:12,400
+coordinate المحاوراللي هي المستوى القطبي اللي هي
+
+39
+00:03:12,400 --> 00:03:17,340
+عبارة عن R ممثلة بالـR و بالـθيتا الـR و الـθيتا
+
+40
+00:03:17,340 --> 00:03:20,960
+عبارة عن reference أو مرجعية على أساس أنه a point
+
+41
+00:03:20,960 --> 00:03:26,460
+is specified by distance R أنا ممكن أحدد النقطة
+
+42
+00:03:26,460 --> 00:03:31,680
+بالمسافة R يعني النقطة المراد تحديدها بتكون على
+
+43
+00:03:31,680 --> 00:03:37,590
+بعد R من نقطة الأصلWe are ممكن تمثل بـ x و y كأنها
+
+44
+00:03:37,590 --> 00:03:43,010
+في مستوى إضافة إلى أنه تحدد أيضًا بالزاوية θ و هذه
+
+45
+00:03:43,010 --> 00:03:49,950
+الزاوية عبارة عن الخط المرسوم من نقطة الأصل إلى
+
+46
+00:03:49,950 --> 00:03:58,970
+الخط المرسوم من محور x الموجب إلى هذه الزاويةيعني
+
+47
+00:03:58,970 --> 00:04:03,570
+الشكل هذا 1.5 بيمثل لنقطة P إحداثيتها خمسة أو
+
+48
+00:04:03,570 --> 00:04:08,070
+تلاتة الخمسة عبارة عن X و Y اللي هي ال X خمسة و Y
+
+49
+00:04:08,070 --> 00:04:12,450
+بالثالثة و تلاتة النقطة هذه Q إحداثيتها ناقص تلاتة
+
+50
+00:04:12,450 --> 00:04:17,430
+و أربعة موجودة في الربع التاني ال X بالسالب و ال Y
+
+51
+00:04:17,430 --> 00:04:22,590
+بالموجب هنا في الربع الأول X موجب و Y موجب الشكل
+
+52
+00:04:22,590 --> 00:04:28,450
+التاني الشكل التاني اللي هو 1.6 بيوضح ليالنقطة
+
+53
+00:04:28,450 --> 00:04:32,890
+ممثلة بـPlan Polar Coordinate اللي هي R وTheta
+
+54
+00:04:32,890 --> 00:04:36,990
+الـR هي عبارة عن الخط الواصل بين نقطة الأصل و
+
+55
+00:04:36,990 --> 00:04:41,950
+النقطة والـR ممثلة بالمحورين
+
+56
+00:04:41,950 --> 00:04:48,930
+X وY وTheta هذه عبارة عن الزاوية المحصورة بين
+
+57
+00:04:48,930 --> 00:04:52,850
+اتجاه X الموجة و اللي هي النقطة أو المتجاه R
+
+58
+00:04:58,940 --> 00:05:04,380
+Trie Geometric Review الان بالنسبة لها يعني نتذكر
+
+59
+00:05:04,380 --> 00:05:09,360
+بعض حساب المثلثات consider the right triangle لو
+
+60
+00:05:09,360 --> 00:05:14,460
+أنا فرضت في عندي أنا مثلث المثلث هذا قائم الزاوية
+
+61
+00:05:14,460 --> 00:05:19,040
+المثلث قائم الزاوية بالشكل هذا هذا طبعا الزاوية
+
+62
+00:05:19,040 --> 00:05:23,260
+حادة فهذا الاتجاه R لو نزلت أنا عمود اللي هو اتجاه
+
+63
+00:05:23,260 --> 00:05:26,180
+Y صار عندي أنا مثلث قائم الزاوية هي القائمة فهذا
+
+64
+00:05:26,180 --> 00:05:31,640
+الشكللو كان عندى انا هى الزاوية sin θ اللى هى
+
+65
+00:05:31,640 --> 00:05:38,100
+مقابل على وطر Y على R cos θ عبارة عن X على R تانى
+
+66
+00:05:38,100 --> 00:05:43,240
+الزاوية عبارة عن مقابل على مجاور هدى حساب مثلثات
+
+67
+00:05:43,240 --> 00:05:48,820
+أخدناها سابقا The basic trigeometric functions
+
+68
+00:05:48,820 --> 00:05:55,250
+define the such triangle as the follow يعنيبرضه
+
+69
+00:05:55,250 --> 00:06:01,690
+نتذكر انه sine الزاوية عبارة عن مقابل على water
+
+70
+00:06:01,690 --> 00:06:06,170
+cosine الزاوية عبارة عن مجاور على water و tan
+
+71
+00:06:06,170 --> 00:06:10,390
+الزاوية عبارة عن مقابل على مجاور كما هو موضح
+
+72
+00:06:10,390 --> 00:06:14,650
+بالشكل أول والثالث another important relationship
+
+73
+00:06:14,650 --> 00:06:20,130
+في برضه طبعا علاقة مهمة و هندرس عليها كتير و هشكر
+
+74
+00:06:20,130 --> 00:06:24,320
+عليها كتير اللي هي بيسموها نظرية FIFA golfexist
+
+75
+00:06:24,320 --> 00:06:27,720
+between the length of the side of the right
+
+76
+00:06:27,720 --> 00:06:34,100
+triangle هي تحدد العلاقة بين أطوال أضلاع القائمة
+
+77
+00:06:34,100 --> 00:06:40,620
+اللي هي الوطر تربيع بساوي X تربيع زائد Y تربيع لو
+
+78
+00:06:40,620 --> 00:06:44,560
+أنا فرضت أن عندي sign الزاوية بتساوي point 866
+
+79
+00:06:44,560 --> 00:06:49,300
+معنى الكلام أن الزاوية عشان أجيبها لازم أعمل sign
+
+80
+00:06:49,300 --> 00:06:54,200
+inverse للزاوية تطلع للزاويةSin Inverse هاي بجيبها
+
+81
+00:06:54,200 --> 00:07:00,840
+من خلال .. من خلال القالة Shift Sin بتطلع ل 60
+
+82
+00:07:00,840 --> 00:07:05,220
+درجة لو أنا بدأ أجرب مرة تانية أنه أنا أوجد Tan
+
+83
+00:07:05,220 --> 00:07:11,040
+Inverse لل point 4 معنى الكلام هتطلع لزاوية 21.8
+
+84
+00:07:11,610 --> 00:07:15,290
+لازم be sure that your calculator is a set of
+
+85
+00:07:15,290 --> 00:07:18,430
+degree لازم نتأكد أنه الآلة الحاسبة موجودة على
+
+86
+00:07:18,430 --> 00:07:22,770
+degree اللي هي درجات وليس رديان وليس بالمخضر
+
+87
+00:07:22,770 --> 00:07:26,570
+الخيار الدائري in addition the inverse tangent
+
+88
+00:07:26,570 --> 00:07:30,390
+function can return only view a value between
+
+89
+00:07:30,390 --> 00:07:36,850
+minus 90 أو زائد 90 so when an angle is in the
+
+90
+00:07:36,850 --> 00:07:43,260
+secondor third quadrant it's necessary to add 120
+
+91
+00:07:43,260 --> 00:07:46,960
+لو كان انا طلعت لزاوية معينة في الربع التاني او
+
+92
+00:07:46,960 --> 00:07:52,620
+الربع التالت فلازم احنا نضيف على الزاوية طبعا مية
+
+93
+00:07:52,620 --> 00:07:57,980
+و تمانين درجة لان احنا عندنا ارباع الربع الاول
+
+94
+00:07:57,980 --> 00:08:04,190
+بيكون ال X موجبة و ال Y موجبة و الزاوية موجبةالربع
+
+95
+00:08:04,190 --> 00:08:09,390
+التاني بيكون X سالبة و X سالبة و Y موجة بقى الربع
+
+96
+00:08:09,390 --> 00:08:17,790
+التالت X سالبة و Y سالبة طبعا مثال the Cartesian
+
+97
+00:08:17,790 --> 00:08:20,490
+coordinate of the point in the XY plane لو أنا
+
+98
+00:08:20,490 --> 00:08:24,430
+عندي إحداثيات لنقطة النقطة هي عبارة عن ال X بتساوي
+
+99
+00:08:24,430 --> 00:08:28,130
+minus تلاتة و نص و Y minus اتنين و نص إذا ال X
+
+100
+00:08:28,130 --> 00:08:31,930
+سالبة و ال Y سالبةهتكون في الرُبع التالت كما هو
+
+101
+00:08:31,930 --> 00:08:38,450
+موضح بالشكل اوجد اوجد find the polar coordinate of
+
+102
+00:08:38,450 --> 00:08:43,530
+this point B بدي اوجد ال polar coordinate بعدين
+
+103
+00:08:43,530 --> 00:08:47,410
+convert اللي هي R أو فيتا to rectangular
+
+104
+00:08:47,410 --> 00:08:52,820
+coordinate علشان احل هذا السؤالطبعا إحنا عندنا الـ
+
+105
+00:08:52,820 --> 00:08:56,660
+Cartesian coordinate القانون اللي هي الـR أو الـR
+
+106
+00:08:56,660 --> 00:08:59,620
+تربيع بتساوي X تربيع زاد Y تربيع إذا الـR بتساوي
+
+107
+00:08:59,620 --> 00:09:04,100
+جزر X تربيع زاد Y تربيع هدعى فيتا غورف جيبنا قيمة
+
+108
+00:09:04,100 --> 00:09:08,960
+الـR لإيجاد الزاوية time فيتا بتساوي Y على X فبحط
+
+109
+00:09:08,960 --> 00:09:13,820
+الـY بالإشارة تبعتها و ال X بالإشارة تبعتها طلعت
+
+110
+00:09:13,820 --> 00:09:19,510
+عند الزاوية 35.5من أين جت الزاوية من tan inverse
+
+111
+00:09:19,510 --> 00:09:25,730
+للكلام هذا طلع عندي 35.5 طبعا ال 35.5 رح أضيف إلها
+
+112
+00:09:25,730 --> 00:09:33,050
+180 علشان هذه الزاوية موجودة في الربع التالت و أنا
+
+113
+00:09:33,050 --> 00:09:37,910
+بقيس الزاوية أو ال reference line الخط المرجعية
+
+114
+00:09:37,910 --> 00:09:41,950
+الخط باعي كان بيبدأ دايما من اتجاه X الموجب فبتطلع
+
+115
+00:09:41,950 --> 00:09:46,830
+الزاوية 216 فعلا هي الزاوية في الربع التالتلإيجاد
+
+116
+00:09:46,830 --> 00:09:52,390
+ال .. البولر .. البولر طبعا ال coordinate البولر
+
+117
+00:09:52,390 --> 00:09:55,810
+to cartesian conversion عشان أحول فأنا عندي X
+
+118
+00:09:55,810 --> 00:09:59,930
+بتساوي ال R cosine ال theta و ال Y بتساوي ال R
+
+119
+00:09:59,930 --> 00:10:05,850
+sine ال theta وبالتالي تطلع عندي ال X 3.99 و ال Y
+
+120
+00:10:05,850 --> 00:10:08,690
+بتساوي 3.05
+
+121
+00:10:13,390 --> 00:10:19,390
+مثال آخر problems 1.10 a person measures the
+
+122
+00:10:19,390 --> 00:10:22,750
+height of the building by walking out a distance
+
+123
+00:10:22,750 --> 00:10:29,770
+of 46 متر from its base and shining a flash light
+
+124
+00:10:29,770 --> 00:10:34,070
+beam towards the top طبعا في عند شخص بده يقيس
+
+125
+00:10:34,070 --> 00:10:40,370
+ارتفاع مبنى هو طبعا ماشي طبعا مسافة 46 متر من
+
+126
+00:10:40,370 --> 00:10:46,590
+قاعدة المبنىو أضاء فلاش ضو فلاش أو إشعاع فلاش نحيط
+
+127
+00:10:46,590 --> 00:10:50,690
+الأعلى المبنى when the beam is elevate هذه طبعا
+
+128
+00:10:50,690 --> 00:10:55,630
+الأشعة صعدت أو وصلت أو يعني وصلت لأعلى المبنى كانت
+
+129
+00:10:55,630 --> 00:11:00,410
+ازاوية 39 درجة بالنسبة له ال horizontal the beam
+
+130
+00:11:00,410 --> 00:11:03,710
+just struck the top of the building if the flash
+
+131
+00:11:03,710 --> 00:11:07,050
+light is held at height طبعا احنا زي ما احنا
+
+132
+00:11:07,050 --> 00:11:12,330
+شايفين بالشكل هي في عند man أو رجلالرجل كان طوله
+
+133
+00:11:12,330 --> 00:11:16,510
+اتنين بالنسبة لأ الأرضية المبنى الرجل علشان يوصل
+
+134
+00:11:16,510 --> 00:11:22,290
+لأعلى المبنى أضاء طبعا light أو ضوء flash الضوء
+
+135
+00:11:22,290 --> 00:11:25,870
+هذا هيمشي لأعلى المبنى لما كانت الزاوية تسعة
+
+136
+00:11:25,870 --> 00:11:29,390
+وتلاتين درجة بالنسبة لمين لأ ال horizontal أو
+
+137
+00:11:29,390 --> 00:11:33,070
+الأفقي المسافة كانت .. المسافة الأفقية من الرجل
+
+138
+00:11:33,070 --> 00:11:38,250
+للمبنى كانت46 متر طبعا المطلوب في هذا السؤال find
+
+139
+00:11:38,250 --> 00:11:42,270
+the height of the building بدي ارتفاع المبنى علشان
+
+140
+00:11:42,270 --> 00:11:46,110
+اجيب ارتفاع المبنى طبعا انا عندي علاقة انه تاني
+
+141
+00:11:46,110 --> 00:11:51,370
+الزاوية بدها تساوي مقابل على مجاور طبعا هستخدم
+
+142
+00:11:51,370 --> 00:11:55,310
+فيثا غورث طبعا عندي انا هنا كأنها مثلث قائم
+
+143
+00:11:55,310 --> 00:12:00,000
+الزاويةفي عندي فيه ثغارت المقابل على المجاور بساوي
+
+144
+00:12:00,000 --> 00:12:03,880
+10 الزاوية الزاوية موجودة والمجاور موجود ممكن انا
+
+145
+00:12:03,880 --> 00:12:09,560
+احصل على دلع المقابل اذا تان تسعة وتلاتين بدها
+
+146
+00:12:09,560 --> 00:12:16,360
+تساوي dy على اللي هو المجاور 46 متر dy تطلع لطبعا
+
+147
+00:12:16,360 --> 00:12:21,650
+لما اضرب ضرب تبادلكان الـ 39 مضروبة في 46 تطلع لي
+
+148
+00:12:21,650 --> 00:12:28,070
+37.3 متر هذا هو ارتفاع المبنى الآن لإيجاد طول
+
+149
+00:12:28,070 --> 00:12:32,190
+الشعاع calculate the length of the light بدي انا
+
+150
+00:12:32,190 --> 00:12:36,250
+طول الشعاع معناته بدي اوجد ال water برضه كفي ثغات
+
+151
+00:12:36,250 --> 00:12:40,410
+ال water بيساوي جزر التربيع على X تربيع زائد Y
+
+152
+00:12:40,410 --> 00:12:46,710
+تربيع تطلع عندى 59.8 متر هذا هو طول المبنى
+