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Консультация № 179636
30.07.2010, 15:16
0.00 руб.
0
1
1
Добрый день уважаемые эксперты,
Плоская круглая пластинка радиусом r=10 см находится в воде ([$958$]=81) на некотором расстоянии от бесконечной равномерно заряженной ([$963$]=2 мкКл/м2) плоскости. Плоскость пластины составляет угол [$946$]=30[$186$] с линиями поля. Найти поток вектора напряженности через эту пластинку
Плоская круглая пластинка радиусом r=10 см находится в воде ([$958$]=81) на некотором расстоянии от бесконечной равномерно заряженной ([$963$]=2 мкКл/м2) плоскости. Плоскость пластины составляет угол [$946$]=30[$186$] с линиями поля. Найти поток вектора напряженности через эту пластинку
Обсуждение
31.07.2010, 08:47
общий
это ответ
Здравствуйте, max123.
Напряженность E поля, создаваемого равномерно заряженной бесконечной плоскостью в воде, находится по формуле E = σ/(2εε0). Перпендикулярно к линиям поля находится площадь, равная S = πr2sin β. Поэтому искомый поток вектора напряженности равен Ф = ES = πσr2sin β/(2εε0), что после подстановки численных значений величин дает
Ф = π ∙ 2 ∙ 10-6 ∙ (0,1)2 ∙ sin 30°/(2 ∙ 81 ∙ 8,85 ∙ 10-12) ≈ 21,9 (В ∙ м).
С уважением.
Напряженность E поля, создаваемого равномерно заряженной бесконечной плоскостью в воде, находится по формуле E = σ/(2εε0). Перпендикулярно к линиям поля находится площадь, равная S = πr2sin β. Поэтому искомый поток вектора напряженности равен Ф = ES = πσr2sin β/(2εε0), что после подстановки численных значений величин дает
Ф = π ∙ 2 ∙ 10-6 ∙ (0,1)2 ∙ sin 30°/(2 ∙ 81 ∙ 8,85 ∙ 10-12) ≈ 21,9 (В ∙ м).
С уважением.
5
Об авторе:
Facta loquuntur.
Facta loquuntur.
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