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Консультация № 175275
15.12.2009, 00:01
0.00 руб.
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2
1
Помогите решить задачку.
Рассчитайте диэлектрическую проницаемость материала, если ёмкость образца из него диаметром 50 мм составляет 90 пФ, толщина образца 1 мм. Рассчитать его тангенс угла диэлектрических потерь, если его проводимость при 1 кГц составляет 1 мкСм (микросименс)
Рассчитайте диэлектрическую проницаемость материала, если ёмкость образца из него диаметром 50 мм составляет 90 пФ, толщина образца 1 мм. Рассчитать его тангенс угла диэлектрических потерь, если его проводимость при 1 кГц составляет 1 мкСм (микросименс)
Обсуждение
Неизвестный
15.12.2009, 16:31
общий
это ответ
Здравствуйте, Snegovik.
Диэлектрическая проницаемость находится по формуле:
C * d
ε = --------------- , где С - ёмкость (пФ), d - толщина материала, точнее расстояние между пластинами конденсатора (см), А -площадь (см^2)
0,0885 * A
ε = 5,2;
Тангенс угла диэлектрических потерь равен:
tgδ = 2π * f*R*C* 10^-6 , где f – частота (Гц), R – эквивалентное последовательное сопротивление(Ом) величина обратная проводимости, С – емкость (мкФ).
tgδ = 5,65*10^-7
Диэлектрическая проницаемость находится по формуле:
C * d
ε = --------------- , где С - ёмкость (пФ), d - толщина материала, точнее расстояние между пластинами конденсатора (см), А -площадь (см^2)
0,0885 * A
ε = 5,2;
Тангенс угла диэлектрических потерь равен:
tgδ = 2π * f*R*C* 10^-6 , где f – частота (Гц), R – эквивалентное последовательное сопротивление(Ом) величина обратная проводимости, С – емкость (мкФ).
tgδ = 5,65*10^-7
5
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