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Консультация № 179425
07.07.2010, 13:46
0.00 руб.
0
2
1
Здравствуйте,
Максимальное напряжение в колебательном контуре, состоящем из катушки индуктивностью L = 5 мкГ и конденсатора емкостью С = 13330 пФ, равно U0 = 1,2 В. Сопротивление ничтожно мало. Определить: а) действующее значение тока в контуре; б) максимальное значение магнитного потока, если число витков катушки n = 28
Максимальное напряжение в колебательном контуре, состоящем из катушки индуктивностью L = 5 мкГ и конденсатора емкостью С = 13330 пФ, равно U0 = 1,2 В. Сопротивление ничтожно мало. Определить: а) действующее значение тока в контуре; б) максимальное значение магнитного потока, если число витков катушки n = 28
Обсуждение
11.07.2010, 10:57
общий
это ответ
Здравствуйте, noobjkee.
Для нахождения действующего значения тока Iд воспользуемся тем, что оно связано с максимальным значением тока I0 соотношением
Iд = I0/√2 = U0√[C/(2L)]. А для нахождения максимально магнитного потока можно воспользоваться формулой LI0 = Фn, откуда Ф = LI0/n =
= U0√(CL)/n.
После подстановки численных значений получаем
Iд = 1,2 ∙ √[13330 ∙ 10-12/(2 ∙ 5 ∙ 10-6)] ≈ 0,044 (А),
Ф = 1,2 ∙ √(13330 ∙ 10-12 ∙ 5 ∙ 10-6)/28 ≈ 1,1 ∙ 10-8 (Вб).
С уважением.
Для нахождения действующего значения тока Iд воспользуемся тем, что оно связано с максимальным значением тока I0 соотношением
Iд = I0/√2 = U0√[C/(2L)]. А для нахождения максимально магнитного потока можно воспользоваться формулой LI0 = Фn, откуда Ф = LI0/n =
= U0√(CL)/n.
После подстановки численных значений получаем
Iд = 1,2 ∙ √[13330 ∙ 10-12/(2 ∙ 5 ∙ 10-6)] ≈ 0,044 (А),
Ф = 1,2 ∙ √(13330 ∙ 10-12 ∙ 5 ∙ 10-6)/28 ≈ 1,1 ∙ 10-8 (Вб).
С уважением.
5
Об авторе:
Facta loquuntur.
Facta loquuntur.
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