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Консультация № 194186
15.12.2018, 15:20
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Уважаемые эксперты! Пожалуйста, ответьте на вопрос:
Чему равна длина электромагнитной волны , соответствующая
собственной частоте колебательного контура, состоящего из катушки
индуктивностью L = 0,4 Гн и конденсатора емкостью С = 10 –8 Ф?
Чему равна длина электромагнитной волны , соответствующая
собственной частоте колебательного контура, состоящего из катушки
индуктивностью L = 0,4 Гн и конденсатора емкостью С = 10 –8 Ф?
Обсуждение
16.12.2018, 12:11
общий
это ответ
Здравствуйте, lenocvol!
Собственная (резонанстная) частота колебательного контура, состоящего из катушки индуктивностью L = 0,4 Гн и конденсатора емкостью С = 10-8 Ф , вычисляется по формуле
f = 1 / (2 [$960$] * Корень(L*C)) (см Электромагнитные колебания.ЕГЭ ege-study.ru/ru/ege/materialy/fizika/elektromagnitnye-kolebaniya )
Длину волны ( ru.wikipedia.org/wiki/Длина_волны ) вычислим, как
[$955$] = с / f , где c = 299 792 458 м/с - скорость света в вакууме или в воздухе .
Вычисление в программе Маткад ru.wikipedia.org/wiki/Mathcad страхует от ошибок.
Ответ : длина электромагнитной волны = 119 км (контур - низко-частотный).
Собственная (резонанстная) частота колебательного контура, состоящего из катушки индуктивностью L = 0,4 Гн и конденсатора емкостью С = 10-8 Ф , вычисляется по формуле
f = 1 / (2 [$960$] * Корень(L*C)) (см Электромагнитные колебания.ЕГЭ ege-study.ru/ru/ege/materialy/fizika/elektromagnitnye-kolebaniya )
Длину волны ( ru.wikipedia.org/wiki/Длина_волны ) вычислим, как
[$955$] = с / f , где c = 299 792 458 м/с - скорость света в вакууме или в воздухе .
Вычисление в программе Маткад ru.wikipedia.org/wiki/Mathcad страхует от ошибок.
Ответ : длина электромагнитной волны = 119 км (контур - низко-частотный).
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