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Консультация № 198306
19.04.2020, 19:03
0.00 руб.
23.04.2020, 13:13
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Здравствуйте! Прошу помощи в следующем вопросе: срсп 4 задачи.можете посмотреть и ответить. 4 вариант взде.спасибо
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Читайте Правила Портала "Как правильно задавать вопросы?" Ссылка >>
Например : Задача N6 : В цепи переменного тока частотой 50 Гц известны Uc, L, C, R1 и R2 . Рассчитать напряжение на каждом элементе схемы, ток и общее напряжение. Построить топографическую векторную диаграмму.
Uc = 25В , L = 5 мГн , C = 2000 мкФ , R1 = 3 Ом, R2 = 4 Ом .
Схему прилагаю.
Ваш Вопрос должен содержать суть в виде текста. Никаких Word-docx - оболочек! Картинку полезно прикрепить т-ко как доп-инфо для эл-схем, формул, греческих букв… Каждую задачу надо разместить в отдельной Консультации.
Читайте Правила Портала "Как правильно задавать вопросы?" Ссылка >>
Например : Задача N6 : В цепи переменного тока частотой 50 Гц известны Uc, L, C, R1 и R2 . Рассчитать напряжение на каждом элементе схемы, ток и общее напряжение. Построить топографическую векторную диаграмму.
Uc = 25В , L = 5 мГн , C = 2000 мкФ , R1 = 3 Ом, R2 = 4 Ом .
Схему прилагаю.
Прикрепленные файлы:
Обсуждение
23.04.2020, 10:28
общий
это ответ
Здравствуйте, yelaman.zarlykhanov!
Дано: Частота f=50 Гц, Элементы электро-схемы Uc = 25 В , L = 5 мГн , C = 2000 мкФ , R1 = 3 Ом, R2 = 4 Ом .
Рассчитать напряжение на каждом элементе схемы, ток и общее напряжение. Построить топографическую векторную диаграмму.
Решение : Угловая частота [$969$] = 2·[$960$]·f = 314 рад/с .
Ёмкостное сопротивление конденсатора Xc = 1 / ([$969$]·C) = 1,6 Ом .
Из закона Ома для ёмкости Uc = -j·I·Xc
вычисляем электро-ток ч-з конденсатор и прочие элементы I = U / (-j·Xc) = 16j А .
Тут j - мнимая единица, означающая, что ток ч-з конденсатор опережает его напряжение на 90°.
UL = I·j·[$969$]·L = -24,7 Вольт. Напряжение на катушке противо-фазно напряжению на конденсаторе.
U1 = I·R1 = 47j Вольт. U2 = I·R2 = 63j Вольт.
U = UL + U1 + Uc + U2 = 110j Вольт.
Топографическую векторную диаграмму прилагаю ниже.
Ответ : Ток в цепи равен 16j А , Общее напряжение равно 0,3 + 110j Вольт (оба опережают напряжение Uc на 90°).
см учебно-методические статьи "Закон Ома простым языком" Ссылка1 ,
Топографическая диаграмма poznayka.org/s2142t1.html
Дано: Частота f=50 Гц, Элементы электро-схемы Uc = 25 В , L = 5 мГн , C = 2000 мкФ , R1 = 3 Ом, R2 = 4 Ом .
Рассчитать напряжение на каждом элементе схемы, ток и общее напряжение. Построить топографическую векторную диаграмму.
Решение : Угловая частота [$969$] = 2·[$960$]·f = 314 рад/с .
Ёмкостное сопротивление конденсатора Xc = 1 / ([$969$]·C) = 1,6 Ом .
Из закона Ома для ёмкости Uc = -j·I·Xc
вычисляем электро-ток ч-з конденсатор и прочие элементы I = U / (-j·Xc) = 16j А .
Тут j - мнимая единица, означающая, что ток ч-з конденсатор опережает его напряжение на 90°.
UL = I·j·[$969$]·L = -24,7 Вольт. Напряжение на катушке противо-фазно напряжению на конденсаторе.
U1 = I·R1 = 47j Вольт. U2 = I·R2 = 63j Вольт.
U = UL + U1 + Uc + U2 = 110j Вольт.
Топографическую векторную диаграмму прилагаю ниже.
Ответ : Ток в цепи равен 16j А , Общее напряжение равно 0,3 + 110j Вольт (оба опережают напряжение Uc на 90°).
см учебно-методические статьи "Закон Ома простым языком" Ссылка1 ,
Топографическая диаграмма poznayka.org/s2142t1.html
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