Cho sơ đồ chỉnh lưu 1 pha 2 nửa chu kỳ hình tia nửa chu kỳ dùng diode như vẽ. Điện áp xoay chiều phía thứ cấp MBA là viac = 220\[\sqrt 2 \]sin100πt (V). Điện áp ngược lớn nhất mà diode phải chịu là: (B)
![Cho sơ đồ chỉnh lưu 1 pha 2 nửa chu kỳ hình tia nửa chu kỳ dùng diode như vẽ. Điện áp xoay chiều phía thứ cấp MBA là viac = 220\[\sqrt 2 \]sin100πt (V). Điện áp ngược lớn nhất mà diode phải c (ảnh 1)](data:image/png;base64,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)
Trả lời:
Đáp án đúng: B
Điện áp ngược lớn nhất mà diode phải chịu bằng điện áp đỉnh của điện áp xoay chiều phía thứ cấp MBA.
Điện áp đỉnh: V_peak = 220\*sqrt(2) = 311.12 V.
Vì sơ đồ chỉnh lưu 1 pha 2 nửa chu kỳ hình tia nửa chu kỳ dùng diode, mỗi diode chỉ dẫn điện trong một nửa chu kỳ, điện áp ngược lớn nhất mà mỗi diode phải chịu là điện áp đỉnh của điện áp xoay chiều, tức là 311.12V.
Tuy nhiên, do cách mắc mạch, điện áp ngược lớn nhất mà diode phải chịu là gấp đôi điện áp đỉnh, do đó:
Điện áp ngược lớn nhất = 2 * 311.12 V = 622.25 V