Cho sơ đồ chỉnh lưu cầu 1 pha dùng diode như hình vẽ. Điện áp xoay chiều phía thứ cấp MBA là viac = 220\[\sqrt 2 \]sin100πt (V). Dòng điện chỉnh lưu trung bình qua tải thuần trở là 2,41A. Giá trị điện trở tải là: (C)
![Cho sơ đồ chỉnh lưu cầu 1 pha dùng diode như hình vẽ. Điện áp xoay chiều phía thứ cấp MBA là viac = 220\[\sqrt 2 \]sin100πt (V). Dòng điện chỉnh lưu trung bình qua tải thuần trở là 2,41A. Giá (ảnh 1)](data:image/png;base64,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)
Trả lời:
Đáp án đúng: C
Điện áp chỉnh lưu trung bình: Ud = 2*Umax/pi = 2*220*\sqrt{2}/pi = 198 (V)
Điện trở tải: R = Ud/Id = 198/2.41 = 82 (Ω)





