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). Tải trở thuần R = 200Ω, Nhiệt lượng trung bình tỏa ra trên tải trong một chu kỳ là: (A)
![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). Tải trở thuần R = 200Ω, Nhiệt lượng tr (ảnh 1)](data:image/png;base64,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)
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). Tải trở thuần R = 200Ω, Nhiệt lượng trung bình tỏa ra trên tải trong một chu kỳ là: (A)
Trả lời:
Đáp án đúng: A
Điện áp hiệu dụng: \(V_{rms} = 220V\)
Vì là chỉnh lưu nửa chu kỳ nên điện áp trên tải chỉ xuất hiện trong một nửa chu kỳ. Do đó, công suất trung bình trên tải là:
\(P_{avg} = \frac{V_{rms}^2}{R} \cdot \frac{1}{2} = \frac{220^2}{200} \cdot \frac{1}{2} = 121W\)
Nhiệt lượng trung bình tỏa ra trên tải trong một chu kỳ là:
\(Q = P_{avg} \cdot T = P_{avg} \cdot \frac{1}{f} = 121 \cdot \frac{1}{50} = 2.42J\)
Tuy nhiên, không có đáp án nào trùng với kết quả tính toán. Có lẽ đề bài hoặc các đáp án có sai sót. Nếu đề bài đúng, thì đáp án gần đúng nhất là C. Tuy nhiên, cần lưu ý rằng đáp án này không chính xác.





