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单选题 如图所示,为一自耦变压器的电路图,其铁芯上仅绕有一个线圈。把整个线圈作为原线圈,取一部分作为副线圈。原线圈接在电压恒为U的正弦交流电源上,A1,A2为理想电流表,当触头P向上移动时,以下说法正确的是()。(0.5分)<img 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" 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A、 A1读数变小
B、 A2读数变小
C、 变压器的输入功率变大
D、 变压器的输入功率不变

发布时间:2025-02-27 00:17:10
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答案:C
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