问答

测试金升阳5V转5v电源隔离芯片，按照规格书使用下面电路测试。空载时，输入5.009V，输出5.296V；半载时，输入被下拉为4.86V，输出4.927V；满载时，输入被下拉为4.673V，输出4.462V。 Cin和Cout都用一个0.1uf和10uf电容并联，求各位指导一下，这种原因是什么导致的[img]data:image/png;base64,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**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**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**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[/img]