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请大佬们帮忙看看,这个电源为什么带不了载 赏200家园币
想做一个隔离反激电源,输出为+15V和-8V,电源芯片为TI的LM25183,变压器厂家给的变压器是正激的,如图。然后我将初级侧反接了,最终能够得到输出,但是带不了载,一加负载输出电压就掉得厉害。电源芯片Vds和变压器15脚的波形如图,请大佬帮忙分析一下,万分感谢!黄色为Vds,蓝色为变压器输出。 [img]data:image/png;base64,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***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**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[/img]
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