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21ic问答首页 - TAG - 输出功率
  • [小白求助]关于开关电源效率的疑惑。

    在设计开关电源时,通常设定输入和输出的规格,比如输入电压375V,输出电压为15V,输出电流为20A,输出功率自然为300W,可是效率是输出功率与输入功率的比值,输入只知道输入电压,所以怎么得到效率。 是不是得用功率表对具体电源进行测量?

    开关电源 电压 输出功率 电流 输出电压 输出电流

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  • 半桥式开关电源 sos

    做了一个半桥式开关电源,满功率输出时效果很好,但当输出功率减小时变压器发热严重 48%占空比 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[/img] 10%占空比 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**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**LP/6q4qHSJRYPnqGRe+0cyW36C0TgNu3dlzo3i4uOja5UlYJZbVDoT2Yre8Vd6gklCuYr1+e/f933mz5/PD3/4Q2644QaefPJJpk+fzoUXXsiZZ57Jww8/zJlnnsnf/d3fce655/LpT3+a97znPUycOJGf/OQn***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***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[/img]

    开关 开关电源 电源 变压器 输出功率

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    广州威灵电机 铭牌上的型号是RD-310-45-8B DB31-00642C请问是什么意思,目前已知是310V直流母线电压,45W输出功率,其他不知道是什么意思,比如额定电流之类的,有大佬解答吗,万分感激

    无刷直流电机 电压 电流 直流母线 输出功率

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  • 有什么注意的事项?

    对OTL电路来说,如果要提高输出功率,可采取什么措施? 同时有什么注意的事项?

    电路 输出功率

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