DC to DC converter 180MHz或其倍频超标
我们产品有一个DC to DC converter,其switching frequency是180MHz,测试时发现180MHz或倍频超标,由于本身机构做的不是很好,现在很难改动,请教大家关于电路方面有什么建议?本人认为电路图上并联电容值不是很合适,应该为100pf和1000pf并联。下为电路图。data:image/png;base64,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 电路图 没用的 switching frequency是180MHz?——开关频率180M,这么大;这种我建议你输入输出加强滤波,电容并联个1000PF的,另外电源线也要加电感或者磁珠。 这个功率是不是很大啊,180m的工作频率,开关器件的管脚加磁珠搞搞呢 桃花岛主 发表于 2016-7-5 08:52
switching frequency是180MHz?——开关频率180M,这么大;
这种我建议你输入输出加强滤波,电容并联个1 ...
恩 多谢建议:D最近赶进度 其它部门先测试 等以后有结果 我再贴上来
zzbsfere 发表于 2016-7-5 10:04
这个功率是不是很大啊,180m的工作频率,开关器件的管脚加磁珠搞搞呢
:D功率是0.4w
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