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LC串联谐振,望关注

我想仿真一下LC谐振现象,我应用了PSIM和MATLAB进行仿真,得出了不同的结果,而且和我计算的结果也不一样。

直流电源20V,电感120uH,电容3nF,下面是两个软件的仿真结果:

data:image/png;base64,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</div> 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