唐瑭 发表于 2021-4-26 16:29:09

【新人求助】请问下result里的L和Lnom有什么区别?

各位前辈好,我刚学习Maxwell线圈仿真,在查看结果这里,不太了解L和Lnom两个参数的区别在哪里?希望有前辈可以给我一点指点,谢谢!{:hug:}data:image/png;base64,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查看完整版本: 【新人求助】请问下result里的L和Lnom有什么区别?