motorcad电机的交流绕组损耗
求问为什么在motorcad仿真的交流绕组损耗大于直流损耗了?因为很接近直流绕组损耗了,不知道合不合理。1.绕组线径1mm,集肤深度4.5mm,集肤效应应该很小;2.查了一下可能是邻近效应影响,减小绕组线径到0.9mm,交流绕组损耗确实明显减小了。左图是原损耗,右图减小了线径data:image/png;base64,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:image/png;base64,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**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**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data:image/png;base64,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本帖最后由 WEZDAH 于 2025-8-9 17:07 编辑
本论坛找RMxprt 12_用户使用手册或RMxprt5.0_用户使用手册,查看其中的常用设置和直流电机章节,讲述的很清楚。
抱歉!发错了!请版主清理掉此回复。
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