小弟问一下:如何在ansoft里面进行变参数设置
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**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**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
如何进行变参数设置, 如果进行变参数设置,那初始永磁铁厚度设置为啥。
可以直接参数磁钢厚度,在opimetrics里面设置步长和范围,初始值可以设置为43mm就可以 swaint 发表于 2016-11-2 11:15
可以直接参数磁钢厚度,在opimetrics里面设置步长和范围,初始值可以设置为43mm就可以
我的疑惑主要是变量不知道如何定义,磁钢厚度如何设置,我可以加一下您的qq号吗 我qq1798128839
xiaoxiaoer 发表于 2016-11-2 11:34
我的疑惑主要是变量不知道如何定义,磁钢厚度如何设置,我可以加一下您的qq号吗 我qq1798128839
这个首先是不是得参数化建模 在内径处输入L1,然后输入一个确定的值,在design properties里添加变量和步长就可以了 lizhi 发表于 2016-11-2 13:35
在内径处输入L1,然后输入一个确定的值,在design properties里添加变量和步长就可以了
大哥 内插式转子模型和环扇形永磁极模型在RMxptrt里面的模型英文名称是啥
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