陌路相逢 发表于 2023-5-9 16:22

永磁游标电机

想问一下内置式永磁游标电机定转子极对数比值为5的情况下的转矩脉动为什么这么高,也试了定转子极对数比值大于5与与小于5的,转矩脉动都比较低。所以来问问求教!
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**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**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**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**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**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

lizhen2979371 发表于 2023-5-10 09:24

看看磁密分布吧            

hqd123654 发表于 2023-6-17 11:28

做了二台游标电机,电机运转正常,可惜没能达到理想的省材料状态,不知是不是和控制器有关
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