sl-silly 发表于 2024-7-11 11:21:02

校核材料的绝缘性能

各位大佬上午好:
      小弟设计一个带电铜线圈,需要与外罩做绝缘处理,但是位置紧凑,现在只放了1mm的绝缘片,材料是聚氨酯,怎么去算这个绝缘片的击穿电压,校核这个厚度或者说这个材料顶不顶的住?
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

攻城狮老李 发表于 2024-7-11 15:16:44

线圈的最高电压≤聚氨酯介电强度kV/mm×厚度

东海fyh126 发表于 2024-7-11 15:19:49

不应该用聚氨酯,应该用复合绝缘纸,而且要看绝缘等级。

z65668396 发表于 2024-7-12 08:49:36

用Sabic的绝缘膜,有PC、PBT、PET,厚度的话,在网上找规格书查介电强度去算

hanmingle2007 发表于 2024-7-12 09:16:00

    其实还有个更好的办法,就是联系绝缘材料的供应商技术人员,直接提要求,间隙1mm,我要达到两者之间多少伏电压,持续多长时间不击穿。
    看对方推荐哪几款材料,然后寄样品,收到样品,你可以实际装配试验几次,看是否满足要求,然后综合选取性价比好的那款。
    这种办法可以通用到其他选型选材难题,供应商相对更专业,提供的方案也更适配,毕竟各行如隔山,没法做到通才,通过供应商给的方案
再针对性的查资料,做对比,更会有的放矢。
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