shinjizu 发表于 2019-6-28 14:11

电磁制动器仿真

电磁制动器仿真,衔铁运动域band老是出问题。仿真时error in mesh mapping on band,之前说运动域设置不对,后来把衔铁都包裹进去后,还是出现这个问题,不知道什么原因,是不是因为band 下表面碰到了磁轭啊

shinjizu 发表于 2019-6-28 14:16

C:\Users\Administrator\Desktop

shinjizu 发表于 2019-6-28 14:18

C:\Users\Administrator\Desktop\1561702671(1).png

shinjizu 发表于 2019-6-28 14:19

仿真图是这样的,求大神

欧阳庆 发表于 2019-6-28 14:55

你的图贴到哪里去了?根本没有图

shinjizu 发表于 2019-6-28 15:01

图在这个文档里面

shinjizu 发表于 2019-6-28 15:02

图怎么贴啊,我输入了图片位置不对啊

欧阳庆 发表于 2019-6-28 15:25

在回复里点右上角“高级模式”下,插入图片文字等发出就行了

shinjizu 发表于 2019-6-28 19:48

欧阳庆 发表于 2019-6-28 15:25
在回复里点右上角“高级模式”下,插入图片文字等发出就行了


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**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**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**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

shinjizu 发表于 2019-6-28 19:50

欧阳庆 发表于 2019-6-28 15:25
在回复里点右上角“高级模式”下,插入图片文字等发出就行了


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**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**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**Xx+FuXOtgm9r049WW4TumCvh0jZlXtfhXkdR+Chq78Aedc3UNkre92g4X/jhvt9HSR0llnlS5bM5m99k3KFfBbWKef/NbHbc6dKpD9XatVDuXnO2R/rNDjrqWJVZm/TPOdMeNfH7Z/myUfmJSTnk3NGB0UDuhWqovQQ1aaSu8l03Oy4ge/kfvbZHSJnR9bHWC5DklntKxkua/kVKZTLfuJbmbCM3k2LywkLqNxqCz8HKmVENpvjrzOUA5oEV3p6jSsqywoU6/UVbuubm76esVZwq79mzRLxhSVrPX3dskJy9za96hCeJhkLXnwCWg7tgZ3/9luOD1/Y69nzzv**CinMoeCK3ZdZZcShw+f8nifvfcgaBe790fqkdxqC9/uRa/MRDF+K5he4atsY0x1ZD0qwy8WKVmY1R1ideWrP3V91FVplKusVY/wX84SaQP7f++9nxR5uy0d5/wi/OpYsU+HBNdxtW0rub29SnTOiNKVcnssdQipb7dDGOfMsQ5ylJYiWTZZzhnfmWuf1489thVuv/1qltINUFpvX2f//qNw9Kj8Qpe1zB2njlt/FapQ6VFCr4evCbzmmks8bJEQV67eXjmg0jLDdwzLnQs5jThfduzYo31cQ60L+J5**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**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**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

duan518518 发表于 2019-7-17 13:19

欧阳庆 发表于 2019-6-28 15:25
在回复里点右上角“高级模式”下,插入图片文字等发出就行了

请教总工程师一个问题:电磁制动器仿真运动设置,damping和loadforceru如何设置填写,比如电磁制动器0.5mm间隙弹簧力5000N,弹力系数1542N/mm,假定现在衔铁位置0.5mm间隙,向下吸合到0.01mm,请问damping和loadforce如何填写。

欧阳庆 发表于 2019-7-17 16:24

这就是几个力的合力来计算电磁铁能产生多大吸力了。 知道弹簧力5000N是已知的,那么动铁移动x距离就是1542*xN,它是否和已知的5000N一致?这就需要你去判断了,另外负载力作为负载,和电磁铁应该相反,可以直接加到motionsetup中去的。或你自己画个简图,分析一下再来设置也行。
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