ljs6to23 发表于 2024-11-19 11:34:55

duduxiaozi32 发表于 2019-8-14 15:12
做了两个受力分析模拟,楼主可以看一下。结构尺寸我自己随便画的,没有按照楼主的模型尺寸。
分别使用楼主 ...

楼主你好 我做出来的为什么不一样跟你的,方便加个好友探讨一下吗
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

cangzhoumj 发表于 2024-11-19 13:05:51

和位置有干系

ljs6to23 发表于 2024-11-19 13:35:54

duduxiaozi32 发表于 2019-8-14 15:12
做了两个受力分析模拟,楼主可以看一下。结构尺寸我自己随便画的,没有按照楼主的模型尺寸。
分别使用楼主 ...

差在那了

ZZ308788421 发表于 2024-11-22 09:02:16

duduxiaozi32 发表于 2019-8-14 15:12
做了两个受力分析模拟,楼主可以看一下。结构尺寸我自己随便画的,没有按照楼主的模型尺寸。
分别使用楼主 ...

哇。想学一下受力分析

ZZ308788421 发表于 2024-11-22 11:02:58

duduxiaozi32 发表于 2019-8-14 16:39
就是大家常用的solidworks,最好的运动学分析软件是adams,但是平时不怎么用也没装,solidworks motion就 ...

求指教
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查看完整版本: 剪刀式升降机被我搞砸了