numb701 发表于 2024-11-28 21:38:04

轴承使用问题

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如图,红框部分需要加入轴承带动灰色部分转动,无驱动(手动翻转),请问如何设计,用什么类型轴承

numb701 发表于 2024-11-29 08:42:12

老哥们图片在这

numb701 发表于 2024-11-29 10:36:42

类似于这种机构,红色部分的转动是如何实现的,如果加的是轴承的话是怎么加的呢,加轴承需要精加工此零件,有无简单的实现方法,刚毕业啥也不懂,虚心求教:'(

majingfeng 发表于 2024-11-28 22:01:28

无图

学渣渣 发表于 2024-11-28 23:19:09

majingfeng 发表于 2024-11-28 22:01
无图

无真相

Benson_Gu 发表于 2024-11-29 07:56:34

如图,这样设计:lol

cangzhoumj 发表于 2024-11-29 08:02:53

开玩笑吧

jinshenxiaohuo 发表于 2024-11-29 08:11:03

红框好白啊

mycedar 发表于 2024-11-29 08:11:27

这样可以的

numb701 发表于 2024-11-29 08:22:48

稍等老哥们,我也不知道图哪里去了,等我操作

vare 发表于 2024-11-29 08:32:00

没有图片
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