jkwjbvjwb
发表于 2021-10-6 19:10:39
学习了
zhaoyuanxing
发表于 2021-10-7 10:00:03
设计有错误,卡是正常的
wuwei2526
发表于 2021-10-16 12:33:08
关键问题在中间装无油衬套的安装孔公差太小,放大这部分的公差,装配再调试一下完全解决
平凡yjr
发表于 2021-10-17 10:26:44
四立柱必须加工精度保证,装配时要确保导向柱的平行度和垂直度
疯狂的三极管
发表于 2021-10-17 16:41:13
四立柱的话一般导向轴按照1定3浮来设计,想要四根轴都达到设计精度很困难。
果粒#稀饭
发表于 2022-2-21 10:52:43
概况改成那种剪刀式的的定位方式
awnukth
发表于 2022-2-21 11:27:52
这种机构我们也是经常用,虽然你把导向套换成直线轴承,后续你可以看下,镀铬导向柱会有划沟
WC华
发表于 2022-2-21 11:39:27
这种机构 我用过多次,精度要求高的不建意用直线轴承 。直线轴承间隙太大。
轩然红君123
发表于 2022-2-22 15:15:20
水水5 发表于 2021-1-4 21:15
大侠最近也是社区里的常客,有不少很有见地的文章。
关于导向机构,我在很多帖子里也写了很多次了。当然我 ...
受教了,讲解的很好
涯成tfy
发表于 2022-2-22 17:18:42
1.行程过大建议使用直线轴承。2.导向柱固定板可以试下图示定位方式。
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