solidworks 遇到问题,求助,如图
本帖最后由 互通有无 于 2020-8-12 08:16 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槽钢20b,应该在设计树下面跑到上面,怎么解决data:image/png;base64,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 焊件吗? 如何上传图片//www.szfco.com/thread-451943-1-1.html 焊件里面可以捕捉点的,草图里面有好几个点可以选择,在通过旋转可以达到你要的状态! 这问题好难,我都没看懂。 这个貌似是单独打开了一个零件,直接关闭好了,首先确认是否有20b这个零件吧 问题太难了,看不懂 顶部排序更改一下即可! 2011ayoon 发表于 2020-8-12 10:31
这个貌似是单独打开了一个零件,直接关闭好了,首先确认是否有20b这个零件吧
这个是正常的,应该在原点下面
shentu 发表于 2020-8-12 10:17
这问题好难,我都没看懂。
正常槽钢20B应该在原点下面,现在跑上面去了,而且打不开。
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