chenmenglive 发表于 2018-4-9 19:03:28

这是怎么回事呢

本帖最后由 chenmenglive 于 2018-4-9 20:42 编辑

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有大神来帮忙解惑下吗,第一次碰到没看懂,删除面也试过


朋友1 发表于 2018-4-9 19:19:02

最好抓几个图出来啊,这样谁知道是什么来的?

bingbwang 发表于 2018-4-9 20:26:03

有图才知道到底是做哪里

chenmenglive 发表于 2018-4-9 20:43:00

bingbwang 发表于 2018-4-9 20:26
有图才知道到底是做哪里

论坛里面的截图上传不太会用,每次都要上传,我本来在描述里截了一张图的,不知道为什么没显示

chenmenglive 发表于 2018-4-9 20:43:02

bingbwang 发表于 2018-4-9 20:26
有图才知道到底是做哪里

论坛里面的截图上传不太会用,每次都要上传,我本来在描述里截了一张图的,不知道为什么没显示

chenmenglive 发表于 2018-4-9 20:43:53

朋友1 发表于 2018-4-9 19:19
最好抓几个图出来啊,这样谁知道是什么来的?

论坛这里的截图不好用,我描述里面截图了的,不知道为什么没显示出来,我附件里有文件,有兴趣可以看下

辽源 发表于 2018-4-9 21:46:27

设计公差过大或者缝合公差过大,导致面破损,实体边没有连在一起,你把体的面提出来看就知道了

chenmenglive 发表于 2018-4-12 18:36:51

辽源 发表于 2018-4-9 21:46
设计公差过大或者缝合公差过大,导致面破损,实体边没有连在一起,你把体的面提出来看就知道了

那怎么解决呢,能否修改回来,我这个是通过布尔运算得来的不是缝合的

chenmenglive 发表于 2018-4-12 18:36:53

辽源 发表于 2018-4-9 21:46
设计公差过大或者缝合公差过大,导致面破损,实体边没有连在一起,你把体的面提出来看就知道了

那怎么解决呢,能否修改回来,我这个是通过布尔运算得来的不是缝合的

chenmenglive 发表于 2018-4-12 18:36:53

辽源 发表于 2018-4-9 21:46
设计公差过大或者缝合公差过大,导致面破损,实体边没有连在一起,你把体的面提出来看就知道了

那怎么解决呢,能否修改回来,我这个是通过布尔运算得来的不是缝合的

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