一刀2017 发表于 2021-9-8 15:16:15

孔组均布怎么检测位置?

各位老师,孔组均布(EQS)检测孔位置时,孔组角度检测时,角度公差怎么定,按照未注公差标准,又太小?data:image/png;base64,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

455090392 发表于 2021-9-8 15:45:00

用位置度检具检测快速方便

做钢的 发表于 2021-9-8 16:23:40

楼主问的前后矛盾,一方面问检测,另一方面又问如何定公差,定公差那不是设计该考虑的事吗,你质检的吗。

魍者归来 发表于 2021-9-8 16:28:27

如果你是设计,那就按需求定公差;如果你是检测,图纸怎么要求的就怎么检测。

一刀2017 发表于 2021-9-8 18:01:56

客户图纸标注的就是均布,其他也没有了,均布是限制孔的角度方向的尺寸,如果这样的话,按照什么角度检测,有的图纸也会直接标注EQS,

一刀2017 发表于 2021-9-8 18:02:37

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

一刀2017 发表于 2021-9-8 18:04:10


晓昀 发表于 2021-9-8 18:58:50

角度公差根据安装要求和标准去选择。

远祥 发表于 2021-9-9 17:46:37

按未注公差等级来标注。
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查看完整版本: 孔组均布怎么检测位置?