钣金件开孔公差这样标可以吗
本帖最后由 天涯明月LSC 于 2024-7-6 10:14 编辑data:image/png;base64,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如图，在钣金件上这样标公差可以吗？
一般标注成对称公差，101.6±0.2 你标0-0.4的公差，还不如不标。 激光机切割出来的孔距±0.05的样子，差一些的也能±0.1
本帖最后由 攻城狮老李 于 2024-7-6 11:00 编辑
建议你改成101.4±0.2，激光切割一般精度±0.1之内，你那样标实际孔距101.5-101.7 你这不是孔公差，是孔中心距公差吧
一点修改的空间都没有吗，开孔只要你有图纸都好办，但没有一点自主权干着憋屈。
卢Tiger 发表于 2024-7-6 10:21
一般标注成对称公差，101.6±0.2
是标成101.4±0.2吗？不能搞整数哦，装滚筒的，得按链条节距来
尺寸画中值，标中值就好 攻城狮老李 发表于 2024-7-6 10:59
建议你改成101.4±0.2，激光切割一般精度±0.1之内，你那样标实际孔距101.5-101.7
好的，谢谢
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