社区活动 技术论坛 冲压件面轮廓度后面加U
冲压件面轮廓度后面加U
2015-07-17 15:21 177 0 4
[img]data:image/jpeg;base64,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[/img]各位大神,如左图所示,冲压件面轮廓度后面加U,是不是满足了轮廓度20.5+0.4就满足不了啊?
我要回复

登陆后才能评论

登录
所有回贴(4)
[img]data:image/jpeg;base64,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[/img]各位大神,如左图所示,冲压件面轮廓度后面加U,是不是满足了轮廓度20.5+0.4就满足不了啊?
2015-07-17 15:21
回复
取消
提交
这是偏向公差的意思
2015-07-17 17:02
回复
取消
提交
[b]回复 [url=http://bbs.hexagonmetrology.com.cn/showtopic.aspx?topicid=16147&postid=131000#131000]2楼[color=Olive]eugene[/color]的帖子[/url][/b] 对于孔是向内偏还是向外偏呢?
2015-07-18 08:44
回复
取消
提交
应该是向里吧,正应该是材料多了
2015-12-10 20:39
回复
取消
提交
在线咨询
关注我们

海克斯康制造智能

电话咨询
400-6580-400

热线电话(工作时间8:30-17:30)

关注我们 电话咨询 在线咨询

海克斯康制造智能