位置度怎么理解
本帖最后由 曼巴男人 于 2024-8-21 08:53 编辑这种整个面标注位置度怎么理解,和轮廓度是一样的意思?
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
这个可以理解为平行度
这个是不是符号写错了,一般标注平行的多,没见过这么标注的。 平面标注位置度也是个人才 只能理解为手滑选错了符号。:lol 不是非得理解;P 直接问设计人员或者甲方吧 https://www.doc88.com/p-28861204391076.html
GBT 1182里面80页是有平表面的位置度,但是感觉一般用在斜面,如果两个是平行的面,用平行度比较好 trongtrongtrong 发表于 2024-8-21 13:53
https://www.doc88.com/p-28861204391076.html
GBT 1182里面80页是有平表面的位置度,但是感觉一般用在斜 ...
厉害,学习了
我觉得可以理解为既控制了两个平面之间的尺寸公差也控制了两个平面之间的平行度公差。
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