这道题是不是有错误
data:image/png;base64,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最近在看夏钟定的GDT几何公差入门和提高,里面有这么一道题,我觉得应该是0.6啊,怎么答案里没有,这道题是不是有问题?
人家问的是直线度公差,不是外形尺寸总公差
Duke阳 发表于 2025-8-21 11:09
人家问的是直线度公差,不是外形尺寸总公差
按最大实体要求,公差不是要补偿吗
0.2+0.2+0.1=0.5 等高人出来讲解。 0.2 选B。 我咋感觉就是0.2呢,直线度还有公差?完了,不懂了 megafab 发表于 2025-8-21 11:31
选B。
怎么是0.4呢?
leioukupo 发表于 2025-8-21 11:17
0.2+0.2+0.1=0.5
你这个0.1哪里来的