yaomenghi 发表于 2022-3-9 13:32:41

机床精度检测中的一些问题

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
对于a)来说,怎么保证方尺平面是水平的?用千分表分别在两点测量,保证两边千分表读书都是0,可以认为它是水平的,如果一端是0,另一端不是,那么该如何调整(通常为几u)?
对于b)来说是同样的问题,怎么使被侧面和X轴平行?怎么调节?

远祥 发表于 2022-3-10 16:51:30

有没有图片来详细的说明问题?
页: [1]
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