求测量系统分析公式详解
在测量系统分析方法二中,U是代表什么意思?data:image/png;base64,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
:):):):) 贴个图上来 过程可以接受: %R&R = (2∙U / Tol) ∙100% ≤ 15%
{:1_88:} 论坛找找有的 看不懂 :) 你最好贴上图片 这样大家也知道你说的是什么 yishaoxing 发表于 2017-11-3 08:18
过程可以接受: %R&R = (2∙U / Tol) ∙100% ≤ 15%
手册里的公式不是这样的吧...
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