dfl 发表于 2022-11-12 14:24:01

CPK数据自动生成器,Excel版

本帖最后由 dfl 于 2022-11-14 13:00 编辑

黄色区域为待输入数据,为必填项,按F9可实时刷新数据
参考网上的模板,结合自己的使用需求,主要优化以下几点:1.样本容量修改为可变值,并且最大样本量设置为750.
2.通过宏代码复制粘贴原始数据,防止刷新后数据丢失。(点击输出数据即可)
3.输出数据时增加提示,当要输出的数据CPK值未达到设定的期望值时,提示是否继续。
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






flyerchang 发表于 2024-11-7 10:47:09

谢谢分享

delubi0693 发表于 2024-11-7 09:03:14

感谢分享

月夜Enola 发表于 2024-11-6 14:20:48

我们专业作假:lol:lol

zackrui 发表于 2024-9-18 10:02:54

谢谢分享

2211358665 发表于 2024-9-18 09:40:55

{:1_89:}

hyb99824217 发表于 2024-9-15 12:28:25

谢谢分享

z18200517535 发表于 2024-9-12 10:46:26

表格中西格玛个数设置怎么比较科学呢?

刘大棒子 发表于 2024-3-11 12:34:36

{:1_180:}{:1_180:}

wanjirico 发表于 2024-3-11 08:13:46

{:1_180:}
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