Shewhart control charts – A simple but not easy tool for data analysis

V. Shper, S. A. Sheremetyeva, V. Smelov, E. I. Khunuzidi
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Abstract

Shewhart control charts (ShCCs) are a powerful and technically simple tool for process variability analysis. However, simultaneously, they cannot be fully algorithmized and require deep process knowledge together with additional data analysis. ShCCs are well known, though, and the number of papers is great, as well as standards on ShCCs work in most countries, there are some serious obstacles for their effective application which are not being discussed in either educational or scientific literature. Just these problems are being considered in this paper. We analyzed two sides of standard assumption about data normality. First, we discuss the widely-spread misconception that measurement data are always distribu­ted according Gauss law. Then, it is shown how the deviation from normality may impact the method of ShCCs’ constructing and interpreting. Using a specific process data, we debate on right and wrong ways to build ShCC. Further, the paper describes two new definitions of assignable causes of variation: not changing (I-type) and changing (X-type) the system. At the end, we discuss how the work with ShCCs should be organized effectively. It is outlined that creating and analyzing ShCCs is always a system question of interaction between the process and the person who tries to improve this process.
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Shewhart 控制图 - 一种简单但不容易使用的数据分析工具
Shewhart 控制图(ShCC)是一种功能强大、技术简单的工艺变异性分析工具。但同时,它们不能完全算法化,需要深厚的工艺知识和额外的数据分析。尽管 ShCC 已广为人知,论文数量也很多,而且大多数国家都制定了 ShCC 的工作标准,但其有效应用仍存在一些严重障碍,而这些障碍在教育或科学文献中都没有得到讨论。本文所探讨的正是这些问题。我们分析了数据正态性标准假设的两个方面。首先,我们讨论了广泛流传的误解,即测量数据总是按照高斯定律分布。然后,我们说明了正态性的偏差会如何影响 ShCC 的构建和解释方法。通过一个具体的过程数据,我们讨论了构建 ShCC 的正确和错误方法。此外,本文还描述了两种可分配变异原因的新定义:不改变系统(I 型)和改变系统(X 型)。最后,我们讨论了如何有效组织 ShCC 工作。本文概述了创建和分析 ShCC 始终是流程与试图改进该流程的人员之间互动的系统问题。
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