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Statistical process control (SPC) for short production run with Cauchy distribution, a case study with corrected numbers approach

机译:具有柯西分布的短期生产的统计过程控制(SPC),具有修正数字方法的案例研究

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摘要

Controlling damages in a short production run is very subtle. Because the samples for each part are small, the control charts for each part can be obscure therefore the deviation of the actual from the nominal size of each part in a unique control chart will be applied. Differences between the control limits of various deviations can generate a heavy-tailed distribution. We will discuss it with an example of Cauchy distribution as a member of this family. From Phase (I) we will propose the Corrected Numbers and these numbers will be applied in Phase (II).
机译:在短期生产中控制损害非常微妙。由于每个零件的样本很小,因此每个零件的控制图可能会模糊不清,因此将应用实际值与唯一控制图中每个零件的标称尺寸的偏差。各种偏差的控制极限之间的差异会产生重尾分布。我们将以柯西家族的成员身份讨论该家族的一个例子。从阶段(I)开始,我们将提出更正的编号,并且这些编号将在阶段(II)中应用。

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