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Controlling-dependent process steps using variable sample size control charts

机译:使用可变样本量控制图来控制依赖于过程的步骤

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The article considers the variable process control scheme for two dependent process steps. We construct variable sample size (VSS) Z{sub}(X{top}-) and Z{sub}(e{top}-) control charts to effectively monitor the quality variable produced by the first process step and the quality variable produced by the second process step 2, respectively. The performance of the proposed VSS control charts is measured by the adjusted average time to signal (AATS) using a Markov chain approach. An example of producing cotton yarn system shows the application and performance of the proposed VSS Z{sub}(X{top}-) and Z{sub}(e{top}-) control charts in detecting shifts in process mean. Furthermore, the performance of the VSS Z{sub}(X{top}-) and Z{sub}(e{top}-) control charts and the fixed sample size (FSS) Z{sub}(X{top}-) and Z{sub}(e{top}-) control charts are compared by numerical analysis results. These demonstrate that the former is much faster in detecting small shifts in mean.
机译:本文考虑了两个相关过程步骤的可变过程控制方案。我们构建可变样本大小(VSS)Z {sub}(X {top}-)和Z {sub}(e {top}-)控制图,以有效监控第一步过程产生的质量变量和产生的质量变量通过第二处理步骤2。拟议的VSS控制图的性能是使用Markov链方法通过调整后的平均信号时间(AATS)来衡量的。以生产棉纱系统为例,说明了建议的VSS Z {sub}(X {top}-)和Z {sub}(e {top}-)控制图在检测过程均值变化中的应用和性能。此外,VSS Z {sub}(X {top}-)和Z {sub}(e {top}-)控制图的性能以及固定样本大小(FSS)Z {sub}(X {top}- )和Z {sub}(e {top}-)控制图通过数值分析结果进行比较。这些证明前者在检测均值的微小变化时要快得多。

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