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A new sampling strategy to reduce the effect of autocorrelation on a control chart

机译:一种新的采样策略,可减少自相关对控制图的影响

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摘要

On-line monitoring of quality characteristics is essential to limit scrap and rework costs due to bad quality in a manufacturing process. In several manufacturing environments, during production process data can be massively collected with high sampling rates and tight sampling frequencies. As a consequence, natural autocorrelation may arise among consecutive measures within a sample. Autocorrelation significantly inflates the average run length of a control chart and deteriorates its sensitivity to the occurrence of assignable causes. In this paper, we propose a new mixed sampling strategy for the Shewhart X chart monitoring the sample mean in a process where temporal autocorrelation between two consecutive observations can be represented by means of a first order autoregressive model AR(1). With this strategy, the sample mean at each inspection time is computed by merging measures of a generic quality characteristic from two consecutive samples taken h hours apart. The statistical properties of a Shewhart X control chart implementing the proposed strategy are compared to those implementing a skipping strategy recently proposed in literature. A numerical analysis shows that the mixed sampling outperforms the skipping sampling strategy for high levels of autocorrelation.
机译:对质量特性的在线监控对于限制由于制造过程中质量差而导致的报废和返工成本至关重要。在几个制造环境中,可以在生产过程中以高采样率和紧密采样频率大量收集数据。结果,样本中的连续量度之间可能会出现自然自相关。自相关显着夸大了控制图的平均运行时间,并降低了其对可指定原因发生的敏感性。在本文中,我们为Shewhart X图表提出了一种新的混合采样策略,该方法在一个连续观测值之间的时间自相关可以通过一阶自回归模型AR(1)表示的过程中,监控样本均值。通过这种策略,通过将间隔h小时的两个连续样本的通用质量特征量度进行合并,可以计算出每个检查时间的样本平均值。将实施所建议策略的Shewhart X控制图的统计属性与最近在文献中提出的实施跳过策略的统计属性进行比较。数值分析表明,对于高水平的自相关,混合采样的性能优于跳过采样策略。

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