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A triple exponentially weighted moving average control chart for monitoring time between events

机译:用于监视事件时间的三倍指数加权移动平均控制图

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Time between events (TBE) charts are used in high-yield processes where the rate of occurrences is very low. In the current article, we propose a triple exponentially weighted moving average control chart to monitor TBE (regarded as triple exponentially weighted moving average TEWMA-TBE chart) modeled by a gamma distribution. One- and two-sided schemes of the proposed chart are designed and compared with the double EWMA DEWMA-TBE and EWMA-TBE charts. It is shown that the lower- and two-sided TEWMA-TBE charts outperform its competitors, especially for small to moderate downward shifts, while the upper-sided TEWMA-TBE chart has very good detection ability for small shifts. We also study the robustness of the proposed chart when the true distribution is a Weibull or a lognormal and it is found that the TEWMA-TBE chart has better robustness properties than its competitors, especially for small shifts. Two illustrative examples from airplane accidents and earthquakes are also provided to display the application of the proposed chart.
机译:事件(TBE)图之间的时间用于高产过程,其中发生率非常低。在本文中,我们提出了一个三重指数加权的移动平均控制图来监视由伽马分布建模的TBE(被认为是三重指数加权移动平均TEWMA-TBE图)。建议图表的一个和双面方案与双EWMA Dewma-Tbe和EWMA-TBE图表进行了设计。结果表明,下面和双面的TEWMA-TBE图表优于竞争对手,特别是对于小于中等向下班次,而占地面积的小型曲目具有非常好的偏差能力。我们还研究了当真正的分布是威布尔或逻辑时所提出的图表的稳健性,并且发现TEWMA-TBE图表具有比其竞争对手更好的稳健性,特别是对于小班次。还提供了来自飞机事故和地震的两个说明性实例以显示所提出的图表的应用。

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