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Phase II monitoring of auto-correlated linear profiles using linear mixed model

机译:使用线性混合模型进行自相关线性轮廓的第二阶段监视

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In many circumstances, the quality of a process or product is best characterized by a given mathematical function between a response variable and one or more explanatory variables that is typically referred to as profile. There are some investigations to monitor auto-correlated linear and nonlinear profiles in recent years. In the present paper, we use the linear mixed models to account autocorrelation within observations which is gathered on phase II of the monitoring process. We undertake that the structure of correlated linear profiles simultaneously has both random and fixed effects. The work enhanced a Hotelling’s T2 statistic, a multivariate exponential weighted moving average (MEWMA), and a multivariate cumulative sum (MCUSUM) control charts to monitor process. We also compared their performances, in terms of average run length criterion, and designated that the proposed control charts schemes could effectively act in detecting shifts in process parameters. Finally, the results are applied on a real case study in an agricultural field.
机译:在许多情况下,过程或产品的质量最好由响应变量和一个或多个通常被称为配置文件的解释变量之间的给定数学函数来表征。近年来有一些研究来监视自动相关的线性和非线性曲线。在本文中,我们使用线性混合模型来说明观测过程中的第二阶段收集的观测值中的自相关。我们假设相关线性轮廓的结构同时具有随机效应和固定效应。这项工作增强了Hotelling的T2统计数据,多元指数加权移动平均值(MEWMA)和多元累积和(MCUSUM)控制图来监控过程。我们还根据平均运行时间标准比较了它们的性能,并指定了建议的控制图方案可以有效地检测过程参数的变化。最后,将结果应用于农业领域的实际案例研究。

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