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Total Principal Component Regression Based Contribution Plots for Quality-Related Process Monitoring

机译:基于总主成分回归的贡献图,用于与质量相关的过程监控

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Common partial least squares (PLS) is used to a power way in the multivariate statistical process monitoring filed for the past two decades. However, PLS takes an incomplete decomposition that fails to work well in the quality-related fault detection and diagnosis. To address this situation, In this paper, to solve these problems, total principal component analysis (TPCR) is analyzed in detail which can separate the process variables into two specific portions, the quality-related portion and quality-unrelated portion. Statistics of TPCR are designed to offer the detection results regarding abnormal conditions. To figure out the fault-related variables, the calculation of the contribution of variables is given based on the contribution plots. A corresponding control limit is determined to recognize fault corresponding variables. Furthermore, the fault diagnosis logic is proposed in this paper. Finally, the Tennessee Eastman (TE) model is taken as an example to prove the performance of TPCR in quality-related process monitoring.
机译:在过去的二十年中,在进行多元统计过程监视时,常用的偏最小二乘(PLS)被用作一种强大的方法。但是,PLS进行的分解不完全,无法在与质量相关的故障检测和诊断中很好地发挥作用。为了解决这种情况,在本文中,为解决这些问题,对总主成分分析(TPCR)进行了详细分析,可以将过程变量分为两个特定部分,即质量相关部分和质量无关部分。 TPCR的统计数据旨在提供有关异常情况的检测结果。为了找出与故障相关的变量,基于贡献图给出了变量贡献的计算。确定相应的控制极限以识别故障相应的变量。此外,本文提出了故障诊断逻辑。最后,以田纳西州伊士曼(TE)模型为例,以证明TPCR在质量相关过程监控中的性能。

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