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Reconstruction-based multivariate contribution analysis for fault isolation: A branch and bound approach

机译:基于重构的故障隔离多元贡献分析:分支定界法

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Identification of faulty variables is an important component of multivariate statistical process monitoring (MSPM); it provides crucial information for further analysis of the root cause of the detected fault. The main challenge is the large number of combinations of process variables under consideration, usually resulting in a combinatorial optimization problem. This paper develops a generic reconstruction based multivariate contribution analysis (RBMCA) framework to identify the variables that are the most responsible for the fault. A branch and bound (BAB) algorithm is proposed to efficiently solve the combinatorial optimization problem. The formulation of the RBMCA does not depend on a specific model, which allows it to be applicable to any MSPM model. We demonstrate the application of the RBMCA to a specific model: the mixture of probabilistic principal component analysis (PPCA mixture) model. Finally, we illustrate the effectiveness and computational efficiency of the proposed methodology through a numerical example and the benchmark simulation of the Tennessee Eastman process.
机译:识别故障变量是多元统计过程监控(MSPM)的重要组成部分;它为进一步分析检测到的故障的根本原因提供了重要信息。主要挑战是正在考虑的过程变量的大量组合,通常会导致组合优化问题。本文开发了一个基于通用重构的多元贡献分析(RBMCA)框架,以识别对故障最负责的变量。为了有效地解决组合优化问题,提出了一种分支定界算法。 RBMCA的制定不依赖于特定模型,这使其可以适用于任何MSPM模型。我们演示了RBMCA在特定模型上的应用:概率主成分分析的混合(PPCA混合)模型。最后,我们通过一个数值示例和田纳西州伊士曼过程的基准仿真来说明所提出的方法的有效性和计算效率。

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