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Bayesian inference based reorganized multiple characteristics subspaces fusion strategy for dynamic process monitoring

机译:基于贝叶斯推断的重组多种特征子空间用于动态过程监控的融合策略

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摘要

The measured data of the large-scale industrial process usually has shown the nonstationary, non-Gaussian, dynamic characteristics, however, most traditional methods did not consider the multiple characteristics coexistence and viewed all the variables as a whole. To make up the deficiencies of the conventional methods, this paper proposes a novel reorganized multiple characteristics subspaces integrated with Bayesian inference (RMS-BI) monitoring strategy for large-scale dynamic process. Firstly, the overall process variables are divided into three subspaces by Jarque-Bera (J-B) test and Augmented Dickey-Fuller (ADF) test, which are the nonstationary subspace, stationary Gaussian subspace, and stationary non-Gaussian subspace. Then, the cointegration analysis (CA), dynamic principal component analysis (DPCA) and dynamic independent component analysis (DICA) models are singled out to monitor the abnormities in the three subspaces, respectively. After that, the monitoring results of the multiple subspaces are integrated by Bayesian inference (BI) to obtain global monitoring statistics. Finally, case studies on the Tennessee Eastman process and the real-world diesel working process are used to demonstrate the availability of the RMS-BI method.
机译:大规模工业过程的测量数据通常已经示出了非营养,非高斯,动态特征,然而,大多数传统方法都没有考虑多个特征共存并视为整体的所有变量。为了弥补传统方法的缺陷,本文提出了一种与贝叶斯推理(RMS-BI)监测策略集成的新型重组多种特征子空间,用于大规模动态过程。首先,整个过程变量由Jarque-Bera(J-B)测试和增强Dickey-Fuller(ADF)测试分为三个子空间,这些试验是非间隔子空间,固定高斯子空间和固定的非高斯子空间。然后,单次协调分析(CA),动态主成分分析(DPCA)和动态独立分量分析(DICA)模型分别用于监测三个子空间中的异常。之后,通过贝叶斯推理(BI)集成了多个子空间的监测结果,以获得全局监控统计数据。最后,使用田纳西州伊士曼流程和现实世界柴油工作流程的案例研究来证明RMS-BI方法的可用性。

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