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Detection and root cause analysis of multiple plant-wide oscillations using multivariate nonlinear chirp mode decomposition and multivariate Granger causality
Computers & Chemical Engineering ( IF 4.3 ) Pub Date : 2021-01-20 , DOI: 10.1016/j.compchemeng.2021.107231
Qiming Chen , Xun Lang , Shan Lu , Naveed ur Rehman , Lei Xie , Hongye Su

Plant-wide oscillation detection and root cause diagnosis are important for maintaining control performance. Existing methods are mainly limited to detecting single and time-invariant plant-wide oscillations. In this paper, a data-driven model combining multivariate nonlinear chirp mode decomposition (MNCMD) with multivariate Granger causality (MGC) is proposed to detect and analyze root causes for multiple plant-wide oscillations in process control system. First, an MNCMD-based detector is developed to capture the multiple plant-wide oscillations, where oscillating variables caused by different sources are automatically clustered into various groups. Then, MGC is applied to each group to obtain the root causes of multiple plant-wide oscillations. Compared with state-of-the-art detection methods, the proposed approach shows better performance in the following aspects: (i) ability to extract both single/multiple plant-wide oscillations; (ii) capability to process both time-invariant/time-varying oscillations and provide accurate time-frequency information. This work also outperforms original Granger causality and nonlinearity index-based method in providing clearer causal network. The effectiveness and advantages of the proposed approach are demonstrated with the help of both simulation and industrial case studies.



中文翻译:

多元非线性线性调频模态分解和多元格兰杰因果关系的多厂范围振荡检测和根本原因分析

全厂范围的振动检测和根本原因诊断对于维持控制性能很重要。现有方法主要限于检测单一且随时间变化的全厂范围的振荡。本文提出了一种将多元非线性线性调频模式分解(MNCMD)与多元格兰杰因果关系(MGC)相结合的数据驱动模型,以检测和分析过程控制系统中多个全厂范围振荡的根本原因。首先,开发了一种基于MNCMD的检测器来捕获多种全厂范围的振荡,其中由不同源引起的振荡变量会自动聚集到各个组中。然后,将MGC应用于每个组,以获得多个全厂范围振荡的根本原因。与最新的检测方法相比,所提出的方法在以下方面表现出更好的性能:(i)提取单个/多个全厂范围振荡的能力;(ii)处理时变/时变振荡并提供准确的时频信息的能力。这项工作在提供更清晰的因果网络方面也优于原始的Granger因果关系和基于非线性指标的方法。仿真和工业案例研究都证明了该方法的有效性和优势。这项工作在提供更清晰的因果网络方面也优于原始的Granger因果关系和基于非线性指标的方法。仿真和工业案例研究都证明了该方法的有效性和优势。这项工作在提供更清晰的因果网络方面也优于原始的Granger因果关系和基于非线性指标的方法。仿真和工业案例研究都证明了该方法的有效性和优势。

更新日期:2021-02-01
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