Fault Diagnosis of Chemical Processes Based on k-NN Distance Contribution Analysis Method

Guo-Zhu Wang, Zhi-Yong Du, Yong-Tao Hu, Yuan Li
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Abstract

In modern chemical processes, varieties of fault detection and diagnosis methods have been used for ensuring process safety and product quality widely. As an important branch, fault detection and diagnosis methods based on data-driven are effective in large-scale chemical processes. However, they do not often show superior performance owing to the self-limitations and the characteristics of process data, such as nonlinearity, non-Gaussian, and multi-operating mode. To cope with these issues, k-NN (k-Nearest Neighbor) fault detection method and its extension have been developed in recent years. Nevertheless, these methods are used for fault detection mainly, few papers can be found about fault diagnosis. In this paper, a novel abnormal variables identification method is proposed, this method uses k-NN distance contribution analysis theory to evaluate which variables are most likely to be abnormal, meanwhile, the feasibility of this method is verified by contribution decomposition theory. The proposed search strategy can guarantee that all abnormal variables are found in each sample. The reliability and validity of the proposed method are verified by a numerical example and the Continuous Stirred Tank Reactor system.
基于k-NN距离贡献分析法的化工过程故障诊断
在现代化工过程中,各种故障检测和诊断方法已被广泛应用于保证过程安全和产品质量。作为一个重要的分支,基于数据驱动的故障检测与诊断方法在大规模化工过程中是有效的。然而,由于自身的限制以及过程数据的非线性、非高斯和多操作模式等特点,它们往往表现不出优越的性能。为了解决这些问题,近年来发展了k-NN (k-最近邻)故障检测方法及其扩展。然而,这些方法主要用于故障检测,很少有关于故障诊断的论文。本文提出了一种新的异常变量识别方法,该方法利用k-NN距离贡献分析理论来评估哪些变量最可能出现异常,同时通过贡献分解理论验证了该方法的可行性。所提出的搜索策略可以保证在每个样本中找到所有的异常变量。通过数值算例和连续搅拌槽式反应器系统验证了该方法的可靠性和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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