利用基于机器学习的动态 ICA 分布式 CCA 进行故障检测:应用于工业化工过程

IF 3 Q2 ENGINEERING, CHEMICAL Digital Chemical Engineering Pub Date : 2024-05-08 DOI:10.1016/j.dche.2024.100156
Husnain Ali , Zheng Zhang , Rizwan Safdar , Muhammad Hammad Rasool , Yuan Yao , Le Yao , Furong Gao
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引用次数: 0

摘要

工业化工流程中的意外事故和事件造成了大量人员伤亡和财产损失。要避免和确保人员伤亡和财产损失,工业化工过程的安全过程管理至关重要。然而,由于当前工业化工流程涉及面广、复杂程度高,传统的安全流程管理方法无法应对这些挑战,无法达到足够的故障检测精度。为解决这一问题,需要一种创新的基于机器学习的分布式典型相关分析-动态独立分量分析(DICA-DCCA)方法来提高复杂系统的故障检测效率。DICA-DCCA 模型可以利用三个基本统计量:Id2、Ie2 和预测误差平方(SPE)来检测工业化学数据中的异常和故障。以连续搅拌罐反应器(CSTR)框架作为标准基准研究,对所建议框架的实际效果进行了评估和比较。研究结果表明,在检测异常和故障方面,建议的(DICA-DCCA)方法比 ICA 和 DICA 方法(FDR 100 % 和 FAR 0 %)更有弹性和更有效。所暗示的研究方法具有稳健性、可操作性和高效性。
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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Fault detection using machine learning based dynamic ICA-distributed CCA: Application to industrial chemical process

Unexpected accidents and events in industrial chemical processes have resulted in a considerable number of causalities and property damage. Safety process management in industrial chemical processes is critical to avoid and ensure casualties and property damage. However, due to the immense scope and high complexity of current industrial chemical processes, the traditional safety process management approaches cannot address these challenges to attain adequate fault detection accuracy. To address this issue, an innovative machine learning-based distributed canonical correlation analysis-dynamic independent component analysis (DICA-DCCA) approach is needed to improve the fault detection effectiveness of complicated systems. The (DICA-DCCA) model could potentially detect anomalies and faults in industrial chemical data by utilizing three essential statistics:Id2,Ie2and squared prediction error (SPE). The practical effectiveness of the proposed frameworks is evaluated and compared using a continuous stirred tank reactor (CSTR) framework as a standard benchmark study. The research findings present that the suggested (DICA-DCCA) approach is more resilient and effective in detecting abnormalities and faults than the ICA and DICA approaches with FDR 100 % and FAR 0 %. The implied research approach is robust, operational, and productive.

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