A Hybrid Deep Neural Network for Nonlinear Causality Analysis in Complex Industrial Control System | IEEE Conference Publication | IEEE Xplore

A Hybrid Deep Neural Network for Nonlinear Causality Analysis in Complex Industrial Control System


Abstract:

It is important to efficiently and accurately locate the fault root cause to maintain the control performance, when the industrial control system fails. However, this tas...Show More

Abstract:

It is important to efficiently and accurately locate the fault root cause to maintain the control performance, when the industrial control system fails. However, this task is very challenging because the industrial control system is large in scale and complex in connection. This paper proposes a novel neural causality analysis network with directed acyclic graph to locate the root cause for complex industrial systems. This network fits the temporal nonlinearity and intervariable non-linearity to mine the causal graph. The proposed method is data-driven, which acts without process knowledge. Compared with the state-of-the-art, this method can effectively output accurate root cause from nonlinear and highly coupled data. The effectiveness and advantages are demonstrated by industrial cases.
Date of Conference: 04-10 June 2023
Date Added to IEEE Xplore: 05 May 2023
ISBN Information:

ISSN Information:

Conference Location: Rhodes Island, Greece
References is not available for this document.

1. INTRODUCTION

Many safety-critical industrial systems’ requirements for the accuracy and efficiency of system’s fault troubleshooting are increasing with the modern industry [1]. People are becoming less tolerant of performance degradation, productivity loss and security concerns. However, it is a challenging task to locate the root cause, because the industrial systems are with large scale and complex structure. Model-based approaches for root cause diagnosis require accruate process knowledges to analysis the process dynamics. Nevertheness, the more complex the mechanism model, the more uncertain assumptions it contains. Therefore, it is difficult to analyze the fault root cause by utilizing model-based methods in complex industrial systems.

Select All
1.
Zuozhou Pan, Zhiping Lin, YuanJin Zheng and Zong Meng, "Fast fault diagnosis method of rolling bearings in multi-sensor measurement enviroment", International conference on acoustics speech and signal processing, 2022.
2.
Qiming Chen, Lei Xie and Hongye Su, "Multivariate nonlinear chirp mode decomposition", Signal Processing, 2020.
3.
Zhongxu Hu, Yan Wang, Ming-Feng Ge and Jie Liu, "Data-driven fault diagnosis method based on compressed sensing and improved multiscale network", IEEE Transactions on Industrial Electronics, 2020.
4.
Qiming Chen, Junghui Chen, Xun Lang, Lei Xie, Jiang Chenglong and Hongye Su, "Diagnosis of nonlinearity-induced oscillations in process control loops based on adaptive chirp mode decomposition", Advances in Computing and Communications, 2020.
5.
Ning Sheng, Qiang Liu, S. Joe Qin and Tianyou Chai, "Comprehensive monitoring of nonlinear processes based on concurrent kernel projection to latent structures", IEEE Transactions on Automation Science and Engineering, 2016.
6.
Wenli Du, Ying Tian and Feng Qian, "Monitoring for nonlinear multiple modes process based on ll-svdd-mrda", IEEE Transactions on Automation Science and Engineering, 2014.
7.
Qiming Chen, Xun Lang, Lei Xie and Hongye Su, "Multivariate intrinsic chirp mode decomposition", Signal Processing, 2021.
8.
Qiming Chen, Xun Lang, Shan Lu, Naveed ur Rehman, Lei Xie and Hongye Su, "Detection and root cause analysis of multiple plant-wide oscillations using multivariate nonlinear chirp mode decomposition and multivariate granger causality", Computers & Chemical Engineering, 2021.
9.
Qiming Chen, Xinyi Fei, Lie Xie, Dongliu Li and Qibing Wang, "Causality analysis in process control based on denoising and periodicity-removing ccm", 2020.
10.
Qiming Chen, Xiaozhou Xu, Yao Shi, Xun Lang, Lei Xie and Hongye Su, "Mncmd-based causality analysis of plant-wide oscillations for industrial process control system", Chinese Automation Congress, 2020.
11.
Robert F. Engle and Clive W. J. Granger, "Co-integration and error correction: Representation estimation and testing", Econometrica, 1987.
12.
Ping Duan, Fan Yang, Sirish L. Shah and Tongwen Chen, "Transfer zero-entropy and its application for capturing cause and effect relationship between variables", IEEE Transactions on Control Systems and Technology, 2015.
13.
Anjana Meel, L.M. O’Neill, J.H. Levin, Warren D. Seider, Ulku G. Oktem and Nir Keren, "Operational risk assessment of chemical industries by exploiting accident databases", Journal of Loss Prevention in The Process Industries, 2007.
14.
Rui He, Guoming Chen, Shufeng Sun, Che Dong and Shengyu Jiang, "Attention-based long short-term memory method foralarm root-cause diagnosis in chemical processes", Industrial & Engineering Chemistry Research, 2020.
15.
Alex Tank, Ian Covert, Nicholas Foti, Ali Shojaie and Emily Fox, "Neural granger causality", IEEE Transactions on Pattern Analysis and Machine Intelligence, 2022.
16.
Chenxiao Xu, Hao Huang and Shinjae Yoo, "Scalable causal graph learning through a deep neural network", conference on information and knowledge management, 2019.
17.
Diederik P. Kingma and Max Welling, "Auto-encoding variational bayes", 2013.
18.
Stephen A. Cook, "The complexity of theorem-proving procedures", Symposium on the theory of computing, 1971.
19.
Yue Yu, Jie Chen, Tian Gao and Mo Yu, "Dag-gnn: Dag structure learning with graph neural networks", international conference on machine learning, 2019.
20.
Xun Zheng, Bryon Aragam, Pradeep Ravikumar and Eric P. Xing, "Dags with no tears: Continuous optimization for structure learning", neural information processing systems, 2018.
21.
James J. Downs and E.F. Vogel, "A plant-wide industrial process control problem", Computers & Chemical Engineering, 1993.
22.
Andreas Bathelt, N. Lawrence Ricker and Mohied-dine Jelali, "Revision of the t ennessee eastman process model", IFAC-PapersOnLine, 2015.
23.
Hervé Abdi and Lynne J. Williams, "Principal component analysis", Wiley Interdisciplinary Reviews: Computational Statistics, 2010.
Contact IEEE to Subscribe

References

References is not available for this document.