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Time-Weighted Kernel-Sparse-Representation-Based Real-Time Nonlinear Multimode Process Monitoring

Yang Wang, Ying Zheng, Zhaojing Wang, Weidong Yang

2021IEEE Transactions on Industrial Informatics32 citationsDOI

Abstract

Real-time nonlinear multimode process monitoring of actual industrial systems has attracted increasing attention recently. In this article, the time-weighed kernel sparse representation (TWKSR) method is proposed to partition the mode of the training dataset by introducing the time-series-dependent characteristics into the kernel sparse representation algorithm. The alternating direction method of multipliers is utilized to solve the optimization problem of the proposed TWKSR method. Then, the representative samples from each identified mode are selected to update the dictionary matrix. Based on the updated dictionary matrix, the sparse coefficient is used for online mode identification, and the reconstruction error is utilized for fault detection. Finally, a numerical simulation case and the wastewater treatment process example verify the effectiveness of the proposed method.

Topics & Concepts

Sparse approximationKernel (algebra)Computer scienceNonlinear systemSparse matrixFault detection and isolationKernel methodRepresentation (politics)AlgorithmMulti-mode optical fiberProcess (computing)Artificial intelligencePattern recognition (psychology)MathematicsSupport vector machineCombinatoricsOperating systemLawGaussianQuantum mechanicsActuatorPhysicsTelecommunicationsOptical fiberPoliticsPolitical scienceFault Detection and Control SystemsSpectroscopy and Chemometric AnalysesSpectroscopy Techniques in Biomedical and Chemical Research
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