4.6 Article

Efficient Iterative Dynamic Kernel Principal Component Analysis Monitoring Method for the Batch Process with Super-large-scale Data Sets

Journal

ACS OMEGA
Volume 6, Issue 15, Pages 9989-9997

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/acsomega.0c06039

Keywords

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Funding

  1. National Natural Science Foundation of China [61503169, 61802161]
  2. Natural Science Foundation of Liaoning province [2020-MS291]

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The proposed method presents an efficient algorithm for monitoring industrial processes, capable of handling the nonlinearity and dynamics of large-scale high-dimensional data, combined with ARMA time series model and KPCA. It is applied to monitor faults in the penicillin fermentation process and compared with MKPCA.
The Internet environment has provided massive data to the actual industrial production process. It not only has large amounts of data but also has a high data dimension, which brings challenges to the traditional statistical process monitoring. Aiming at the nonlinearity and dynamics of industrial large-scale high-dimensional data, an efficient iterative multiple dynamic kernel principal component analysis (IMDKPCA) method is proposed to monitor the complex industrial process with super-large-scale high-dimensional data. In KPCA, a new KKT matrix is first created by using kernel matrix K. According to the properties of the symmetric matrix, the newly constructed matrix has the same eigenvector as the original matrix K; hence, each column of the matrix K can be used as the input sample of the iteration algorithm. After iterative operation, the kernel principal component can be deduced fleetly without the eigen decomposition. Because the kernel matrix is not stored in the algorithm beforehand, it can effectively reduce the computation complexity of the kernel. Especially for a tremendous data scale, the traditional eigen decomposition technology is no longer appropriate, yet the presented method can be solved quickly. The autoregressive moving average (ARMA) time series model and kernel principal component analysis (KPCA) are combined to build the IDKPCA model for dealing with the dynamics and nonlinearity in the industrial process. Eventually, it is applied to monitor faults in the penicillin fermentation process and compared with MKPCA to certify the accuracy and applicability of the proposed method.

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