nav emailalert searchbtn searchbox tablepage yinyongbenwen piczone journalimg journalInfo journalinfonormal searchdiv searchzone qikanlogo popupnotification paper paperNew
2011, 06, v.28;No.114 585-590
On-Line Batch Process Monitoring Using Multiway Kernel Partial Least Squares
Email:
DOI: 10.19884/j.1672-5220.2011.06.009
Mobile reading
Abstract:

An approach for batch processes monitoring and fault detection based on multiway kernel partial least squares(MKPLS) was presented.It is known that conventional batch process monitoring methods,such as multiway partial least squares(MPLS),are not suitable due to their intrinsic linearity when the variations are nonlinear.To address this issue,kernel partial least squares(KPLS) was used to capture the nonlinear relationship between the latent structures and predictive variables.In addition,KPLS requires only linear algebra and does not involve any nonlinear optimization.In this paper,the application of KPLS was extended to on-line monitoring of batch processes.The proposed batch monitoring method was applied to a simulation benchmark of fed-batch penicillin fermentation process.And the results demonstrate the superior monitoring performance of MKPLS in comparison to MPLS monitoring.

References

[1]Lee J M,Yoo C K,Lee I B. Enhanced Process Monitoring of Fed-Batch Penicillin Cultivation Using Time-Varying and Multivariate Statistical Analysis[J]. Journal of Biotechnology, 2004,110(2) : 119-136.

[2]Nomikos P,MacGregor J F. Monitoring Batch Processes Using Multiway Principal Component Analysis[J]. AIChE Journal, 1994,40(8) : 1361-1375.

[3]Nomikos P,MacGregor J F. Multi-way Partial Least Squares in Monitoring Batch Processes[J]. Chemometrics and Intelligent Laboratory Systems,1995,30(1) : 97-108.

[4]Lee J M,Yoo C K,Lee I B. On-line Batch Process Monitoring Using a Consecutively Updated Multiway Principal Component Analysis Model[J]. Computers & Chemical Engineering,2003, 27(12) : 1903-1912.

[5]Chen J H,Song C M,Hsu T Y. Online Monitoring of Batch Processes Using IOHMM Based MPLS [J]. Industrial & Engineering Chemistry Research,2010,49(6) : 2800-2811.

[6]Rosipal R,Trejo L J. Kernel Partial Least Squares Regression in Reproducing Kernel Hilbert Space [J]. Journal of Machine Learning Research,2001,2: 97-123.

[7]Zhang X,Yan W W,Shao H H. Nonlinear Multivariate Quality Estimation and Prediction Based on Kernel Partial Least Squares [J]. Industrial & Engineering Chemistry Research,2008,47 (4) : 1120-1131.

[8]Zhang Y W,Teng Y D,Zhang Y. Complex Process Quality Prediction Using Modified Kernel Partial Least Squares [J]. Chemical Engineering Science,2010,65(6) : 2153-2158.

[9]Qin S J,McAvoy T J. Nonlinear PLS Modeling Using Neural Networks[J]. Computers & Chemical Engineering,1992,16 (4) : 379-391.

[10]Kim K,Lee J M,Lee I B. A Novel Multivariate Regression Approach Based on Kernel Partial Least Squares with Orthogonal Signal Correction[J]. Chemometrics and Intelligent Laboratory Systems,2005,79( 1) : 22-30.

[11]Li G,Qin S J,Zhou D H. Geometric Properties of Partial Least Squares for Process Monitoring[J]. Automatica,2010,46 (1) : 204-210.

[12]De Jong S. SIMPLS: an Alternative Approach to Partial Least Squares Regression[J]. Chemometrics and Intelligent Laboratory Systems,1993,18( 3) : 251-263.

[13]Lee J M,Yoo C K,Lee I B. Fault Detection of Batch Processes Using Multiway Kernel Principal Component Analysis [J]. Computers & Chemical Engineering,2004,28( 9) : 1837-1847.

[14]Van Sprang E N M,Ramaker H J,Westerhuis J A,et al. Critical Evaluation of Approaches for On-Line Batch Process Monitoring [J]. Chemical Engineering Science,2002,57( 18) : 3979-3991.

[15]Birol G,Undey C,Cinar A. A Modular Simulation Package for Fed-Batch Fermentation: Penicillin Production[J]. Computers & Chemical Engineering,2002,26( 11) : 1553-1565.

Basic Information:

DOI:10.19884/j.1672-5220.2011.06.009

China Classification Code:TQ465.1;TP277

Citation Information:

[1]HU Yi,MA He-he,SHI Hong-bo * Key Laboratory of Advanced Control and Optimization for Chemical Processes,Ministry of Education,East China University of Science and Technology,Shanghai 200237,China.On-Line Batch Process Monitoring Using Multiway Kernel Partial Least Squares[J].Journal of Donghua University (English Edition),2011,28(06):585-590.DOI:10.19884/j.1672-5220.2011.06.009.

Fund Information:

National Natural Science Foundation of China (No. 61074079);; Shanghai Leading Academic Discipline Project,China (No.B504)

Search Advanced Search

quote

GB/T 7714-2015
MLA
APA