期刊文献+

A Robust Statistical Batch Process Monitoring Framework and Its Application 被引量:4

A Robust Statistical Batch Process Monitoring Framework and Its Application
下载PDF
导出
摘要 In order to reduce the variations of the product quality in batch processes, multivariate statistical process control methods according to multi-way principal component analysis (MPCA) or multi-way projection to latent structure (MPLS) were proposed for on-line batch process monitoring. However, they are based on the decomposition of relative covariance matrix and strongly affected by outlying observations. In this paper, in view of an efficient projection pursuit algorithm, a robust statistical batch process monitoring (RSBPM) framework,which is resistant to outliers, is proposed to reduce the high demand for modeling data. The construction of robust normal operating condition model and robust control limits are discussed in detail. It is evaluated on monitoring an industrial streptomycin fermentation process and compared with the conventional MPCA. The results show that the RSBPM framework is resistant to possible outliers and the robustness is confirmed. In order to reduce the variations of the product quality in batch processes,multivariate statistical process control methods according to multi-way principal component analysis(MPCA) or multi-way projection to latent structure (MPLS) were proposed for on-line batch processmonitoring. However, they are based on the decomposition of relative covariance matrix and stronglyaffected by outlying observations. In this paper, in view of an efficient projection pursuitalgorithm, a robust statistical batch process monitoring (RSBPM) framework, which is resistant tooutliers, is proposed to reduce the high demand for modeling data. The construction of robust normaloperating condition model and robust control limits are discussed in detail. It is evaluated onmonitoring an industrial streptomycin fermentation process and compared with the conventional MPCA.The results show that the RSBPM framework is resistant to possible outliers and the robustness isconfirmed.
出处 《Chinese Journal of Chemical Engineering》 SCIE EI CAS CSCD 2004年第5期682-687,共6页 中国化学工程学报(英文版)
基金 SupportedbytheNationalHigh-TechProgramofChina(No.2001AA413110).
  • 相关文献

参考文献16

  • 1Ramaker, H.J., van Sprang, E.N.M., Gurden, S.P., Westerhuis, J.A., Smilde, A.K., "Improved monitoring of batch processes by incorporating external information", J. Process Contr., 12, 569-576 (2002).
  • 2Doymaz, F., Chen, J., Romagnoli, J.A., Palazoglu, A., "A robust strategy for real-time process monitoring", J. Process Contr., 11,343-359 (2001).
  • 3Nomikos, P., MacGregor, J.F., "Monitoring of batch processes using multi-way principal components analysis", Am.Inst. Chem. Eng. J., 40, 1361-1375 (1994).
  • 4Croux, C., Ruiz-Gazen, A., "A fast algorithm for robust principal components based on projection pursuit", In:Computational Statistics, Prat, A., Ed., Physica-Verlag,Heidelberg, 211-216 (1996).
  • 5Wold, S., "Cross-validation estimation of the number of components in factor and principal component analysis",Technometrics, 20, 397-406 (1978).
  • 6Jackson, J.E., A User's Guide to Principal Components,Wiley Inter-science, New York (1991).
  • 7Croux, C., Haesbroeck, G., "Principal component analysis based on robust estimation of the covariance or correlation matrix: Influence functions and efficiencies", Biometrika,87, 603-618 (2000).
  • 8Rousseeuw, P.J., Robust Regression and Outlier Detection,Wiley Inter-science, New York (1987).
  • 9Li, G., Chen, Z., "Projection-pursuit approach to robust dispersion matrices and principal component: Primary theory and Monte Carlo", J. Am. Stat. Ass., 80, 759-766(1985).
  • 10Chen, J., Bandoni, A., Romagnoli, J.A., "Robust statistical process monitoring", Comput. Chem. Eng., 20 (suppl.),497-502 (1996).

同被引文献17

  • 1周韶园,谢磊,王树青.On-line Fault Diagnosis in Industrial Processes Using Variable Moving Window and Hidden Markov Model[J].Chinese Journal of Chemical Engineering,2005,13(3):388-395. 被引量:9
  • 2赵立杰 ,柴天佑 ,王纲 .Double Moving Window MPCA for Online Adaptive Batch Monitoring[J].Chinese Journal of Chemical Engineering,2005,13(5):649-655. 被引量:5
  • 3MOLLER F S, FRESE J, BRO R. Robust methods for multivariate data analysis [ J ]. Journal of Chemometrics, 2005,19(10) :549-563.
  • 4MORAD K, SVRCEK W Y, MCKAYI. A robust direct approach for calculating measurement error covariance matrix [ J]. Computer and Chemical Engineering, 1999, 23 ( 7 ) : 64-79.
  • 5CHEN J, BANDONI A, ROMAGNOLI J A. Robust statistical process monitoring [ J ]. Computer and Chemical Engineering, 1996,20( s1 ) :497-502.
  • 6HUBERT M, ROUSSEEUW P J, VERBOVEN S. A fast method for robust principal components with applications to chemometrics [ J ]. Chemometrics and Chemical Engineering, 2002,60 ( 1/2 ) : 101-111.
  • 7YANG T N, WANG S Q. Robust algorithms for principal component analysis [ J ]. Pattern Recognition, 1999, 20 (9) : 927-933.
  • 8SARBU C, POP H F: Principal component analysis versus fuzzy principal Component analysis a case Study: the quality of danube water (1985-1996) [ J ]. Talanta, 2005,65 (5) :1 215-1 220.
  • 9WANG D, ROMAGNOLI J A. Robust multi-scale principal component analysis with applications to process monitoring [ J ]. Journal of Process Control, 2005,15 ( 8 ): 869- 882.
  • 10LI Y. On incremental and robust subspace learning [ J ]. Pattern Recognition, 2004,37 (7) : 1 509-1 518.

引证文献4

二级引证文献23

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部