期刊
CHEMICAL ENGINEERING RESEARCH & DESIGN
卷 89, 期 12A, 页码 2667-2678出版社
INST CHEMICAL ENGINEERS
DOI: 10.1016/j.cherd.2011.05.005
关键词
Kernel partial least square; Multivariate statistical analysis; Fault detection; Wavelet analysis
In the paper, a new multi-scale KPLS (MSKPLS) algorithm combining kernel partial least square (KPLS) and wavelet analysis is proposed for investigating the multi-scale nature of nonlinear process. The MSKPLS first decomposes the process measurements into separated multi-scale components using on-line wavelet transform, and then the resultant multi-scale data blocks are modeled in the framework of multi-block KPLS algorithm which can describe the global relationships across the entire scales as well as the localized features within each scale. To demonstrate the feasibility of the MSKPLS method, it process monitoring abilities were tested for a real industrial data set, and compared with the monitoring abilities of the standard KPLS method. The results clearly showed that the MSKPLS was superior to the standard KPLS, especially in that it could provide additional scale-level information about the fault characteristics as well as more sensitive fault detection ability. (C) 2011 The Institution of Chemical Engineers. Published by Elsevier B.V. All rights reserved.
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