Multivariate Detection of Transient Disturbances for Uni- and Multirate Systems
File(s)
Author(s)
Cecílio, IM
Ottewill, JR
Fretheim, H
Thornhill, NF
Type
Journal Article
Abstract
This paper presents a method to detect transient
disturbances in a multivariate context, and an extension of that
method to handle multirate systems. Both methods are based
on a time series analysis technique known as nearest neighbors,
and on multivariate statistics implemented as a singular value
decomposition. The motivation for these developments is that
there is an increasing industrial requirement for the analysis
of data sets comprising measurements from industrial processes
together with their associated electrical and mechanical
equipment. These systems are increasingly affected by transient
disturbances, and their measurements are commonly sampled
at different rates. This paper demonstrates superior results
with the multivariate method in comparison with the univariate
approach, and with the multirate method in comparison to
a unirate method, for which the fast-sampled measurements
had to be downsampled. The method is demonstrated on
experimental and industrial case studies.
disturbances in a multivariate context, and an extension of that
method to handle multirate systems. Both methods are based
on a time series analysis technique known as nearest neighbors,
and on multivariate statistics implemented as a singular value
decomposition. The motivation for these developments is that
there is an increasing industrial requirement for the analysis
of data sets comprising measurements from industrial processes
together with their associated electrical and mechanical
equipment. These systems are increasingly affected by transient
disturbances, and their measurements are commonly sampled
at different rates. This paper demonstrates superior results
with the multivariate method in comparison with the univariate
approach, and with the multirate method in comparison to
a unirate method, for which the fast-sampled measurements
had to be downsampled. The method is demonstrated on
experimental and industrial case studies.
Date Issued
2014-12-22
Date Acceptance
2014-10-26
Citation
IEEE Transactions on Control Systems Technology, 2014, 23 (4), pp.1477-1493
ISSN
1558-0865
Publisher
Institute of Electrical and Electronics Engineers
Start Page
1477
End Page
1493
Journal / Book Title
IEEE Transactions on Control Systems Technology
Volume
23
Issue
4
Copyright Statement
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Sponsor
Commission of the European Communities
Grant Number
PIAP-GA-2009-251304
Subjects
Science & Technology
Technology
Automation & Control Systems
Engineering, Electrical & Electronic
Engineering
Electric machines
fault detection
industrial process
multirate
multivariate
nearest neighbors (NNs)
singular value decomposition (SVD)
FAULT-DIAGNOSIS
MULTISCALE PCA
PROCESS TRENDS
IDENTIFICATION
REPRESENTATION
MODELS
STATE
Industrial Engineering & Automation
0906 Electrical And Electronic Engineering
0102 Applied Mathematics