2007
DOI: 10.1016/j.automatica.2007.01.015
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LMI-based sensor fault diagnosis for nonlinear Lipschitz systems

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Cited by 128 publications
(57 citation statements)
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“…Alternatively, the multi-object optimization problem described by (4) can be reformulated by linear matrix inequality (LMI), which has been a popular method for fault diagnosis research and applications owing to its wide applicability to a variety of dynamic systems. Recent development of the LMI-based fault diagnosis can be found for various systems such as Lipschitz nonlinear systems [48], TS fuzzy nonlinear systems [49,50], time-delay systems [51], switching systems [52], and application to structure damage detection [53], and shaft crack detection [54] etc.…”
Section: Fig 3 Scheme Of Model-based Fault Diagnosismentioning
confidence: 99%
“…Alternatively, the multi-object optimization problem described by (4) can be reformulated by linear matrix inequality (LMI), which has been a popular method for fault diagnosis research and applications owing to its wide applicability to a variety of dynamic systems. Recent development of the LMI-based fault diagnosis can be found for various systems such as Lipschitz nonlinear systems [48], TS fuzzy nonlinear systems [49,50], time-delay systems [51], switching systems [52], and application to structure damage detection [53], and shaft crack detection [54] etc.…”
Section: Fig 3 Scheme Of Model-based Fault Diagnosismentioning
confidence: 99%
“…On the other hand, since nonlinear systems are more common in practice, observer based FD techniques for nonlinear systems have also been studied extensively (Frank, 1994;Hammouri et al, 1999;Ferrari et al, 2007;Narasimhan et al, 2007;Shumsky, 2007;Edelmayer et al, 2004). There are many works dealing with Lipschitz nonlinear systems (Pertew et al, 2007;Chen and Saif, 2007;Rajamani and Ganguli, 2004;Yaz and Azemi, 1998;de Souza et al, 1993;Xie et al, 1996;Abbaszadeh and Marquez, 2008), since, under some conditions, more general nonlinear systems can be transformed into Lipschitz nonlinear systems (Rajamani, 1998). In this paper, we extend the integrated FD system design ap-proach which has been well developed for linear systems to uncertain Lipschitz nonlinear systems, based on the following formulation: Given the FDR, minimize the FAR.…”
Section: Introductionmentioning
confidence: 99%
“…As a result of proper process monitoring, downtime is minimized, safety of plant operations is improved, and manufacturing costs are reduced [2][3][4][5][6].…”
Section: Introductionmentioning
confidence: 99%