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Bibliographic Information

Fuzzy control and filter design for uncertain fuzzy systems

Wudhichai Assawinchaichote, Sing Kiong Nguang, Peng Shi

(Lecture notes in control and information sciences, 347)

Springer, c2006

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Note

Bibliography: p. [169]-176

Description and Table of Contents

Description

Most real physical systems are nonlinear in nature. Control and ?ltering of nonlinear systems are still open problems due to their complexity natures. These problem becomes more complex when the system's parameters are - certain. A common approach to designing a controller/?lter for an uncertain nonlinear system is to linearize the system about an operating point, and uses linear control theory to design a controller/?lter. This approach is successful when the operating point of the system is restricted to a certain region. H- ever, when a wide range operation of the system is required, this method may fail. ThisbookpresentsnewnovelmethodologiesfordesigningrobustH fuzzy ? controllers and robustH fuzzy ?lters for a class of uncertain fuzzy systems ? (UFSs), uncertain fuzzy Markovian jump systems (UFMJSs), uncertain fuzzy singularly perturbed systems (UFSPSs) and uncertain fuzzy singularly p- turbed systems with Markovian jumps (UFSPS-MJs). These new meth- ologies provide a framework for designing robustH fuzzy controllers and ? robustH fuzzy ?lters for these classes of systems based on a Tagaki-Sugeno ? (TS) fuzzy model. Solutions to the design problems are presented in terms of linear matrix inequalities (LMIs). To investigate the design problems, we ?rst describe a class of uncertain nonlinear systems (UNSs), uncertain nonlinear Markovianjumpsystems(UNMJSs),uncertainnonlinearsingularlyperturbed systems(UNSPSs)anduncertainnonlinearsingularlyperturbedsystemswith Markovian jumps (UNSPS-MJs) by a TS fuzzy system with parametric - certainties and with/without Markovian jumps. Then, based on an LMI - proach, we develop a technique for designing robustH fuzzy controllers and ? robustH fuzzy ?lters such that a given prescribed performance index is ? guaranteed.

Table of Contents

UNCERTAIN FUZZY SYSTEMS.- Uncertain Fuzzy Systems.- Robust ?? Fuzzy Control Design for Uncertain Fuzzy Systems.- Robust ?? Fuzzy Filter Design for Uncertain Fuzzy Systems.- Robust ?? Fuzzy Control Design for Uncertain Fuzzy Markovian Jump Systems.- Robust ?? Fuzzy Filter Design for Uncertain Fuzzy Markovian Jump Systems.- UNCERTAIN FUZZY SINGULARLY PERTURBED SYSTEMS.- Uncertain Fuzzy Singularly Perturbed Systems.- Robust ?? Fuzzy Control Design for Uncertain Fuzzy Singularly Perturbed Systems.- Robust ?? Fuzzy Filter Design for Uncertain Fuzzy Singularly Perturbed Systems.- Robust ?? Fuzzy Control Design for Uncertain Fuzzy Singularly Perturbed Systems with Markovian Jumps.- Robust ?? Fuzzy Filter Design for Uncertain Fuzzy Singularly Perturbed Systems with Markovian Jumps.

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