Stability and Performance Analysis of Polynomial Fuzzy-model-based Control Systems and Interval Type-2 Fuzzy Logic Systems

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  • Stability and Performance Analysis of Polynomial Fuzzy-model-based Control Systems and Interval Type-2 Fuzzy Logic Systems Book Detail

  • Author : Bo Xiao
  • Release Date : 2018
  • Publisher :
  • Genre :
  • Pages : 0
  • ISBN 13 :
  • File Size : 88,88 MB
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Stability and Performance Analysis of Polynomial Fuzzy-model-based Control Systems and Interval Type-2 Fuzzy Logic Systems by Bo Xiao PDF Summary

Book Description: The main research objective in this thesis is to investigate the stability and performance of the interval type-2 (IT2) polynomial-fuzzy-model-based (PFMB) control system. PFMB control scheme has been developed recently around 2009 and demonstrates more potential than the traditional Takagi-Sugeno fuzzy-model-based (T-S FMB) control approach to represent the nonlinearities in the plant. Meanwhile, the IT2 fuzzy logic has also been proposed to incorporate uncertainties of the nonlinear systems into the membership functions directly. Through the IT2 PFMB control design approach, both the nonlinearity and the uncertainty in the system can be handled well. The control performance and the relaxation of stability conditions of IT2 PFMB control systems are studied and investigated in the thesis. The main contribution of the thesis is summarized in three tasks and presented as following: In the first task in Chapter 3, the stability conditions of the PFMB systems equipped with mismatched IT2 membership functions are investigated. Unlike the membership-function-independent (MFI) methods, the information and properties of IT2 membership functions are considered in the stability analysis and contained in the stability conditions in terms of sum-of-squares (SOS) based on the Lyapunov stability theory. Three methods, demonstrating their own merits, are proposed to conduct the stability analysis for the IT2 PFMB control systems and all of the methods can achieve feasible control results. All the three approaches are well explained, which offers the reader systematic ways to include the information of the membership functions into the analysis. In addition, all the approaches are compared and the pros and cons are presented to help the reader choose the most appropriate approach in the applications.

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