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Admissibility Analysis and Controller Design Improvement for T-S Fuzzy Descriptor Systems
by
Yang, Han
, Yu, Fanqi
, Zhang, Shuanghong
in
Control systems design
/ Controllers
/ Design
/ Design analysis
/ Design improvements
/ Fuzzy control
/ Fuzzy sets
/ Fuzzy systems
/ Inequality
/ Liapunov functions
/ Linear matrix inequalities
/ Methods
/ Neural networks
/ Stability analysis
/ Subsystems
2024
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Admissibility Analysis and Controller Design Improvement for T-S Fuzzy Descriptor Systems
by
Yang, Han
, Yu, Fanqi
, Zhang, Shuanghong
in
Control systems design
/ Controllers
/ Design
/ Design analysis
/ Design improvements
/ Fuzzy control
/ Fuzzy sets
/ Fuzzy systems
/ Inequality
/ Liapunov functions
/ Linear matrix inequalities
/ Methods
/ Neural networks
/ Stability analysis
/ Subsystems
2024
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Do you wish to request the book?
Admissibility Analysis and Controller Design Improvement for T-S Fuzzy Descriptor Systems
by
Yang, Han
, Yu, Fanqi
, Zhang, Shuanghong
in
Control systems design
/ Controllers
/ Design
/ Design analysis
/ Design improvements
/ Fuzzy control
/ Fuzzy sets
/ Fuzzy systems
/ Inequality
/ Liapunov functions
/ Linear matrix inequalities
/ Methods
/ Neural networks
/ Stability analysis
/ Subsystems
2024
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Admissibility Analysis and Controller Design Improvement for T-S Fuzzy Descriptor Systems
Journal Article
Admissibility Analysis and Controller Design Improvement for T-S Fuzzy Descriptor Systems
2024
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Overview
In this paper, a stability analysis and the controller improvement of T-S fuzzy Descriptor system are studied. Firstly, by making full use of the related theory of fuzzy affiliation function and combining the design method of fuzzy Lyapunov function with the method of inequality deflation, a stability condition with wider admissibility and less system conservatism is proposed. The advantage of this method is that it is not necessary to ensure that each fuzzy subsystem is progressively stable. We also maximise the boundary of the derivatives of the affiliation function mined. Secondly, a PDC controller and a Non-PDC controller are designed, and the deflation conditions for the linear matrix inequalities of the two controllers are constructed. Finally, some arithmetic simulations and practical examples are given to demonstrate the effectiveness of the method studied in this paper, and the results obtained are less conservative and have larger feasible domains than previous methods.
Publisher
MDPI AG
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