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《Journal of Eastern Liaoning University(Natural Science)》 2014-03
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Asymptotic Stability of a Class of T-S Fuzzy System with Memory

WANG Yan-hua;Mathematics and Computer Department,Chaoyang Teacher's College;  
For a T- S fuzzy system with uncertain state terms,a memory feedback controller was designed,thus the global asymptotic stability of the system was achieved with Lyapunov stability theory. Firstly,by constructing a Lyapunov quadratic function,it was proved that the closed- loop system was asymptotically stable through the application of this memory feedback controller. Secondly,the feedback gain matrix of the controller was found with the linear matrix inequality( LMI) technique in MATLAB. Finally,a simulation example was given to illustrate the validity of the proposed method.
【CateGory Index】: TP13
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【Citations】
Chinese Journal Full-text Database 3 Hits
1 BU Hong-yu;Teacher's college,Eastern Liaoning University;;Optimal Boundary Control Problem for a Class of Non-linear Time-varying Population Diffusion Systems[J];Journal of Eastern Liaoning University(Natural Science);2013-04
2 XU Jilin;QU Baida;XU Baoguo;Key Laboratory of Advanced Process Control for Light Industry Ministry of Education,Jiangnan University;;Guaranteed cost control for networked control systems with uncertain time-delay[J];Computer Engineering and Applications;2014-05
3 HANG A-fang,CHEN Li-huan Jinling Institute of Technology,Nanjing 211169,China;LMI-based Guaranteed Cost Controller Designs for T-S Fuzzy Memory Non-fragile Systems[J];Journal of Southwest University(Natural Science Edition);2012-11
【Co-citations】
Chinese Journal Full-text Database 1 Hits
1 BU Hong-yu;Teacher's College,Eastern Liaoning University;;Optimal Boundary Control Problem for a Class of Non-linear Time-varying Population Diffusion Systems(Part Ⅱ)[J];Journal of Eastern Liaoning University(Natural Science);2014-01
【Secondary Citations】
Chinese Journal Full-text Database 10 Hits
1 XU Long-feng,ZUO Dong(School of Mathematics and Physics,Anhui University of Technology,Maanshan 243002,China);A Class of Total Amount Controlled Nonlinear Stand Age Dynamics System[J];Journal of Eastern Liaoning University(Natural Science);2012-01
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