quotation:		[Copy]
		Jundong BAO,Feiqi DENG,Qi LUO.[en_title][J].Control Theory and Technology,2005,3(1):67~70.[Copy]

This Paper:Browse 701 Download 117	码上扫一扫！

JundongBAO,FeiqiDENG,QiLUO
0 Fontlarge +\|Default\|Small
()

摘要:

关键词:

DOI：

Received:July 14, 2004

基金项目:

Robust stabilization of stochastic systems based on the LQ cont roller

Jundong BAO, Feiqi DENG, Qi LUO

(College of Mathematics Science , Inner Mongolia Normal University , Huhehaote Inner Mongolia 010022 , China ;Institute of Automatic Science and Control Engineering ,South China University of Technology ,Guangzhou Guangdong 510640 , China ;Institute of Science ,Wuhan University of Technology ,Wuhan Hubei 430081 , China)

Abstract:

The robust exponential stability in mean square for a class of linear stochastic uncertain control systems is dealt with. For the uncertain stochastic systems ,we have designed an optimal controller which guarantees the exponential stability of the system. Actually ,we employed Lyapunov function approach and the stochastic algebraic Riccati equation (SARE) to have shown the robustness of the linear quadratic (LQ) optimal control law. And the algebraic criteria for the exponential stability on the linear stochastic uncertain closed- loop systems are given.

Key words: Exponential stability in mean square Uncertain stochastic system SARE LQ control problem