Title :
Feedback stabilization of bilinearly coupled uncertain dynamical delay systems
Author_Institution :
Control Theor. & Applic. Centre, Coventry Univ., Coventry, UK
Abstract :
A class of continuous feedback controls is presented which stabilizes a class of nonlinearly coupled uncertain dynamical delay systems based on a prototype that has the structure of two bilinearly coupled subsystems with state time-delay in the linear terms. The uncertainty in the class of systems is both state delay-dependent and input dependent and allows for quadratic growth with respect to the state. A delay-independent stability criterion is obtained for this problem.
Keywords :
bilinear systems; continuous systems; delays; feedback; stability; stability criteria; uncertain systems; bilinearly coupled uncertain dynamical delay systems; continuous feedback controls; delay-independent stability criterion; feedback stabilization; input dependent system; linear terms; nonlinearly coupled uncertain dynamical delay systems; quadratic growth; state delay-dependent system; state time-delay; Asymptotic stability; Delay systems; Delays; Feedback control; Mathematical model; Stability analysis; Uncertainty; Delay systems: uncertain systems; robust stabilization;
Conference_Titel :
Control Conference (ECC), 1997 European
Conference_Location :
Brussels
Print_ISBN :
978-3-9524269-0-6