Stability by feedback of the first order singular distributed parameter control systems containing infinite non-negative real part poles

Author

Shi, Guodong ; Liu, Feng

Author_Institution

Inst. of Control Theor. & Applic., Jiangsu Teachers Univ. of Technol., Changzhou, China

fYear

2009

Firstpage

1416

Lastpage

1419

Abstract

Stability by feedback of the first order singular distributed parameter control systems containing infinite nonnegative real part poles are discussed via functional analysis and operator theory in Hilbert space. The sufficient conditions of stability by feedback and the constructive expression of feedback control law,which make the closed loop singular distributed parameter control systems to be asymptotical stable,are given. This research is theoretically important for studying stability by feedback of the singular distributed parameter control systems.

Keywords

Hilbert spaces; asymptotic stability; closed loop systems; distributed parameter systems; feedback; Hilbert space; asymptotical stability; closed loop systems; feedback stability; first order singular distributed parameter control systems; functional analysis; infinite non-negative real part poles; operator theory; Asymptotic stability; Control system synthesis; Control systems; Distributed control; Feedback control; Feedback loop; Functional analysis; Hilbert space; Stability analysis; Sufficient conditions; Hilbert space; Stability by feedback; infinite non-negative real part poles; singular distributed parameter control systems;

fLanguage

English

Publisher

ieee

Conference_Titel

Asian Control Conference, 2009. ASCC 2009. 7th

Conference_Location

Hong Kong

Print_ISBN

978-89-956056-2-2

Electronic_ISBN

978-89-956056-9-1

Type

conf

Filename

5276335