Title :
Quadratic Stability of Uncertain Linear Systems: Continuous and Discrete Time Cases
Author :
Neto, Alexandre Trofino ; Dion, Jean Michel ; Dugard, Luc
Author_Institution :
Laboratoire d´´Automatique de Grenoble, URA CNRS 228, ENSIEG - INPG, BP 46 38402 St. Martin d´´Hÿres - France; Dep. of Electrical Engineering /LCMI, Federal University of Santa Catarina Brazil; G.R. Automatique - CNRS.
Abstract :
This paper presents necessary and sufficient conditions for quadratic stability of uncertain linear continuous time systems with time varying parametric uncertainties. The approach can cope with a large class of uncertainties : various sources of uncertainties (which may depend on a parameter vector) may be considered ; the uncertainties may be structured or not. The discrete time case is also treated and sufficient conditions are given for the same class of uncertainties.
Keywords :
Computer aided software engineering; Feedback control; Linear systems; Lyapunov method; National electric code; Robust stability; Tellurium; Time varying systems; Uncertain systems; Uncertainty;
Conference_Titel :
American Control Conference, 1992
Conference_Location :
Chicago, IL, USA
Print_ISBN :
0-7803-0210-9