Robust Reset Controller Design for Switched Nonlinear Uncertain Systems

Citations

WEB OF SCIENCE

3
Citations

SCOPUS

4

초록

This paper presents a design of a robust switching reset controller for a class of nonlinear uncertain switched systems. We consider the norm-bounded time-varying parameter uncertainties in switched nonlinear systems obeyed by the average dwell-time switching signal. The proposed switching reset controller uses the measured output in resetting the controller's states, whereas the previous studies did not. A weighted mixed L-2/l(2) -gain is introduced to take into account the discrete disturbances induced by the measured output when resetting the controller's states. The proposed reset controller and switched nonlinear uncertain plant form a closed-loop system that is a class of nonlinear impulsive switched uncertain systems. Hence, we first provide sufficient conditions for the L-2 stability of the nonlinear impulsive switched uncertain systems. Based on the conditions, we propose linear matrix inequality (LMI)-based design conditions to choose the dynamic output feedback control and output feedback reset laws guaranteeing the weighted mixed L-2/l(2) -gain performance of the controlled systems with continuous and discrete disturbances. Numerical examples demonstrate the effectiveness of the proposed method.

키워드

Impulsive switched systems; L-2-stability; linear matrix inequality; linear matrix inequality; nonlinear uncertain systems; reset control systems; OUTPUT-FEEDBACK CONTROL; H-INFINITY CONTROL; LINEAR-SYSTEMS; TRACKING CONTROL; OBSERVER; STABILITY; STABILIZATION
제목
Robust Reset Controller Design for Switched Nonlinear Uncertain Systems
저자
Jeong, Seongcheol; Ban, Jaepil
DOI
10.1109/ACCESS.2022.3228245
발행일
2022-12
유형
Article
저널명
IEEE Access
권
10
페이지
129382 ~ 129393