@inproceedings{b598d9519f17442896eacf1f1f46810c,
title = "Stability and stabilization of discrete switched systems based on parameter-dependent lyapunov functions",
abstract = "This paper addresses the stability and stabilization of discrete switched systems which can be used to describe manufacturing systems. A new sufficient and necessary condition in the use of parameter-dependent Lyapunov functions is proposed to guarantee the switched system stability under arbitrary switching. The control synthesis approach presented in this work reduces the conservatism by slack variables while investigating the static output feedback control issue. A cone complementarity linearization algorithm is applied to make the condition a minimization problem in the form of LMIs. By numerical evaluation, the new control design technique is illustrated to be more efficient.",
keywords = "Cone complementarity linearization, Discrete switched systems, Lyapunov functions, Slack variable, Stability analysis",
author = "Tong Wang and Wu, \{Song Pu\} and Qing Wang and Dong, \{Chao Yang\}",
year = "2013",
doi = "10.4028/www.scientific.net/AMM.365-366.932",
language = "英语",
isbn = "9783037857816",
series = "Applied Mechanics and Materials",
pages = "932--937",
booktitle = "Machine Design and Manufacturing Engineering II",
note = "2013 2nd International Conference on Machine Design and Manufacturing Engineering, ICMDME 2013 ; Conference date: 01-05-2013 Through 02-05-2013",
}