シャ　キンカ   Jinhua She   佘　錦華    所属   工学部 機械工学科    職種   教授
言語種別	英語
発行・発表の年月	2015/10
形態種別	学術論文
査読	査読あり
標題	New Results on Stability Analysis for Systems with Discrete Distributed Delay
執筆形態	共著
掲載誌名	Automatica
出版社・発行元	Elsevier
巻・号・頁	60,pp.189-192
著者・共著者	Hong-Bing Zeng, Yong He, Min Wu, and Jinhua She
概要	The integral inequality technique is widely used to derive delay-dependent conditions, and various integral inequalities have been developed to reduce the conservatism of the conditions derived. In this study, a new integral inequality was devised that is tighter than existing ones. It was used to investigate the stability of linear systems with a discrete distributed delay, and a new stability condition was established. The results can be applied to systems with a delay belonging to an interval, which may be unstable when the delay is small or nonexistent. Three numerical examples demonstrate the effectiveness and the smaller conservatism of the method.
DOI	10.1016/j.automatica.2015.07.017