中国科学院沈阳自动化研究所机构知识库
Advanced  
SIA OpenIR  > 工业信息学研究室  > 会议论文
题名: Robust stability of interval polynomials and matrices for linear systems
作者: Li XH(李先宏) ; Yu HB(于海斌) ; Yuan MZ(苑明哲) ; Wang, Jin
作者部门: 工业信息学研究室
会议名称: 30th IASTED Conference on Modelling, Identification, and Control, AsiaMIC 2010
会议日期: November 24-26, 2010
会议地点: Phuket, Thailand
会议录: Proceedings of the IASTED International Conference on Modelling, Identification and Control
会议录出版者: Acta Press
会议录出版地: Calgary, AB
出版日期: 2010
页码: 138-147
收录类别: EI
ISSN号: 1025-8973
ISBN号: 9780889868571
关键词: Computational complexity ; Continuous time systems ; Control system stability ; Discrete time control systems ; Identification (control systems) ; Linear matrix inequalities ; Linear systems ; Lyapunov functions ; Mathematical transformations ; Polynomials ; Real time systems ; Robustness (control systems) ; Speech recognition ; Uncertainty analysis
摘要: This paper addresses on the robust stability problem of interval polynomials and matrices of the continuous-time linear system (C-TLS) and discrete-time linear system (D-TLS) that contain the real uncertain parameters. The robust stability of the interval polynomials and matrices can be determined by three different robust stability criterions that check the global minimum of each order Hurwitz determinant or check the global minimum of each element in first column of Routh array. The linear matrix inequality (LMI) methods and parameters dependent Lyapunov functions (PDLF) methods are often used to effectively determine the robust stability of the interval matrices and polynomials, and in this paper, these robust criterions are also effective to determine the stability of the interval matrices and polynomials. The robust stability of the interval matrices can be transformed into the stability of an interval polynomial too. The third robust criterion can reduce the number of the optimization objectives, and as well as the computational complexity when determining the robust stability of the interval polynomials and matrices. Through applying the bilinear transformation, the three robust criterions can be extended into the interval polynomials and matrices of discrete-time linear system. Different examples of interval polynomials and matrices are studied to show the effectiveness and accurateness of the robust stability checking methods.
产权排序: 1
内容类型: 会议论文
URI标识: http://ir.sia.cn/handle/173321/8405
Appears in Collections:工业信息学研究室_会议论文

Files in This Item: Download All
File Name/ File Size Content Type Version Access License
HYQW001021.pdf(517KB)----开放获取View Download
Service
Recommend this item
Sava as my favorate item
Show this item's statistics
Export Endnote File
Google Scholar
Similar articles in Google Scholar
[Li XH(李先宏)]'s Articles
[Yu HB(于海斌)]'s Articles
[Yuan MZ(苑明哲)]'s Articles
CSDL cross search
Similar articles in CSDL Cross Search
[Li XH(李先宏)]‘s Articles
[Yu HB(于海斌)]‘s Articles
[Yuan MZ(苑明哲)]‘s Articles
Related Copyright Policies
Null
Social Bookmarking
Add to CiteULike Add to Connotea Add to Del.icio.us Add to Digg Add to Reddit
文件名: HYQW001021.pdf
格式: Adobe PDF
此文件暂不支持浏览
所有评论 (0)
暂无评论
 
评注功能仅针对注册用户开放,请您登录
您对该条目有什么异议,请填写以下表单,管理员会尽快联系您。
内 容:
Email:  *
单位:
验证码:   刷新
您在IR的使用过程中有什么好的想法或者建议可以反馈给我们。
标 题:
 *
内 容:
Email:  *
验证码:   刷新

Items in IR are protected by copyright, with all rights reserved, unless otherwise indicated.

 

 

Valid XHTML 1.0!
Copyright © 2007-2016  中国科学院沈阳自动化研究所 - Feedback
Powered by CSpace