A new algorithm for pole assignment of single-input linear systems using state feedback

A new algorithm for pole assignment of single-input linear systems using state feedback

导出

摘要 In this paper we present a new algorithm for the single-input pole assignment problem using state feedback. This algorithm is based on the Schur decomposition of the closed-loop system matrix, and the numerically stable unitary transformations are used whenever possible, and hence it is numerically reliable.The good numerical behavior of this algorithm is also illustrated by numerical examples. In this paper we present a new algorithm for the single-input pole assignment problem using state feedback. This algorithm is based on the Schur decomposition of the closed-loop system matrix, and the numerically stable unitary transformations are used whenever possible, and hence it is numerically reliable.The good numerical behavior of this algorithm is also illustrated by numerical examples.

作者 QIAN Jiang CHENG Mingsong XU Shufang

机构地区 LMAM

出处《Science China Mathematics》 SCIE 2005年第3期307-321,共15页 中国科学：数学（英文版）

关键词 POLE ASSIGNMENT problem numerical method SCHUR decomposition. pole assignment problem, numerical method, Schur decomposition.

分类号 N [自然科学总论]

引文网络
相关文献

参考文献1

1Xu,S. F.An Introduction to Inverse Algebraic Eigenvalue Problems, Beijing: Peking University Press, and Braunschweig/Wiesbaden: Friedr[].Vieweg & Sohn Verlagsgesellschaft mbH.1998

1石赫.THE POLE ASSIGNMENT OF LINEAR SYSTEMS[J].Systems Science and Mathematical Sciences,1991,4(4):349-361.
2FAN Hung-Yuan~1 LIN Wen-Wei~1 & XU Shufang~2 1. Department of Mathematics,Tsing Hua University,Hsinchu 30043,China,2. LMAM,School of Mathematical Sciences,Peking University,Beijing 100871,China.Pole assignment in descriptor periodic systems[J].Science China Mathematics,2005,48(10):1309-1332.
3Wang Xiuhong.Robust Adaptive Pole Assignment Design[J].Systems Science and Systems Engineering,1997,7(3):116-121.
4XIAO Yang\+1\ \ DU Xi\|yu\+1\ \ Rolf Unbehauen\+2 1.Institute of Information Science, Northern Jiaotong University Beijing 100044, P.R.China 2. Institute of General and Theoretic Electronic\|Technique University of Erlangen\|Nürnberg Cauerstr.7, 910.Sufficient Conditions of Robust Schur Stability for Uncertain 2-D Polynomials[J].Systems Science and Systems Engineering,1999,9(3):368-374. 被引量：4
5Li Wuzhou.Protecting The Third Pole[J].Beijing Review,2014,57(34):30-31.
6Tian Hongjiong & Kuang Jiaoxun (Department of Mathematics, Shanghai Normal University, Shanghai 200234, China).The　θ－Methods　in　Numerical　Solution　of　Systems　of　Differential　Equations　with　Two　Delay　Terms[J].Journal of Systems Engineering and Electronics,1994,5(3):32-40. 被引量：2
7CHU YuMing 1, XIA WeiFeng 1 & ZHAO TieHong 2 1 Department of Mathematics, Huzhou Teachers College, Huzhou 313000, China,2 Institut de Mathmatiques, Universit Pierre et Marie Curie, Paris F-75252, France.Schur convexity for a class of symmetric functions[J].Science China Mathematics,2010,53(2):465-474. 被引量：6
8GAO Zhi\|wei,\ ZHENG Pi′e,\ WANG Xian\|laiTianjin University, Tianjin 300072, China.Performance Sensitivity Analysis for Linear Systems with Stable Feedback Perturbations[J].Systems Science and Systems Engineering,1999,9(4):44-48. 被引量：1
9Yu Lintao.Third Pole Challenges[J].Beijing Review,2015,58(49):32-33.
10陈培德.PSEUDO-RADIUS OF POINT SETS AND PACKING NUMBER[J].Chinese Science Bulletin,1992,37(23):2022-2023.

Science China Mathematics

2005年第3期

浏览历史

内容加载中请稍等...

A new algorithm for pole assignment of single-input linear systems using state feedback

参考文献1

相关作者

相关机构

相关主题

浏览历史