Disturbance Impulse Controllability in Descriptor System

Yan Z.

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Disturbance Impulse Controllability in Descriptor System

机译：描述符系统中的干扰脉冲可控性

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摘要

The descriptor system $E{mathdot{x}}=Ax+Gu+Hv$ with external disturbance $v$ is considered. To characterize the possibility to cancel the impulses produced by external disturbance $v$ through using control $u$ , the concept of disturbance impulse controllability is introduced.

机译：考虑具有外部干扰$ v $的描述符系统$ E {mathdot {x}} = Ax + Gu + Hv $。为了表征通过使用控制$ u $抵消由外部干扰$ v $产生的脉冲的可能性，引入了干扰脉冲可控性的概念。

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《Automatic Control, IEEE Transactions on》 |2011年第4期|p.946-951|共6页
作者
Yan Z.;
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作者单位

Natural Science Research Center, Harbin Institute of Technology, Harbin, China;

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正文语种 eng
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关键词
$H_{infty}$ control of descriptor system; Distributional solution; impulse controllability; reachability; singular system;

机译：描述符系统的$ H_ {infty} $控制;分布解;脉冲可控性;可达性;奇异系统;

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1. Impulse Controllability: From Descriptor Systems to Higher Order DAEs [J] . Rachel Kalpana Kalaimani, C. Praagman, Madhu N. Belur IEEE Transactions on Automatic Control . 2016,第9期

机译：脉冲可控性：从描述符系统到高阶DAE
2. Dynamic Output Feedback Control Based on Descriptor Redundancy Approach for Networked Control Systems With Multiple Mixed Time-Varying Delays and Unmatched Disturbances [J] . Wei Zheng, Hongbin Wang, Hongrui Wang, IEEE systems journal . 2019,第3期

机译：具有多个混合时变时滞和无匹配扰动的网络控制系统基于描述符冗余方法的动态输出反馈控制
3. Geometric analysis of impulse controllability for descriptor system [J] . Yan ZB Systems and Control Letters . 2007,第1期

机译：描述子系统脉冲可控性的几何分析
4. Impulse controllability and impulse elimination in rectangular descriptor systems [C] . Mishra Vikas Kumar, Tomar Nutan Kumar, Gupta Mahendra Kumar International conference on control, automation and systems . 2015

机译：矩形描述符系统中的脉冲可控性和脉冲消除
5. The effects of disturbance-modeling errors on performance of disturbance accommodating control (DAC) systems. [D] . Clark, Jeremy Edward. 2005

机译：干扰建模误差对干扰适应控制（DAC）系统性能的影响。
6. Continuous uniformly finite time exact disturbance observer based control for fixed-time stabilization of nonlinear systems with mismatched disturbances [O] . Junkang Ni, Chongxin Liu, Hang Liu -1

机译：基于连续一致有限时间精确干扰观测器的非线性系统的时滞稳定控制
7. New impulse (noncausality) test for descriptor systems by Mobius-transformation [O] . Wang Q, Wong N, Lam EY 2012

机译：通过mobius变换对描述符系统进行新的脉冲（非因果性）测试
8. Descriptor Representation of Linear Constant Systems: Impulse Modes and CriticalInterconnection Constraints [R] . Blomberg, H., Ylinen, R. 1995

机译：线性常系统的描述子表示：脉冲模式和临界互连约束

Disturbance Impulse Controllability in Descriptor System

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