Disturbance Decoupling by Dynamic Output Feedback for Linear Impulsive Systems with Periodic Jumps

E. Zattoni, N. Otsuka, A. Perdon, G. Conte
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Abstract

In this paper, we consider the problem of decoupling the output of a given system from a disturbance input by means of a dynamic output feedback for the class of linear impulsive systems with periodic jumps. By introducing a suitable notion of hybrid (C, A, B)-pair, the solvability of the problem is completely characterized by means of a structural condition. The additional requirement of stability, in a suitable sense, of the closed-loop system is also considered and a sufficient condition for the solution of the problem in this case is found. Viable algorithmic procedures for constructing solutions, if any exist, are also devised.
周期跃变线性脉冲系统的动态输出反馈干扰解耦
本文研究了一类具有周期跳变的线性脉冲系统的输出与扰动输入用动态输出反馈解耦问题。通过引入合适的杂化(C, a, B)对概念,用结构条件完全表征了问题的可解性。同时考虑了闭环系统在适当意义上对稳定性的附加要求,并找到了这种情况下问题解的充分条件。还设计了可行的算法程序来构造解决方案,如果存在的话。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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