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广义动态系统的解耦控制
Decoupling for Singular Dynamical Systems
【摘要】 本文建立了广义系统解耦控制问题与正常系统相应问题的等价条件,从而更一般而深入地研究了这个问题.给出了广义系统在状态反馈、输出反馈和动态补偿下解耦的充要条件,描述了反馈律中系数阵的特征及补偿器的设计方法.还深入讨论了解耦系统能控能观性及其它性质,并给出了数值实例.
【Abstract】 This paper makes a more general study onthe problem of decoupling of singular systems by establishingthe equivalence between singular and regular systems. Thenecessary and sufficent conditions for decoupling using stateor output MPDF, and the sufficient conditions for using dyna-mical compersation are given. The design of compensators isstated. The controllability and observability of the decoupledsystems are studied, and a numerical example is given.
【关键词】 线性系统[58BC];
广义系统理论[30S];
解耦[30U];
反馈[58AB];
补偿器[58BB];
【Key words】 Linear Systems; Generalized System Theory; Decoupling; Feedback; Compensators;
【Key words】 Linear Systems; Generalized System Theory; Decoupling; Feedback; Compensators;
- 【文献出处】 南京理工大学学报(自然科学版) ,Journal of Nanjing University of Science and Technology , 编辑部邮箱 ,1988年04期
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