摘要
本文基于稳定工质分解介绍了所有分散镇定控制器的参数化方法,给出了一种同时镇定控制器的参数化方法,并得到了同时镇定问题的解的参数化结果,即由一广义对象的控制器的分散和同时结构约束导出了参数需满足的一系列二次方程的约束条件.
Based on the stable coprime factorization,a parametrization of all decentralized stabilizing controller is introduced and a parametrization of all simultaneous stabilizing controller is provided in terms of a parameter that is constrained to satisfy a finite number of quadratic equations which depend on the decetralized and simultaneous structure contraint.
出处
《控制理论与应用》
EI
CAS
CSCD
北大核心
1995年第4期503-508,共6页
Control Theory & Applications
关键词
互质分解
同时镇定
控制器
鲁棒控制
stable coprime factorizition
simultaneous stabilization
decentralized control