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多变量鲁棒自适应极点配置算法
引用本文:李俊民,邢科义,高淑萍.多变量鲁棒自适应极点配置算法[J].自动化学报,1997,23(5):598-604.
作者姓名:李俊民  邢科义  高淑萍
作者单位:1.西安电子科技大学应用数学系,西安
摘    要:在系统具有一般不确定结构的情况下,提出了一种多变量自适应极点配置算法,解 决了多变量自适应极点配置算法的奇异性问题,证明了它的全局收敛性和稳定性.该算法构 造了一个估计参数的修正策略,保证估计模型的一致能控性,并且得到能控度的一个下界.所 需要的先验知识仅为系统的能观性指数和能控性指数的上界以及干扰上界.

关 键 词:鲁棒自适应极点配置    不确定结构    参数估计修正策略    全局收敛和稳定性
收稿时间:1995-8-25

Robust Multivariable Adaptive Pole Placement Algorithm
Li Junming,Xing Keyi,Gao Shuping.Robust Multivariable Adaptive Pole Placement Algorithm[J].Acta Automatica Sinica,1997,23(5):598-604.
Authors:Li Junming  Xing Keyi  Gao Shuping
Affiliation:1.Department of Applied Mathematics,Xidian University,Xi'an
Abstract:Adaptive pole placement algorithm for multivariable system with a general uncertainty structure is presented.The long standing adaptive pole placement problem for multivariable non minimum phase system with a general uncertainty structure is solved without a persistent excitation signal.A modification strategy for parameter estimation is proposed to guarantee the uniform controllability of the estimated model and to obtain a lower bound of the controllable measure.The global convergence and the stability of the algorithm are established.The scheme requires no a priori knowledge other than the system observability indices and upper bound of the controllability index.
Keywords:Robust adaptive pole placement  uncertainty structure  parameter estimate modification strategy  global convergence and stability  
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