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二阶饱和线性系统的线性最优容错吸引域
引用本文:范金华,郑志强,吕鸣.二阶饱和线性系统的线性最优容错吸引域[J].控制与决策,2011,26(1):123-128.
作者姓名:范金华  郑志强  吕鸣
作者单位:国防科技大学机电工程与自动化学院,长沙,410073
摘    要:考虑执行器故障影响,研究了二阶饱和线性系统的吸引域估计问题.通过适当定义容错吸引域,并采用椭圆逼近,使得系统的吸域域具有容错能力.为了保证容错吸引域的收敛性能,通过状态反馈将闭环系统极点配置在圆形极点区域内.基于参数空间,给出了圆形极点区域对应的反馈增益向量空间的不等式表示.在反馈增益向量窄间和执行器幅值的约束下,基于...

关 键 词:饱和线性系统  容错吸引域  参数空间  极点配置  反馈增益向量空间
收稿时间:2009/10/12 0:00:00
修稿时间:2009/12/30 0:00:00

Linear optimal fault-tolerant attraction domain for second-order
saturating linear system
FAN Jin-hu,ZHENG Zhi-qiang,LV Ming.Linear optimal fault-tolerant attraction domain for second-order
saturating linear system[J].Control and Decision,2011,26(1):123-128.
Authors:FAN Jin-hu  ZHENG Zhi-qiang  LV Ming
Affiliation:(College of Mechatronic and Automation, National University of Defense Technology, Changsha 410073, China.)
Abstract:

The assessment of the attraction domain is studied for the second-order saturating linear system with possible
faults of the control actuators. The attraction domain is endowed with the property of fault-tolerance by defining the fault-
tolerant attraction domain properly which is approached by the ellipse. To ensure the desired convergence speed of the
fault-tolerant attraction domain, the poles of the closed-loop system are placed in the circle area of the complex plane by
state feedback. Based on the parameter space, the feedback gain space described in the form of the inequality is obtained with
respect to the circle pole assignment domain. Under the constraints of the feedback gain space and the amplitude limitation
of the control actuators, an optimization problem about the fault-tolerant attraction domain is constructed by the scaling of
the reference set, and a method is presented to solve it. Finally, an example shows the effectiveness of the method.

Keywords:

saturating linear system|pole assignment|parameter space|feedback gain space|fault-tolerance attraction domain

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