singular linear system

Using linear state feedback and linear feedforward control of the disturbances, the problem of achieving the distrubance rejection in a linear time invariant singular system is treated and a constructive solvability condition is presented.

本文针对线性的不变奇异系统，讨论了利用一般状态反馈及前馈控制的组合来达到其干扰解耦的条件.文中构造性地给出了这一问题可解的充分必要条件。

The structure character of system transfer matrices can be used to solve a class of singular H ∞ control problem and a reduced order H ∞ controller can be constructed in explicit form either by linear matrix inequations method or two algebra Riccati equation method.

一类奇异H∞控制问题可以利用系统矩阵的结构特征通过线性矩阵不等式或2代数黎卡提方程方法直接显式构造得到降阶控制器。

As the open-system is singular, we use the Linear Matrix Inequalities ( LMI ) method to obtain the controller.

针对所得的系统是奇异系统的特性, 利用 LMI 技术来求解控制器.

In this paper, singular boundary value problems of non-linear equation system on a-line will be considered.

本文主要研究 半 直线上非线性方程组奇异边值问题解的存在性.

He problem of design of variable structure control for nonlinear singular systems is considered based on linear time invariant singular system.

从线性定常广义系统出发，研究非线性广义系统的变结构控制设计问题。