A state feedback stabilization scheme is proposed for a class of strict-feedback stochastic time-delay nonlinear systems.
针对一类严格反馈随机时滞非线性系统，提出了一种状态反馈镇定方案。
The work involved is as follows:(1) The stability analysis for a class of the discrete linear switched system is given, and the state feedback stabilization is also presented.
所做工作主要有以下四个方面：（1）对离散线性切换系统进行稳定性分析，并研究了离散线性切换系统的状态反馈镇定问题。
Researches concerning the stabilization by state feedback of the system is always one of important research problems for modern control theory.
关于系统的状态反馈稳定性问题的研究一直是现代控制理论研究的重要问题之一。
This research is theoretical important for studying the stabilization by state feedback of the singular distributed parameter systems.
这对研究广义分布参数系统的状态反馈稳定性问题具有重要的理论价值。
For a class of uncertain nonlinear time-delay systems, a state feedback control method which cause the system quadratic stabilization is proposed.
对于一类不确定非线性时滞系统，研究使系统二次稳定的状态反馈控制方法。
The concept of asymptotic stabilization via state feedback is proposed for affine nonlinear singular systems.
首先给出仿射非线性奇异系统反馈稳定化的概念；
Based on this, the design of state feedback is given by matrix transform. The issue of robust BIBO stabilization for uncertain large scale systems is also addressed.
在此基础上通过矩阵分析的技巧给出了状态反馈控制器的设计方法并将其推广到系统结构中存在不确定项的情形。
Three kinds of global finite-time feedback stabilization approaches based on continuous state feedback are given.
给出了三种基于连续状态反馈的全局有限时间状态反馈镇定方法。
The robust stabilization via state feedback for time-varying delays discrete-time singular systems with parameter uncertainties is discussed.
讨论含参数不确定的离散时变时滞奇异系统的时滞相关的鲁棒状态反馈稳定化问题。
This paper studies the stabilization problem of the linear control systems in which there exists time-delay in the state feedback.
本文研究线性系统状态反馈控制存在延迟时的镇定问题。
The problem of the state feedback robust stabilization for a class of linear uncertain system with multi-time delays is studied.
研究一类线性不确定多时滞系统的状态反馈鲁棒镇定问题。
This paper is concerned with the issue of stabilization of unstable linear interval systems by using state feedback.
本文研究非稳定线性区间系统的反馈稳定性和鲁棒极点配置问题。
The purpose of robust stabilization is to design a state feedback controller such that the resulting closed-loop system is robust stable.
目的是设计状态反馈控制器，使得闭环系统是鲁棒稳定的。
By regulating the quadratic performance of the systems we develop an approach for decentralized stabilization using local state feedback.
通过调节系统的二次型目标函数，我们推导出一种系统的用局部状态反馈的分散镇定方法。
The stabilization criteria for nonlinear time-delay system described by fuzzy T-S model are proposed on (condition) that the time-delay is precisely available via memory state feedback strategy.
基于记忆型状态反馈策略，首先给出由T - S模糊模型描述的非线性时滞系统在时滞精确已知情况下的鲁棒镇定准则；然后给出非线性时滞系统在时滞未知情况下的鲁棒自适应控制策略。
Necessary and sufficient condition for the generalized quadratic stabilization is derived by solving LMIs, and the required state feedback controller is also constructed.
利用线性矩阵不等式（LMI）给出了时滞区间广义系统广义二次能稳定的充分必要条件和控制器的构造方法。
Through adding a power integrator, a partial-state feedback law is constructed to solve the finite-time stabilization problem of the nonlinear systems.
通过利用“加幂积分器”的方法构造出了一个部分状态反馈控制律，解决了这类不确定非线性系统的有限时间镇定问题。
Through adding a power integrator, a partial-state feedback law is constructed to solve the finite-time stabilization problem of the nonlinear systems.
通过利用“加幂积分器”的方法构造出了一个部分状态反馈控制律，解决了这类不确定非线性系统的有限时间镇定问题。
应用推荐