状态反馈

H∞控制状态反馈与瑞利商精细积分

H ∞ control state feedback and Rayleigh quotient precise integration

分散H∞状态反馈鲁棒控制设计&LMI方法

Decentralized h ∞ state feedback robust control design LMI approach

n级倒立摆系统建模倒立摆系统的线性二次型状态反馈控制

Modeling of n - order inverted pendulum LQR Control of Pendulum System

一类非标准系统H∞全局状态反馈控制

Global state feedback H ∞ control for a class of nonstandard systems

详细说明了H∞控制的理论和算法，并运用H∞控制方法设计了微小卫星姿态的状态反馈控制律。

A robust H_ ∞ state-feedback controller of microsatellite attitude is designed .

线性大系统的分散协同H∞状态反馈控制

Decentralized cooperative H_ ∞ state feedback control of linear interconnected large-scale systems

基于网络环境的H∞状态反馈控制器设计

H_ ∞ State Feedback Controller Design Based on Network Environment

基于状态反馈H∞控制的水电机组鲁棒调速器

Robust Governor for the Hydroelectric Unit Based on State Feedback H_ ∞ Control

混合灵敏度问题的鲁棒H∞/LTR状态反馈综合方法

Robust H ∞ / LTR State Feedback Synthesis Methods for Mixed Sensitivity Problems

传统的PID控制器具有简单和鲁棒性的特点，状态反馈能够改善被控对象的动态特性，提高控制性能。

State feedback could improve dynamic characteristics of a controlled object .

混和H2/H∞状态反馈控制

Mixed H_2 / H_ ∞ state feedback control

奇异H∞状态反馈问题的降阶递推解法

A Reduced Order Recursive Solution for the Problem of Singular H ∞ State Feedback

基于扩展LMI的多目标H2/H∞状态反馈控制综合

Multi-objective H2 / H ∞ state-feedback control synthesis based on extended LMI characterizations

针对线性不确定离散系统，研究了鲁棒非脆弱H∞状态反馈控制器的设计问题。

The problem of robust and non-fragile H_ ∞ control via state feedback for linear discrete-time uncertain systems is studied .

基于LMI可行解的所有状态反馈H∞控制器

All H_ ∞ Controllers via State Feedback Based on a Feasible Solution to LMI

不确定非线性系统的H∞状态反馈控制采用T-S模糊模型。

The H ∞ state feedback control of uncertain nonlinear system adopted T-S fuzzy model .

通过求解离散时间Lyapunov方程，得出线性状态反馈控制律。

The linear state feedback controller is established by solving discrete time Lyapunov equation .

含决策状态反馈的DSS设计

Design of DSS with Information Feedback State Painting

设计了UPFC全状态反馈线性最优控制器。

UPFC 's linear optimal controller with full-state feedback is designed .

得到了状态反馈鲁棒容错H∞控制律的存在条件及其代数表达形式。

The existent condition of the robust fault-tolerant H ∞ controller by state feedback is obtained , and also we give the algebra expression of the controller .

结果表明：若该H∞状态反馈控制问题有解，则原系统可以通过状态反馈实现鲁棒镇定。

The results show that if the solution of the H_ ∞ control problem exists , the original system can be robustly stabilized by a state feedback control .

针对五机架冷连轧机利用H∞状态反馈控制方法设计了其张力鲁棒控制器。

A tension robust controller is designed by using state-feedback robust control method for the tension system between fourth and fifth stands of 2030 cold tandem rolling mill .

进而利用LMI设计广义系统在分散状态反馈作用下具有完整性的容错控制器；

Further the fault-tolerant decentralized state feedback controllers with integrity are presented using LMI method .

仿真结果表明，所设计的飞机H∞状态反馈控制器能满足自动着陆要求，并且能有效地抑制阵风干扰和避免控制输入过大等问题。

The simulation results indicate that the new design can satisfy the design specifications , and it restrains that disturbance of gust and prevent the emergence of input extremity .

状态反馈非线性TCR无功补偿系统仿真研究

Research on simulation of TCR reactive power compensation based on exact linearization via state feedback

基于Delta算子界实引理，给出闭环不确定系统具有H∞范数界的充分条件和状态反馈设计。

Based on the Delta operator bounded real lemma , sufficient condition with H ∞ norm bound on closed loop uncertain systems and state feedback design are presented .

依据李雅普诺夫稳定性理论和切换系统理论设计基于观测器的状态反馈控制律，获得利用Matlab工具箱求解的线性矩阵不等式条件。

Based on Lyapunov stability theory and switching system theory , observer-based state feedback control law is designed . The linear matrix inequality conditions are established by Matlab Toolbox .

状态反馈控制（SFC）系统是一种先进控制系统[1]。

State Feedback Control ( SFC ) system is a progressive control system .

以航天器在惯性坐标系下位置速度向量误差为输入量，给出了一种全状态反馈控制律，利用Lyapunov方法证明该闭环系统是渐进稳定的；

The tracing errors are required based on mean elements . The asymptotic stability of the feedback system is proved with Lyapunov method .

基于一种新的时滞独立稳定性准则，分别给出了经状态反馈和基于模糊观测器的输出反馈对系统进行H∞控制的方法。

Based on a new delay-independent stability criterion , the design scheme of H_ ∞ controller via state feedback is obtained . Furthermore , an observer-based H_ ∞ controller is also addressed .