线性二次型最优控制,Linear quadratic optimal control
1)Linear quadratic optimal control线性二次型最优控制
1.The vibration control is studied with linear quadratic optimal control theory proposed.利用MSCNastran开发语言DMAP(DirectMatrixAbstractionProgram),基于现代控制理论,建立机翼有限元结构的振动控制模型,并使用线性二次型最优控制理论对机翼结构进行振动抑制研究。
2.Aimed at the nonlinear characteristic of power system, a decentralized linear optimal coordinated control law about TCSC and excitation system of Turbo-generator is finally founded based on the feedback linearization method and linear quadratic optimal control theory.针对电力系统非线性特性,采用反馈线性方法,以改善电力系统暂态稳定性为目标,应用线性二次型最优控制理论探讨了TCSC和发电机励磁系统的分散协调控制规律。
3.The order-reduced results are verified by comparing the zeros, poles and outputs curves before and after the order reduction and applying the linear quadratic optimal control law for low-order model to the high-ord.通过零极点比较、输出曲线比较和将针对低阶模型设计的线性二次型最优控制律加入原高阶模型等方法对降阶结果进行了验证。
英文短句/例句

1.Applying MATLAB to the Design of the Linear Quadratic Optimal Controller;线性二次型最优控制器的MATLAB实现
2.Research on linear quadratic optimal control problem in active vibration control振动主动控制中线性二次型最优控制问题研究
3.An Easy Approach to Solving the Problem of Linear Quadratic Optimal Control求解线性二次型最优控制问题的较简便途径
4.A Class of Macroeconomic System and Its Linear Quadratic Optimal Control一类宏观经济系统及其线性二次型最优控制
5.Vibration control of flexible manipulator based on linear quadratic regulator柔性机械臂的线性二次型最优振动控制
6.THE CHEBYSHEV-LEGENDRE PSEUDOSPECTRAL METHOD FOR SOLVING THE LINEAR-QUADRATIC OPTIMAL CONTROL PROBLEMS线性—二次型最优控制问题的Chebyshev—Legendre拟谱方法
7.A method for solving the linear-nonquadratic optimal control problem线性-非二次最优控制问题的一种解法
8.Linear Quadratic Optimal PID Control in Brushless Direct Linear Motor;无刷直流直线电机线性二次最优PID控制
9.Application of stochastic linear quadratic optimal control in portfolio selection problem;随机线性二次最优控制在投资组合中的应用
10.Control system of magnetically suspended table based on linear quadratic optimization采用线性二次最优的磁悬浮平台控制系统
11.Second order Nonlinear Impulsive Integro-differential Equations of Mixed Type and Optimal Controls二阶非线性混合型脉冲积微分方程和最优控制
12.Design of Dead-beat Internal Model Controller with Quadratic Performance Index二次型最优的有限拍内模控制器设计
13.Study on Several Problems of Indefinite Stochastic Linear Quadratic Optimal Control;关于不定随机线性二次最优控制若干问题的研究
14.A Kind of Indefinite Stochastic Linear Quadratic Optimal Control Problem with Incomplete Data;一类部分信息下的不定随机线性二次最优控制问题
15.Studies on Robust Quadratic Optimal Control in LQ Significance and Robust Stable Bounds of Uncertain Linear System;不确定线性系统LQ意义下鲁棒二次最优控制及鲁棒稳定界的研究
16.A Posteriori Error Estimates for Mixed Finite Element Solutions of Quadratic Nonlinear Optimal Control Problems;二次非线性最优控制问题的混合有限元解的后验误差估计
17.Optimal Control for Nonlinear Large-Scale Systems: a Successive Approximation Approach;非线性大系统最优控制:逐次逼近法
18.Nonlinear model predictive control optimization algorithm based on the trust-region quadratic programming基于信赖域二次规划的非线性模型预测控制优化算法
相关短句/例句

LQR线性二次型最优控制
1.This paper llinearizes the single inverted-pendulum system,using the pole-placement method and the LQR method to meet the design specifications.作者对倒立摆系统的非线性模型进行了线性化处理,通过利用全状态反馈和线性二次型最优控制两种方法对系统进行控制以满足设计指标,最后设计仿真实验软件平台以方便对比参数设置和系统性能之间的关系。
2.In light of the shortage of LQR for bridge crane anti-swing and position control,based on the analysis of the bridge crane wheelbarrow movement physics model,the fuzzy theory was introduced into bridge crane anti-swing and position control,and the idea of control based on fuzzy theory was put forward,a method based on fuzzy theory for anti-swing and position control was designed.针对线性二次型最优控制(LQR)法在起重机定位防摆中存在的不足,在分析了桥式起重机小车运行物理模型的基础上,将模糊理论引入起重机定位防摆中,提出了基于模糊理论控制的思想,设计了一种基于模糊的起重机定位与防摆控制方法。
3)linear quadratic regulator (LQR)线性二次型最优控制(LQR)
4)linear quadratic optimal control (LQ)线性二次型最优控制(LQ)
5)linear quadratic optimal controller线型二次型最优控制器
6)linear quadratic regulator(LQR) optimal controller线形二次型最优控制(LQR)
延伸阅读

线性二次型最优控制分子式:CAS号:性质:对于线性系统的控制器设计问题,如果其性能指标是状态变量和(或)控制变量的二次型函数的积分,则这种动态系统的最优化问题称为线性系统二次型性能指标的最优控制问题,简称为线性二次型最优控制问题或线性二次问题。线性二次型问题的最优解可以写成统一的解析表达式和实现求解过程的规范化,并可简单地采用状态线性反馈控制律构成闭环最优控制系统,能够兼顾多项性能指标,因此得到特别的重视,为现代控制理论中发展较为成熟的一部分。