This paper discusses the application of linear quadratic optimal control theory in network PID control system.
讨论了线性二次型最优控制理论在神经网络PID控制系统中的应用。
Taking certain helicopter as example, the controller structure of linear-quadratic(LQ) optimal control and PID is designed to solve the sideslips of coordinated turns.
以某型直升机为例，针对协调转弯侧滑过大问题，设计了最优控制与经典PID相结合的控制律结构。
In this paper, the optimal PID control system for aero-engine was designed using LQR (Linear-Quadratic Regulator) approach.
本文采用基于LQR的PID控制算法，设计某型号涡扇发动机控制系统。
PID, pole assignment and linear-quadratic optimal control (LQR) are used to design inverted pendulum systems. And they are researched by MATLAB simulation.
针对倒立摆系统研究了PID、极点配置和线性二次型调节器，并利用MATLAB进行了仿真研究。
PID, pole assignment and linear-quadratic optimal control (LQR) are used to design inverted pendulum systems. And they are researched by MATLAB simulation.
针对倒立摆系统研究了PID、极点配置和线性二次型调节器，并利用MATLAB进行了仿真研究。
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