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Performance the balance of circular inverted pendulum by using LQR controlled theory

机译:使用LQR控制理论性能圆形倒立摆的平衡

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In this study, the LQR control theory was employed to control the upright inverted pendulum to be balanced. The traditional controller was designed by the mathematical model of the physical system, but fuzzy controller collected set theory, membership function and control knowledge. In fact, LQR controllers are able to processes make complex and inexact mathematical models be controlled well. There are many ways to control the way and theory: a mathematical model, fuzzy control theory, Lyapunov function and LQR control theory and so on, the use of dynamic equations of the characteristics of online adjustment of the controller parameters to control the inverted pendulum mechanism, upright positioning of the pendulum, and suspension oscillation elimination control. The results disclosed that the circular inverted pendulum with LQR control algorithm performed more stable than that with the traditional PID control method.
机译:在这项研究中,采用LQR控制理论来控制直立倒立的摆锤进行平衡。传统控制器由物理系统的数学模型设计,但模糊控制器收集了集合理论,会员函数和控制知识。实际上,LQR控制器能够处理良好的复杂和不精确的数学模型。有很多方法可以控制方式和理论:数学模型,模糊控制理论,Lyapunov功能和LQR控制理论等,使用动态方程的在线调整的特征来控制倒立摆机制,摆锤直立定位,悬架振荡消除控制。结果公开了具有LQR控制算法的圆形倒立柱比与传统的PID控制方法更稳定。

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