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LQR, double-PID and pole placement stabilization and tracking control of single link inverted pendulum

机译:单链倒立摆的LQR,双PID和极点放置稳定及跟踪控制

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This paper presents the dynamic behaviour of a nonlinear single link inverted pendulum-on-cart system based on Lagrange Equation. The nonlinear model linearization was presented based on Taylor series approximation. LQR, double-PID and simple pole placement control techniques were proposed for upright stabilization and tracking controls of the system. Simulations results for the various control techniques subjected to a unity magnitude pulse input torque with and without disturbance were compared. The performances of the proposed controllers were investigated based on response time specifications and level of disturbance rejection. Thus, the performance of LQR is more reliable and satisfactory. Finally, future work suggestions were made.
机译:本文提出了基于拉格朗日方程的非线性单链购物车倒立摆系统的动力学行为。基于泰勒级数逼近,给出了非线性模型的线性化。提出了LQR,双PID和简单的磁极放置控制技术,用于系统的垂直稳定和跟踪控制。比较了各种控制技术在有和没有扰动的情况下经受单位幅度脉冲输入转矩的仿真结果。根据响应时间规格和干扰抑制水平,对所提出的控制器的性能进行了研究。因此,LQR的性能更加可靠和令人满意。最后,提出了今后的工作建议。

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