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Fractional order based robust right coprime factorization control for an inverted pendulum

机译:倒立摆基于分数阶的鲁棒右互质分解控制

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Fractional order based robust right coprime factorization control is proposed for an inverted pendulum. The mathematical model is firstly derived from Lagrange Equation and its parameters are identified by using fractional order modeling and control toolbox. Then, the right factorization of the model is obtained and the right coprime factorization controllers are designed satisfying the robust stability condition. Finally, simulation and experiment are carried out, and the results shows that by using the proposed fractional order based robust right coprime factorization control, the overshoot and setting time are very small.
机译:针对倒立摆,提出了基于分数阶的鲁棒右互素分解鲁棒控制。首先从拉格朗日方程式导出数学模型,并使用分数阶建模和控制工具箱确定其参数。然后,获得了模型的正确分解因子,并设计了满足鲁棒稳定性条件的正确的互质素分解因子控制器。最后,进行了仿真和实验,结果表明,通过使用基于分数阶的鲁棒右互质分解控制,超调量和整定时间都非常小。

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