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Flatness-based linear output feedback control for disturbance rejection and tracking tasks on a Chua's circuit

机译:基于平坦度的线性输出反馈控制,用于蔡氏电路上的干扰抑制和跟踪任务

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摘要

A linear output feedback controller is developed for trajectory tracking problems defined on a modified version of Chua's circuit. The circuit modification considers the introduction of a flat input, i.e. a suitable external control input channel guided by (a) the induction of the flatness property on a measurable output signal of the circuit and (b) the physical viability of the control input. A linear active disturbance rejection control based on a high-gain linear disturbance observer, is implemented on a laboratory prototype. We show that the state-dependent disturbance can be approximately, but arbitrarily closely, estimated through a linear high-gain observer, called a generalised proportional integral (GPI) observer, which contains a linear combination of a sufficient number of extra iterated integrals of the output estimation error. Experimental results are presented in the output reference trajectory tracking of a signal generated by an unrelated chaotic system of the Lorenz type. Laboratory experiments illustrate the proposed linear methodology for effectively controlling chaos.
机译:开发了线性输出反馈控制器,用于在Chua电路的修改版中定义的轨迹跟踪问题。电路修改考虑引入扁平输入,即由(a)在电路的可测量输出信号上感应平坦性的行为和(b)控制输入的物理可行性所引导的合适的外部控制输入通道。在实验室原型上实现了基于高增益线性干扰观测器的线性有源干扰抑制控制。我们表明,可以通过一个称为广义比例积分(GPI)观测器的线性高增益观测器来近似但任意地估计与状态有关的扰动,该观测器包含一个足够数量的附加迭代积分的线性组合。输出估计误差。实验结果在洛伦兹型无关混沌系统产生的信号的输出参考轨迹跟踪中给出。实验表明,提出的线性方法可以有效地控制混沌。

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