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Disturbance-observer-based LQR control of singularly perturbed systems via recursive decoupling methods

机译:基于干扰观测器的LQR通过递归去耦方法进行单型扰动系统的LQR控制

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摘要

This paper addresses the disturbance-observer-based linear quadratic regulation (LQR) problem of singularly perturbed systems subject to harmonic disturbances. To reduce the computational burden and facilitate the on-board implementation, a recursive matrix decoupling method is proposed to decompose the stiff singularly perturbed model into the block-diagonal form. Then, a robust LQR controller is designed based on the equivalent decoupled system, which consists of a state feedback controller for performance optimisation and a robust controller for disturbance compensation. Moreover, the designed controller is integrated with a finite frequency disturbance observer to attenuate the effect of harmonic disturbances. Finally, a simulation example on a DC motor system is provided to verify the effectiveness of the proposed design method.
机译:本文解决了受谐波干扰的奇异扰动系统的干扰观察者的线性二次调节(LQR)问题。为了减少计算负担并促进车载实施方式,提出了一种递归矩阵去耦方法以将刚性的奇异扰动模型分解为块对角线形式。然后,基于等效分离系统设计了一种稳健的LQR控制器,该系统由用于性能优化的状态反馈控制器和用于干扰补偿的鲁棒控制器。此外,设计的控制器与有限频率干扰观测器集成,以衰减谐波干扰的效果。最后,提供了DC电动机系统的模拟示例以验证所提出的设计方法的有效性。

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