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Self-Organizing Recurrent Fuzzy Wavelet Neural Network-Based Mixed H2/H∞ Adaptive Tracking Control for Uncertain Two-Axis Motion Control System

机译:基于自组织递归模糊小波神经网络的混合H2 /H∞不确定两轴运动控制系统的自适应跟踪控制

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摘要

In this paper, an intelligent adaptive tracking control system (IATCS) based on the mixed H2/H∞ approach for achieving high precision performance of a two-axis motion control system is proposed. The two-axis motion control system is an X-Y table driven by two permanent-magnet linear synchronous motors (PMLSMs) servo drives. The proposed control scheme incorporates a mixed H2/H∞ controller, a self-organizing recurrent fuzzy-wavelet-neural-network controller (SORFWNNC), and a robust controller. The SORFWNNC is used as the main tracking controller to adaptively estimate an unknown nonlinear dynamic function (UNDF) that includes the lumped parameter uncertainties, external disturbances, cross-coupled interference, and frictional force. Furthermore, a robust controller is designed to deal with the approximation error, optimal parameter vectors, and higher order terms in Taylor series. Besides, the mixed H2/H∞ controller is designed such that the quadratic cost function is minimized and the worst case effect of the UNDF on the tracking error must be attenuated below a desired attenuation level. The online adaptive control laws are derived based on Lyapunov theorem and the mixed H2/H∞ tracking performance so that the stability of the IATCS can be guaranteed. The experimental results confirm that the proposed IATCS grants robust performance and precise dynamic response to the reference contours regardless of external disturbances and parameter uncertainties.
机译:本文提出了一种基于混合H2 /H∞的智能自适应跟踪控制系统(IATCS),以实现两轴运动控制系统的高精度性能。两轴运动控制系统是一个X-Y工作台,由两个永磁线性同步电动机(PMLSM)伺服驱动器驱动。提出的控制方案包括混合H2 /H∞控制器,自组织递归模糊小波神经网络控制器(SORFWNNC)和鲁棒控制器。 SORFWNNC用作主要的跟踪控制器,以自适应地估计未知的非线性动态函数(UNDF),该函数包括集总参数不确定性,外部干扰,交叉耦合的干扰和摩擦力。此外,设计了鲁棒的控制器来处理泰勒级数中的逼近误差,最佳参数向量和高阶项。此外,设计混合H2 /H∞控制器,以使二次成本函数最小化,并且必须将UNDF对跟踪误差的最坏情况影响衰减到所需的衰减水平以下。基于Lyapunov定理和混合的H2 /H∞跟踪性能,推导了在线自适应控制律,从而可以保证IATCS的稳定性。实验结果证实,无论外部干扰和参数不确定性如何,所提出的IATCS都具有强大的性能和对参考轮廓的精确动态响应。

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