基于自适应小波神经网络的直线同步电机伺服驱动

F. Lin, Po-Hung Shen
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引用次数: 0

摘要

提出了一种自适应小波神经网络(AWNN)控制系统,用于控制永磁直线同步电机(PMLSM)伺服驱动系统的移动位置,以跟踪周期参考轨迹。在该AWNN控制系统中,采用具有精确逼近能力的小波神经网络对永磁同步电机的未知动力学特性进行逼近,并提出鲁棒项来克服小波基函数有限个数和摩擦力等干扰所导致的不可避免的逼近误差。利用李亚普诺夫稳定性定理,推导了能在线学习小波神经网络的权值、扩张、平移参数的自适应学习算法。此外,为了满足鲁棒项的不确定性界包括最小逼近误差、最优参数向量、泰勒级数高阶项和摩擦力的要求,研究了一种自适应界估计律,利用一种简单的自适应算法来估计不确定性界。此外,由于周期参考轨迹的存在,实验结果表明所提出的控制系统对不确定性具有鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Linear synchronous motor servo drive based on adaptive wavelet neural network
An adaptive wavelet neural network (AWNN) control system is proposed to control the position of the mover of a permanent magnet linear synchronous motor (PMLSM) servo drive system to track periodic reference trajectories in this study. In the proposed AWNN control system, a WNN with accurate approximation capability is employed to approximate the unknown dynamics of the PMLSM, and a robust term is proposed to confront the inevitable approximation errors due to finite number of wavelet basis functions and disturbances including the friction force. The adaptive learning algorithm that can learn the parameters of weight, dilation and translation of the WNN on line is derived using Lyapunov stability theorem. Moreover, to relax the requirement for the bound of uncertainty in robust term, which comprises a minimum approximation error, optimal parameter vectors, higher-order terms in Taylor series and friction force, an adaptive bound estimation law is investigated where a simple adaptive algorithm is utilized to estimate the bound of uncertainty. Furthermore, the experimental results due to periodic reference trajectories show that the dynamic behaviors of the proposed control systems are robust with regard to uncertainties.
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