基于RBF神经网络观测器的ABS系统参数不确定性和建模误差自适应反馈控制

IF 0.6 Q4 AUTOMATION & CONTROL SYSTEMS
A. Hamou, Rabhi Abdelhamid, Belkheiri Mohammed
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引用次数: 0

摘要

防抱死制动(ABS)方案控制由于其非线性动力学的不确定性,是一个比较困难的问题。根据制动过程的快速性和鲁棒性要求,对径向基函数(RBF)神经网络(NN)的通用函数逼近特性进行了扩展,设计了自适应神经网络观测器来估计跟踪误差动态;(b)智能神经网络输出反馈控制器(OFC),该控制器将成功克服现有的高不确定性。注意,OFC被引入到ABS非线性系统的线性化中,而动态补偿器被用于稳定线性化的系统。估计的状态在自适应律中用作误差信号。通过对基于自适应RBFNN观测器的控制算法进行仿真,并与Bang-bang控制器进行比较,验证了该算法的实际应用潜力。通过鲁棒性检验,验证了该方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
RBF NN observer based adaptive feedback control for the ABS system under parametric uncertainties and modelling errors
An antilock braking (ABS) scheme control is a relatively difficult task due to its uncertain nonlinear dynamics. According to the requirement that the braking process must be fast and robust, we contribute to extending the universal function approximation property of the radial-basis-function (RBF) neural network (NN) to design both: (a) adaptive NN observer to estimate the tracking error dynamics; and (b) intelligent NN output feedback controller (OFC) that will overcome successfully the existing high uncertainties. Notice that the OFC is introduced to linearise the ABS nonlinear system, and the dynamic compensator is involved to stabilise the linearised system. The estimated states are used in the adaptation laws as an error signal. Simulations of the proposed control algorithm based adaptive RBFNN observer are conducted then compared to the Bang-bang controller to demonstrate its practical potential. Furthermore, its efficiency has been successfully confirmed through a robustness test.
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来源期刊
CiteScore
1.70
自引率
57.10%
发文量
52
期刊介绍: Most of the research and experiments in the fields of science, engineering, and social studies have spent significant efforts to find rules from various complicated phenomena by observations, recorded data, logic derivations, and so on. The rules are normally summarised as concise and quantitative expressions or “models". “Identification" provides mechanisms to establish the models and “control" provides mechanisms to improve the system (represented by its model) performance. IJMIC is set up to reflect the relevant generic studies in this area.
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