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Velocity Tracking Control of Wheeled Mobile Robots by Iterative Learning Control

机译:迭代学习控制轮式移动机器人的速度跟踪控制

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摘要

This paper presents an iterative learning control (ILC) strategy to resolve the trajectory tracking problem of wheeled mobile robots (WMRs) based on dynamic model. In the previous study of WMRs' trajectory tracking, ILC was usually applied to the kinematical model of WMRs with the assumption that desired velocity can be tracked immediately. However, this assumption cannot be realized in the real world at all. The kinematic and dynamic models of WMRs are deduced in this chapter, and a novel combination of D-type ILC algorithm and dynamic model of WMR with random bounded disturbances are presented. To analyze the convergence of the algorithm, the method of contracting mapping, which shows that the designed controller can make the velocity tracking errors converge to zero completely when the iteration times tend to infinite, is adopted. Simulation results show the effectiveness of D-type ILC in the trajectory tracking problem of WMRs, demonstrating the effectiveness and robustness of the algorithm in the condition of random bounded disturbance. A comparative study conducted between D-type ILC and compound cosine function neural network (NN) controller also demonstrates the effectiveness of the ILC strategy.
机译:本文提出了一种迭代学习控制(ILC)策略,用于解决基于动态模型的轮式移动机器人(WMRS)的轨迹跟踪问题。在对WMRS轨迹跟踪的先前研究中,ILC通常应用于WMRS的运动模型,假设可以立即跟踪所需的速度。然而,这种假设根本不能在现实世界中实现。本章推导出WMRS的运动和动态模型,并提出了D型ILC算法和WMR动态模型的新颖组合,WMR与随机界紊乱的动态模型。为了分析算法的收敛,收缩映射的方法,其示出了设计的控制器可以使速度跟踪误差完全收敛到零时,当迭代时间倾向于无限时,被采用。仿真结果表明了D型ILC在WMRS轨迹跟踪问题中的有效性,展示了随机界干扰条件下算法的效力和鲁棒性。在D型ILC和复合余弦函数神经网络(NN)控制器之间进行的比较研究还证明了ILC策略的有效性。

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