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Adaptive robust control of Mecanum-wheeled mobile robot with uncertainties

机译:具有不确定性的Mecanum轮式移动机器人的自适应鲁棒控制

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摘要

This paper presents a novel implementation of an adaptive robust second-order sliding mode control (ARSSMC) on a mobile robot with four Mecanum wheels. Each wheel of the mobile robot is actuated by separate motors. It is the first time that higher-order sliding mode control method is implemented for the trajectory tracking control of Mecanum-wheeled mobile robot. Kinematic and dynamic modeling of the robot is done to derive an equation of motion in the presence of friction, external force disturbance, and uncertainties. In order to make the system robust, second-order sliding mode control law is derived. Further, adaptive laws are defined for adaptive estimation of switching gains. To check the tracking performance of the proposed controller, simulations are performed and comparisons of the obtained results are made with adaptive robust sliding mode control (ARSMC) and PID controller. In addition, a new and low-cost experimental approach is proposed to implement the proposed control law on a real robot. Experimental results prove that without compromising on the dynamics of the robot real-time implementation is possible in less computational time. The simulation and experimental results obtained confirms the superiority of ARSSMC over ARSMC and PID controller in terms of integral square error (ISE), integral absolute error (IAE), and integral time-weighted absolute error (ITAE), control energy and total variance (TV).
机译:本文介绍了具有四个Mecanum车轮的移动机器人的自适应稳健二阶滑动模式控制(ARSSMC)的新颖实现。移动机器人的每个车轮由单独的电机驱动。这是第一次为MeCanum轮式移动机器人的轨迹跟踪控制实现了高阶滑模控制方法。机器人的运动和动态建模是为了导出摩擦,外力干扰和不确定性存在的运动方程。为了使系统稳健地,推导了二阶滑动模式控制法。此外,定义自适应定律以适应性估计切换增益。为了检查所提出的控制器的跟踪性能,执行模拟,并使用自适应鲁棒滑模控制(ARSMC)和PID控制器进行所获得的结果的比较。此外,提出了一种新的和低成本的实验方法,以在真正的机器人上实施拟议的控制法。实验结果证明,在较少的计算时间内不受机器人实时实现的动态。在整体方误差(ISE),积分绝对误差(IAE)和积分时间加权绝对误差(ITAE),控制能量和总方差方面,获得了ARSSMC对ARSMC和PID控制器的优越性,确认了ARSMC和PID控制器的优越性,并且控制能量和总方差(电视)。

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