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Robust Backstepping Tracking Control Using Hybrid Sliding-Mode Neural Network for a Nonholonomic Mobile Manipulator with Dual Arms

机译:使用双臂的非专门移动机械手的混合滑模神经网络强大的BackStepping跟踪控制

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This paper presents a methodology for trajectory tracking control of a wheeled dual-arm mobile manipulator with parameter uncertainties and external load variations. Based on backstepping technique, the proposed control laws comprise two levels: kinematic and dynamic. First, the auxiliary kinematic velocity control laws for the mobile robot and the two onboard arms are separately established. Second, a robust backstepping tracking control based on hybrid sliding-mode neural networks (HSMNN) is presented to ensure the velocity tracking ability in spite of the uncertainties. The proposed robust backstepping tracking controller is actually composed of a neural network controller, a robust controller, and a proportional controller. To achieve the overall trajectory tracking goal, a neural network controller is developed to imitate an equivalent control law in the sliding-mode control, a robust controller is designed to incorporate the system dynamics into the sliding surface for guaranteeing the asymptotical stability, and the proportional controller is designed to improve the transient performance for randomly initializing neural network. All the adaptive learning algorithms for the proposed controller are derived from the Lyapunov stability theory so that the close-loop asymptotical tracking ability can be guaranteed no matter the uncertainties taken place or not. Simulation results demonstrate the feasibility as well as usefulness of the proposed control strategy in comparison with other conventional control methods.
机译:本文介绍了带有参数不确定性和外部负载变化的轮式双臂移动操纵器的轨迹跟踪控制的方法。基于BackStepping技术,拟议的控制法包括两个级别:运动和动态。首先,单独建立移动机器人的辅助运动速度控制规律和两个板载臂。其次,提出了一种基于混合滑动模式神经网络(HSMNN)的鲁棒的BackStepping跟踪控制以确保尽管不确定性的速度跟踪能力。所提出的稳健的BackStepping跟踪控制器实际上由神经网络控制器,鲁棒控制器和比例控制器组成。为了实现整体轨迹跟踪目标,开发了一种神经网络控制器以模仿滑模控制中的等效控制法,鲁棒控制器旨在将系统动力学结合到滑动表面中,以保证渐近稳定性和比例控制器旨在提高随机初始化神经网络的瞬态性能。所提出的控制器的所有自适应学习算法源自Lyapunov稳定性理论,使得无论发生不确定性,都可以保证闭环渐近跟踪能力。仿真结果表明,与其他常规控制方法相比,所提出的控制策略的可行性以及有用性。

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