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Adaptive sliding mode control of n flexible-joint robot manipulators in the presence of structured and unstructured uncertainties

机译:在结构和非结构化不确定性存在下N个柔性联合机器人机械手的自适应滑模控制

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摘要

This study investigates a voltage-based adaptive sliding mode control (VB-ASMC) to tracking the position of an n rigid-link flexible-joint (RLFJ) robot manipulator under the presence of uncertainties and external disturbances. First, the dynamic equations of the n-RLFJ robot manipulator have been divided into n subsystems, and for each of them a voltage-based sliding mode control (VB-SMC) is designed simultaneously. The mathematical proof shows that the closed-loop system under VB-SMC has global asymptotic stability. Second, due to the use of the sign function in the VB-SMC structure, the occurrence of chattering is inevitable. Therefore, to overcome this problem, an adaptive estimator is designed to estimate the boundary of uncertainties. Since the adaptive estimator part in the VB-ASMC has only one law, the proposed control has a very low computational volume. The Lyapunov stability theorem shows that the controlled closed-loop system under the VB-ASMC has global asymptotic stability. Finally, extensive simulations on the single and 2-RLFJ robot manipulator and practical implementation on the single-RLFJ robot manipulator are presented to demonstrate the effectiveness and improved performance of the proposed control scheme.
机译:本研究研究了基于电压的自适应滑动模式控制(VB-ASMC),以在存在不确定因素和外部干扰的情况下跟踪N刚性连杆(RLFJ)机器人机械手的位置。首先,N-RLFJ机器人操纵器的动态方程被分成N个子系统,并且对于它们中的每一个同时设计基于电压的滑动模式控制(VB-SMC)。数学证据表明,VB-SMC下的闭环系统具有全局渐近稳定性。其次,由于使用VB-SMC结构中的符号功能,抖动的发生是不可避免的。因此,为了克服这个问题,自适应估计器旨在估计不确定性的边界。由于VB-ASMC中的自适应估计器部分仅具有一项法律,因此所提出的控制具有非常低的计算量。 Lyapunov稳定性定理表明,VB-ASMC下的受控闭环系统具有全球渐近稳定性。最后,提出了对单个和2-RLFJ机器人机械手的广泛模拟和单RLFJ机器人操纵器上的实际实现,以展示所提出的控制方案的有效性和改进性能。

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