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Adaptive impedance control of uncertain robot manipulators with saturation effect based on dynamic surface technique and self-recurrent wavelet neural networks

机译:基于动态表面技术和自递归小波神经网络的具有饱和效应的不确定机械臂自适应阻抗控制

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摘要

Saturation nonlinearities, among the known challenges in control engineering, are ubiquitous in robotic systems and can lead to stability and performance degradation. In this paper, an adaptive dynamic surface impedance (ADSI) control approach is developed for an n-link robotic manipulator by employing self-recurrent wavelet neural networks (SRWNNs) in order to overcome the saturation effect. The proposed control approach is inspired by the theory of dynamic surface control (DSC) and SRWNNs. As a novel application of the dynamic surface method to obtain a simple structure, the target impedance is formulated in the state-space, and effective dynamic surfaces are defined to track the desired impedance behavior. In fact, DSC is used to force the robot manipulator to track the desired impedance, while the robot interacts with an environment. In addition, SRWNNs are applied to approximate the parametric uncertainties and external disturbances in the robot dynamical model. Self-feedback neurons are embedded as memory units in SRWNNs to model the sudden dynamic jumps of the environment. Using Lyapunov's method, an ADSI controller is designed, and adaptation laws are induced to guarantee the stability of the closed-loop system. Finally, simulations are conducted to verify the proper performance of the proposed approach for removing the saturation effect and tracking the target impedance. It is worth noting that the simulation results indicate the robustness of the controller against uncertainties and external disturbances.
机译:饱和非线性是控制系统中已知的挑战之一,在机器人系统中很普遍,并且会导致稳定性和性能下降。在本文中,通过使用自递归小波神经网络(SRWNN),为n链接机器人操纵器开发了一种自适应动态表面阻抗(ADSI)控制方法,以克服饱和效应。所提出的控制方法受到动态表面控制(DSC)和SRWNNs理论的启发。作为动态表面方法获得简单结构的一种新颖应用,在状态空间中制定目标阻抗,并定义有效的动态表面以跟踪所需的阻抗行为。实际上,在机器人与环境交互作用时,DSC用来迫使机器人操纵器跟踪所需的阻抗。另外,SRWNNs被用于近似机器人动力学模型中的参数不确定性和外部干扰。自反馈神经元作为存储单元嵌入到SRWNN中,以模拟环境的突然动态跳跃。使用李雅普诺夫的方法,设计了一个ADSI控制器,并引入了自适应定律以保证闭环系统的稳定性。最后,进行仿真以验证所提出的方法的正确性能,该方法可以消除饱和效应并跟踪目标阻抗。值得注意的是,仿真结果表明了控制器对不确定性和外部干扰的鲁棒性。

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