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首页> 外文期刊>International Journal of Control, Automation, and Systems >Adaptive Neural Network Fast Fractional Sliding Mode Control of a 7-DOF Exoskeleton Robot
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Adaptive Neural Network Fast Fractional Sliding Mode Control of a 7-DOF Exoskeleton Robot

机译:7-DOF外屏机器人的自适应神经网络快速分数滑动模式控制

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摘要

To rehabilitate individuals with impaired upper limb (UL) functions due to neurological disorders, this research focuses on trajectory tracking control (representing passive rehabilitation exercise) of a 7 DOFs exoskeleton robot named ETS-MARSE. It is a redundant type of robotic manipulator having a very complex structure which is designed based on human UL joint articulations. The exoskeleton is constantly encountered with external disturbances and unknown dynamics such as friction forces, and backlash which is hard to model. Moreover, this type of robot needs to deal with the unknown dynamics of a wide range of subjects with different degrees of UL impairments. Therefore, to deal with this modeling uncertainty, in this paper we propose a novel adaptive neural network fast fractional integral terminal sliding mode control (ANFFITSMC) approach to maneuver the ETS-MARSE to provide passive arm movement therapy. To address the chattering phenomena which are observed in the fast fractional integral terminal sliding mode control (FFITSMC), a new adaptive radial basis function neural network (ARBFN) is incorporated with the FFITSMC. The Lyapunov theory is used in order to prove the stability of the proposed controller. Simulation results validated the efficient performance of the ANFFITSMC in terms of chattering reduction and trajectory tracking.
机译:由于神经系统疾病,恢复上肢(UL)功能受损的个体,这项研究侧重于名为ETS-MARSE的7个DOFS外骨骼机器人的轨迹跟踪控制(代表被动康复锻炼)。它是一种冗余类型的机器人操纵器,具有非常复杂的结构,该结构是基于人的UL关节关节设计的。外骨骼持续遇到外部干扰和未知的动态,例如摩擦力,以及难以模拟的反弹。此外,这种类型的机器人需要处理各种受试者的未知动态,具有不同程度的UL损伤。因此,为了处理这种建模不确定性,本文提出了一种新的自适应神经网络快速分数整体终端滑动模式控制(ANFFISMC)方法来操纵ETS-MARSE以提供被动臂运动疗法。为了解决在快速分数积分终端滑动模式控制(FFITSMC)中观察到的抖动现象,新的自适应径向基函数神经网络(ARBFN)与FFITSMC结合。利用Lyapunov理论用于证明所提出的控制器的稳定性。仿真结果验证了ANFFITSMC在抖动和轨迹跟踪方面的有效性能。

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