Regressor-free adaptive impedance control of flexible-joint robots using FAT

Ming-Chih Chien, A. Huang
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引用次数: 12

Abstract

A regressor-free adaptive impedance controller is proposed for an n-link flexible-joint robot. The function approximation technique (FAT) is employed to transform the time-varying uncertainties into finite combinations of orthogonal basis functions. The tedious computation of the regressor matrix needed in traditional adaptive control is avoided in the new design, and the controller does not require the variation bounds of time-varying uncertainties needed in traditional robust control. In addition, the information of time derivative of external force and joint acceleration are not needed in the controller realization. Adaptive laws are derived based on the Lyapunov-like design. Computer simulations are performed to test the efficacy of the proposed control for a 2-DOF flexible-joint robot with environment constraint
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基于FAT的柔性关节机器人无回归自适应阻抗控制
针对n连杆柔性关节机器人,提出了一种无回归器的自适应阻抗控制器。采用函数逼近技术(FAT)将时变不确定性变换为正交基函数的有限组合。新设计避免了传统自适应控制中回归矩阵的繁琐计算,并且不需要传统鲁棒控制中时变不确定性的变分界。此外,在控制器的实现中不需要外力的时间导数信息和关节加速度信息。基于类李雅普诺夫设计导出了自适应律。通过计算机仿真验证了该控制方法对具有环境约束的二自由度柔性关节机器人的控制效果
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