物理人机交互控制中的阻抗匹配策略

Xiongjun Chen, Chenguang Yang, Cheng Fang, Zhijun Li
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引用次数: 4

摘要

有效、稳定地执行人机交互任务,要求机器人的力和位置轨迹能够根据人臂的时变行为进行合理的控制。在本文中,我们的目标是实现人手与机械臂末端执行器之间的直接和物理交互任务。首先采用了计算效率高的人体手臂笛卡尔刚度估计模型,该模型考虑了通过手臂姿势和上臂两个主要肌肉(即肱二头肌和肱三头肌)的激活水平分别对笛卡尔刚度轮廓的几何和体积变化。两个Myo臂带分别安装在上臂和前臂上,其内置陀螺仪和无线肌电传感器(EMG)分别跟踪手臂姿势和两块肌肉的激活水平。然后,通过补充考虑质量和阻尼项,将该刚度估计模型扩展到全阻抗意义。一旦阻抗估计模型在各种手臂配置和肌肉激活水平的校准后可用。我们使用线性二次型调节器(LQR)来计算机器人相应的阻抗模型,以匹配估计的人类手臂行为。采用基于函数逼近技术(FAT)的自适应控制器控制机器人在关节空间的运动轨迹,实现机器人的阻抗匹配行为。仿真结果表明了该方案的稳定性和有效性。
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Impedance matching strategy for physical human robot interaction control
Effective and stable execution of a human-robot interaction task requires the force and position trajectories of the robot are commanded properly according to the time-varying human arm behavior. In this paper, we aim to realize a direct and physical interaction task between the human hand and robotic arm end-effector. A computationally efficient Cartesian stiffness estimation model of human arm is first employed, which accounts for the geometric and volume modifications of the Cartesian stiffness profile through the arm posture and the activation levels of the two dominant upper arm muscles (i.e., Biceps and Triceps) respectively. Two Myo armbands are attached on the upper arm and the forearm with their built-in gyroscopes and wireless electromyography sensors (EMG) tracking the arm posture and the activation levels of the two muscles respectively. This stiffness estimation model is then extended to the full impedance sense by considering the mass and damping items supplementarily. Once the impedance estimation model is available after the calibration in various arm configurations and muscle activation levels. We employed Linear Quadratic Regulator (LQR) to computing the corresponding impedance model of the robot to match the estimated human arm behavior. An adaptive controller base on Function Approximation Technique (FAT) is employed to control the robot trajectory in joint space to realize the matching impedance behavior. The corresponding simulation results show that the proposed scheme is stable and effecitve.
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