A Modified Recursive Newton-Euler Algorithm Embedding a Collision Avoidance Module

Francesco Trotti, Eros Ghignoni, Riccardo Muradore
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Abstract

Planning collision-free trajectories for robotic manipulators is a quite old problem that has recently re-gained importance thanks to collaborative robotics. In scenarios where a robot is moving close to an operator, it is of paramount importance to detect obstacles (e.g. human’ arms) that must be avoided. When the environment is dynamic this problem is still challenging. In this paper we integrate a recent collision avoidance algorithm based on the efficient computation of distances between capsules and the environment into the well-known recursive Newton-Euler algorithm for computing the inverse dynamics of serial-link manipulators. This approach allows to compute repulsive torques at the joint level that guarantee collision-free motion at run-time. The proposed approach has been validated on a simulated environment using a six degrees of freedom UR5 robot.
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嵌入避碰模块的改进递归牛顿-欧拉算法
机器人操纵器的无碰撞轨迹规划是一个相当古老的问题,最近由于协作机器人而重新获得重视。在机器人靠近操作员移动的场景中,检测必须避开的障碍物(例如人的手臂)至关重要。当环境是动态的时,这个问题仍然具有挑战性。本文将一种基于有效计算胶囊与环境之间距离的避碰算法整合到著名的递推牛顿-欧拉算法中,用于计算串行连杆机械臂的逆动力学。这种方法允许在关节水平上计算排斥力矩,以保证在运行时无碰撞运动。该方法已在一个六自由度UR5机器人的仿真环境中得到验证。
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