基于增量单元计算法的机器人机械手运动学逆解

Seo-Wook Park, Jun-Ho Oh
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引用次数: 0

摘要

本文采用增量单元计算法求解三轴关节机器人的运动学逆解。该方法首先定义关节空间和笛卡尔空间中的增量单位,表示每个空间中的位置分辨率。利用这种方法,可以通过一个简单的组合逻辑门来实现逆雅可比矩阵的计算。此外,增量直接运动学可以用数字微分分析积分器求解。文中还描述了实现该算法的硬件结构。通过将可擦除可编程逻辑器件实现的硬件应用于实验机器人的直线轨迹,获得了末端执行器的最大速度为12.6 m/s。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Inverse kinematics for robot manipulators based on incremental unit computation method
This paper adopts an incremental unit computation method to obtain the inverse kinematics of a three-axis articulated robot. This method starts by defining incremental units in joint and Cartesian spaces, which represent the position resolutions in each space. With this approach the calculation of the inverse Jacobian matrix can be realized through a simple combinational logic gate. Furthermore, the incremental direct kinematics can be solved by using a digital differential analyzer integrator. The hardware architecture to implement the algorithm is also described. Through applying the hardware realized by an erasable programmable logic device to the straight-line trajectory of an experimental robot, the end effector's maximum speed of 12.6 m/s has been obtained.
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