Kinematics for Spacecraft-Type Robotic Manipulators

I. M. Fonseca, Maurício N. Pontuschka, Glaydson Luiz Bertoze Lima
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Abstract

The scope of this chapter is the study of the forward and inverse kinematics for a space robot. The main focus is to compute the position and orientation of manipulators’ end-effectors relative to their platform. Such platform plays the role of workstations referred in the literature approaching ground manipulators. In this study, the method is to write the manipulator kinematics’ equations as functions of the joint variables by following the Denavit-Hartenberg convention. The homogeneous transform technique is used to study the kinematics. The set of coordinate frames defined in this chapter follows the convention for frames that appears in the literature for ground robot manipulators. The kinematics related to the spacecraft attitude is added in the formulation because the manipulator studied in this chapter is type spacecraft. The objective is to provide an overview and clear understanding of the kinematics’ equations for spacecraft-type manipulators. To be consistent with orbital dynamics area, the inertial, orbital, and body-fixed coordinate frames are included in this kinematics study. The forward and inverse kinematics formulations are derived. The MATLAB/Simulink tools are presented for the computer simulations of the forward and inverse kinematics.
航天器型机械臂运动学
本章的研究范围是空间机器人的正运动学和逆运动学。主要的重点是计算机器人末端执行器相对于平台的位置和方向。这种平台起到了文献中提到的接近地面机械手的工作站的作用。在本研究中,采用Denavit-Hartenberg惯例将机械手运动学方程写成关节变量的函数。采用齐次变换技术进行运动学研究。本章中定义的坐标系集遵循地面机器人操纵器文献中出现的坐标系约定。由于本章研究的机械臂是一种类型的航天器,因此在公式中加入了与航天器姿态相关的运动学。目的是对航天器型机械臂的运动学方程提供一个概述和清晰的理解。为了与轨道动力学区域保持一致,本运动学研究包括惯性坐标系、轨道坐标系和定体坐标系。导出了运动学的正解和逆解公式。利用MATLAB/Simulink工具对机器人的正运动学和逆运动学进行了计算机仿真。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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