Strategy for Topological Reconfiguration of Cable-Driven Parallel Robots

F. Trautwein, David Dietrich, A. Pott, Alexander Verl
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Abstract

This paper presents a strategy for stable topological In-Operation-Reconfiguration of Cable-Driven Parallel Robots. Hereby, the term topological refers to the addition or removal of active cables and, thus, changing the topology of the cable robot. During the whole reconfiguration process, the strategy guarantees platform stability by considering a stability criterion that is based on potential energy. In this context, two new formulations of a stable and minimal-stable workspace are introduced. Consequently, the theoretical foundations of kinematics and statics are introduced first. Based on that, limitations in conventional modelling approaches in context of topological reconfiguration are outlined and necessary adaptions of the modelling are made. Afterwards, impacts of topological adaptions are analysed, followed by a formal description and a strategy for topological In-Operation-Reconfiguration. Conclusively, the reconfiguration strategy is applied to two simulation experiments, which show that the method is suitable to determine a stable reconfiguration sequence for the desired adaption of the robot.
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电缆驱动并联机器人拓扑重组策略
本文介绍了一种对电缆驱动并联机器人进行稳定拓扑运行中重新配置的策略。这里的拓扑指的是增加或移除有源电缆,从而改变电缆机器人的拓扑结构。在整个重新配置过程中,该策略通过考虑基于势能的稳定性标准来保证平台的稳定性。在这种情况下,引入了稳定工作空间和最小稳定工作空间的两种新公式。因此,首先要介绍运动学和静力学的理论基础。在此基础上,概述了拓扑重组背景下传统建模方法的局限性,并对建模进行了必要的调整。随后,分析了拓扑调整的影响,并对拓扑运行中重新配置进行了正式描述和提出了策略。最后,将重新配置策略应用于两个模拟实验,结果表明该方法适用于确定稳定的重新配置序列,以实现所需的机器人适应性。
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