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Singularity Analysis of a Reactionless 6-DOF Parallel Mechanism

机译:无反应六自由度并联机构的奇异性分析

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摘要

In this paper, the synthesis and singularity analysis of a novel reactionless 6-DOF parallel mechanism using four-bar linkages are presented. Three types of actuation schemes of the mechanism are considered. The Jaco-bian matrices of the mechanism are first derived and the six lines defined by the Pluecker vectors associated with the six actuated joints of the architecture are given. The linear dependencies between the corresponding lines are studied using Grassmann line geometry, and the singular configurations are presented using simple geometric rules. The expressions describing the corresponding singularities are obtained and the graphical representations that show the relationship between the singularity loci and the constant-orientation workspace of the mechanism are given.
机译:在本文中,提出了一种新颖的使用四杆机构的无反应6-DOF并联机构的合成和奇异性分析。考虑了该机构的三种致动方案。首先导出该机制的Jaco-bian矩阵,并给出由Pluecker向量定义的与该体系结构的六个激活关节相关的六行。使用格拉斯曼线的几何形状研究了相应线之间的线性相关性,并使用简单的几何规则给出了奇异的配置。获得了描述相应奇点的表达式,并给出了表示该奇点和机构恒向工作空间之间关系的图形表示。

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