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Kinematic Analysis of a 4-DOF Parallel Mechanism with Large Translational and Orientational Workspace

机译:大型平移和校纵工作空间4-DOF并联机理的运动学分析

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This paper introduces a novel four-degree-of-freedom (4-DOF) parallel mechanism having 3 translational DOFs and 1 rotational DOF. The mechanism comprises 2 sets of parallelogram linkages, which constrain two of the rotational DOFs of the mechanism. An interesting feature of the mechanism is that it can be driven using 4 parallel sliders mounted on its base. As a result, one of the translational DOFs can be infinitely large. Also, the architecture of the mechanism provides a large rotational DOF in one direction. The kinematic equations of the mechanism are derived and the Jacobian matrices are obtained. The mathematical conditions that lead to singularities are also found. Moreover, a geometric description of the boundaries of the workspace is given, which can be expressed using simple equations. Finally, some design examples are proposed and a prototype is presented.
机译:本文介绍了一种新的四维自由度(4-DOF)并联机构,具有3个平移DOF和1个旋转DOF。该机构包括2组平行四边形连杆,其限制了机构的两个旋转DOF。该机制的一个有趣特征是它可以使用安装在其基部上的4个平行滑块驱动。结果,其中一个翻译DOF可以是无限的。而且,该机构的结构在一个方向上提供了大的旋转DOF。导出机构的运动学方程,获得了雅可比矩阵。还发现了导致奇点的数学条件。此外,给出了工作空间的边界的几何描述,其可以使用简单方程式表示。最后,提出了一些设计示例,并提出了一种原型。

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