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A GEOMETRIC CONSTRUCTIVE APPROACH FOR THE WORKSPACE ANALYSIS OF SYMMETRICAL 5-PRUR PARALLEL MECHANISMS (3T2R)

机译:对称5PRUR并联机构(3T2R)工作空间分析的几何构造方法

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This paper investigates an important kinematic property, the constant-orientation workspace, of five-degree-of-freedom parallel mechanisms generating the 3T2R motion and comprising five identical limbs of the PRUR type. The general mechanism originates from the type synthesis performed for symmetrical 5-DOF parallel mechanism. In this study, the emphasis is placed on the determination of constant-orientation workspace using geometrical interpretation of the so-called vertex space, i.e., motion generated by a limb for a given orientation, rather than relying on classical recipes, such as discretization methods. For the sake of better understanding a CAD model is also provided for the vertex space. The constructive geometric approach presented in this paper provides some insight into the architecture optimization. Moreover, this approach facilitates the computation of the evolution of the volume of the constant-orientation workspace for different orientations of the end-effector.
机译:本文研究了产生3T2R运动并包括五个相同PRUR型肢体的五自由度并联机构的重要运动学特性,即恒定方向的工作空间。通用机制源自对对称5自由度并行机制执行的类型综合。在这项研究中,重点放在使用所谓顶点空间的几何解释来确定恒定方向的工作空间,即顶点在给定方向上产生的运动,而不是依赖于经典方法(例如离散化方法) 。为了更好地理解,还为顶点空间提供了一个CAD模型。本文介绍的构造性几何方法为架构优化提供了一些见识。此外,这种方法有助于针对端部执行器的不同方向计算恒定方向工作空间的体积的演变。

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