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Kinematics analysis of a novel 2R1T 3-PUU parallel mechanism with multiple rotation centers

机译:多重旋转中心的新型2R1T 3-PUU并联机制的运动学分析

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摘要

In this paper, we present a novel three-degree-of-freedom (3-DOF) 3-PUU parallel mechanism (PM) with multiple rotation centers. Having two rotational DOFs and one translational DOF, the 3-PUU parallel robot consists of a fixed platform, a movable platform, and three identical PUU branches. Each PUU branch is composed of one prismatic(P) joint and two universal(U) joints. The mobility of initial configuration of the 3-PUU PM is analyzed using the reciprocal screw theory. Analysis of the 3-PUU PM's mobility of general configuration is performed based on its geometrical characteristics. The movable platform of the 3-PUU PM is demonstrated to be capable of rotating around multiple points. The singularities of 3-PUU PM are discussed. Using the inverse kinematics method, the workspace is obtained. Numerical examples are provided to illustrate the motion characteristics of the 3-PUU PM as a mechanism with multiple rotation centers. (C) 2020 Elsevier Ltd. All rights reserved.
机译:在本文中,我们提出了一种新的三维自由度(3-DOF)3-PUU并联机制(PM),具有多个旋转中心。 具有两个旋转的DOF和一个平移DOF,3-PUU并联机器人包括固定平台,可移动平台和三个相同的脓枝。 每个Puu分支由一个棱镜(P)关节和两个通用(U)关节组成。 使用倒数螺杆理论分析3-PUU PM的初始配置的迁移性。 基于其几何特征来进行3-PUU PM的迁移性的分析。 3-PUU PM的可移动平台被证明能够围绕多个点旋转。 讨论了3-puu pm的奇点。 使用逆运动学方法,获得工作空间。 提供数值示例以说明作为具有多个旋转中心的机制的3-PUU PM的运动特性。 (c)2020 elestvier有限公司保留所有权利。

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