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Kinematic Analysis and Prototyping of a Partially Decoupled 4-DOF 3T1R Parallel Manipulator

机译:部分解耦的4自由度3T1R并联机械手的运动学分析和原型设计

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摘要

A four-degree-of-freedom (DOF) 3T1R parallel manipulator is presented in this paper. This manipulator generates the family of so-called Schoenflies motions, SCARA motions or 3T1R motions, in which the moving platform can translate in all directions and rotate around an axis of a fixed direction. The kinematic analysis of this architecture is presented, including the study of the constraint singular configurations, kinematic singular configurations, and the determination of the workspace. A prototype (the Quadrupteron) is also presented and demonstrated. The characteristics of the proposed prototype are (a) there is no constraint singularity, (b) its input-output equations are partially decoupled, (c) its kinematic singular configurations can be expressed using an equation in the angle of rotation of the moving platform and are thus easy to avoid at the design stage, and (d) its forward displacement analysis requires the solution of a univariate quadratic equation and can therefore be solved efficiently.
机译:本文提出了一种四自由度(DOF)3T1R并联机械手。该操纵器生成所谓的Schoenflies运动,SCARA运动或3T1R运动系列,其中移动平台可以在所有方向上平移并围绕固定方向的轴旋转。提出了这种体系结构的运动学分析,包括对约束奇异配置,运动学奇异配置和工作空间确定的研究。还展示并演示了原型(Quadrupteron)。所提出的原型的特征是(a)没有约束奇点,(b)其输入-输出方程是部分解耦的,(c)其运动学奇异构型可以使用方程式表示在移动平台的旋转角度(d)其前向位移分析需要一元二次方程的解,因此可以有效地求解。

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