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TOPOLOGICAL DESIGN OF AN ASYMMETRIC 3-TRANSLATIONAL PARALLEL MECHANISM WITH ZERO COUPLING DEGREE AND MOTION DECOUPLING

机译:零耦合度和运动解耦的非对称三平移并联机构的拓扑设计

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In this paper a new asymmetric 3-translational (3T) parallel manipulator, i.e., RPa(3R) 2R+RPa, with zero coupling degree and decoupled motion is firstly proposed according to topology design theory of parallel mechanism (PM) based on position and orientation characteristics (POC) equations. The main topological characteristics such as POC, degree of freedom and coupling degree are calculated. Then, the analytical formula for the direct and inverse kinematic are directly derived since coupling degree of the PM is zero. The study of singular configurations is simple because of the independence of the kinematic chains.
机译:本文基于位置和位置的并联机构拓扑设计理论,首次提出了一种零耦合度和解耦运动的新型非对称三平移(3T)并联机械手,即RPa(3R)2R + RPa。方向特性(POC)方程。计算了主要的拓扑特征,例如POC,自由度和耦合度。然后,由于PM的耦合度为零,因此直接推导了正向运动学和逆向运动学的解析公式。由于运动链的独立性,奇异构型的研究很简单。

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