首页> 外文期刊>International Journal of Robotics & Automation >KINEMATICS, STATICS AND STIFFNESS ANALYSIS OF n(4-SPS+SP) S-PM
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KINEMATICS, STATICS AND STIFFNESS ANALYSIS OF n(4-SPS+SP) S-PM

机译:n(4-SPS + SP)S-PM的运动学,静力学和刚度分析

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摘要

A novel n(4-SPS+SP) serial-parallel manipulator (S-PM) formed by n 4-SPS+SP PMs with four degrees of freedom (DOF) connected in series is proposed in this paper. The kinematics, statics and stiffness model of this serial-PM is established. First, the forward kinematics of 4-SPS+SP (spherical joint-prismatic joint-revolute+spherical joint-prismatic joint) PM is derived and the kinematics of n(4-SPS+SP) S-PM is studied combined with the kinematics result of single 4-SPS+SP PM. Second, the statics, deformation and stiffness of n(4-SPS+SP) S-PM are studied. Finally, an analytically solved example is given for 3(4-SPS+SP) formed by three 4-SPS+SP PMs. The method for this mechanism is fit for other S-PMs.
机译:提出了一种由四个具有四个自由度(DOF)的4-SPS + SP PMs串联而成的新型n(4-SPS + SP)串并联操纵器(S-PM)。建立了该系列永磁同步电动机的运动学,静力学和刚度模型。首先,推导了4-SPS + SP(球形-棱柱-铰接+球形-棱柱-铰接)PM的正向运动学,并结合运动学研究了n(4-SPS + SP)S-PM的运动学单个4-SPS + SP PM的结果。其次,研究了n(4-SPS + SP)S-PM的静力学,变形和刚度。最后,给出了由三个4-SPS + SP PM形成的3(4-SPS + SP)的解析求解示例。此机制的方法适用于其他S-PM。

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