平行四边形
机制(生物学)
工作区
运动学
计算机科学
雅可比矩阵与行列式
运动(物理)
螺旋理论
点(几何)
机器人学
约束(计算机辅助设计)
受电弓
人工智能
机器人
拓扑(电路)
数学
几何学
工程类
机械工程
物理
量子力学
经典力学
应用数学
组合数学
作者
Zhi Wang,Wuxiang Zhang,Xilun Ding
标识
DOI:10.1016/j.mechmachtheory.2022.105038
摘要
Owing to their movements through a fixed point, remote-centre-of-motion (RCM) mechanisms can be widely used in applications such as surgery robotics, exoskeleton robots, haptic devices, pointing mechanisms. Most existing RCM mechanisms only have a constant mobility and RCM point. To adapt to more situations with variable motion requirements, a novel metamorphic RCM mechanism is proposed in this paper based on an analysis of the fundamental methods for metamorphic and RCM mechanisms. The mechanism is composed of two limbs with parallelogram joints and has three motion branches with different RCMs and two furcation points. The screw constraint multisets of the end-effector are utilized to analyse the mobilities and motions of reconfigurations by spanning different screw constraint systems. For the two furcation points and three motion branches, kinematic models and branch transformations are established. In addition, one actuation arrangement and its combined Jacobian are proposed and analysed. The workspace with no singularities except for the furcation points is shown at the end. The mechanism can move with three types of RCMs, which expands the design method of both RCM and metamorphic mechanisms.
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