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Geometric constraints and motion branch variations for reconfiguration of single-loop linkages with mobility one

机译:带有移动性的单环连接的重构的几何约束和运动分支变化

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This paper explores essence of geometric constraints induced reconfiguration of single loop kinematic chains with mobility one. Reconfigurable kinematic chains are firstly classified into four categories in light of variations of parameters in the ChebychevGribler-Kutzbach mobility criterion. Within these four categories, single-loop kinematic chains with mobility one but distinct motion branches are further classified in accordance with degeneration of degree-of-freedom of certain revolute joints. With the essence of reconfiguration, the interrelationship of motion-branch changes through constraint singularity induced transitory positions of reconfigurable single-loop linkages is revealed in the context of reciprocity of screws. Four basic geometric constraints leading to transitory positions are explored by analysing the Bennett piano-spherical linkage, a kinematic embodiment of Grassmann varieties. Geometric constraints induced screw-system variation and motion branch changes of a novel asymmetric 7R linkage and the line- and plane-symmetric Bricard 6R linkage with capability of reconfiguring their motion branches are subsequently analysed for interpreting the fundamentals explored. (C) 2016 International Federation for the Promotion of Mechanism and Machine Science Published by Elsevier Ltd. All rights reserved.
机译:本文探讨了具有流动性的单环运动链的几何约束诱导的重构的本质。根据ChebychevGribler-Kutzbach迁移率准则中参数的变化,可重构运动链首先分为四类。在这四类中,根据某些旋转关节的自由度的退化,进一步将具有运动性一个但运动分支不同的单环运动链进一步分类。以重构的本质为基础,在螺丝互易的背景下,揭示了通过约束奇异性引起的可重构单环连接的瞬时位置,运动分支变化之间的相互关系。通过分析Bennett钢琴-球形连接件(Grassmann品种的运动学体现),探索了导致瞬时位置的四个基本几何约束。随后分析了新颖的非对称7R连杆以及具有重新配置其运动分支能力的线对称和平面对称Bricard 6R连杆的几何约束引起的螺杆系统变化和运动分支变化,以解释所探究的基础。 (C)Elsevier Ltd.出版的2016年国际促进机械和机器科学联合会。保留所有权利。

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