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A class of N-sided antiprism deployable polyhedral mechanisms based on an asymmetric eight-bar linkage

An asymmetric eight-bar linkage is used as the basic unit to develop a group of N-sided antiprism (N⩾3) mechanisms. First, the geometric properties and kinematics equations of the asymmetric eight-bar linkage are investigated. When the kinematic conditions hold, an asymmetric eight-bar linkage and a...

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Bibliographic Details
Published in:Mechanism and machine theory 2020-08, Vol.150, p.103882, Article 103882
Main Authors: Liu, Jingfang, Zhao, Xiaoming, Ding, Huafeng
Format: Article
Language:English
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Summary:An asymmetric eight-bar linkage is used as the basic unit to develop a group of N-sided antiprism (N⩾3) mechanisms. First, the geometric properties and kinematics equations of the asymmetric eight-bar linkage are investigated. When the kinematic conditions hold, an asymmetric eight-bar linkage and a single-plane or double-plane symmetric eight-bar linkage can be coupled. Second, the concept of axis groups is proposed, and virtual-center-based method is applied to construct a class of deployable polyhedral mechanisms based on N-sided antiprism polyhedrons; the motion bifurcation characteristics of the mechanisms are revealed by analyzing the singularity of the eight-bar linkages. These mechanisms may perform motion bifurcation in multiple different positions; therefore, these mechanisms are capable of having many different configurations that can increase their application potential for adapting to different tasks and working environments. Finally, the motion unit H is constructed based on the axis group and used as the deployable unit to synthesize a deployable mechanism with 120 loops based on a rhombic triacontahedron. Moreover, H can replace the double-plane symmetrical eight-bar linkage in other deployable polyhedral mechanisms to construct mechanisms with larger work space.
ISSN:0094-114X
1873-3999
DOI:10.1016/j.mechmachtheory.2020.103882