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Topology and kinematic analysis of color-changing ball

机译:变色球的拓扑及运动学分析

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摘要

The color-changing ball has two stable configurations. Its mechanism is a multiple loop and polygonal mechanism. This paper investigates the mechanism typology and analyzes its structure and configurations during motion. A three-legged mechanism is extracted from this mechanism. The kinematics model of the mechanism is presented and singularity is discussed. The paper further decomposes the mechanism and investigates the platform structure of the intersection between loops. This leads to investigation of the offset of joint intersection at the intersection and its relevant geometry and kinematics. The paper further focuses on the configuration change between two states of the mechanism and investigates kinematics and singularity between two configurations. Based on the analysis, simulation of the color-changing ball is carried out. The topology and kinematics analysis in this paper helps the analysis of this kind of polyhedral linkage mechanism with radial motion. The research could potentially lead to the development of kinematics for design of this kind of mechanism.
机译:变色球具有两个稳定的配置。它的机制是多重循环和多边形机制。本文研究了机构类型,并分析了其在运动过程中的结构和构造。从此机制中提取了三足机制。给出了机构的运动学模型,并讨论了奇点。本文进一步分解了机制,并研究了循环之间相交的平台结构。这导致对交叉点处的交叉点的偏移及其相关几何和运动学的研究。本文进一步关注机制的两种状态之间的构型变化,并研究两种构型之间的运动学和奇异性。在分析的基础上,对变色球进行了仿真。本文的拓扑和运动学分析有助于对这种具有径向运动的多面连杆机构进行分析。该研究可能会导致运动学的发展,以设计这种机制。

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