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A GENERAL GEOMETRIC METHOD FOR IDENTIFYING SINGULAR CONFIGURATIONS OF ONE-DOF PLANAR MECHANISMS

机译:识别一自由度平面机构奇异构型的通用几何方法

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摘要

The importance of finding singular configurations (singularities) of mechanisms has become clear since the interest of the scientific community for parallel architectures arose. Regarding the singularity analysis, the main interest has been devoted to architectures with more-than-one degree of freedom (dof) without realizing that one-dof mechanisms are commonly used and deserve the same attention. This paper addresses the singularity analysis of one-dof planar mechanisms. A general method for implementing this analysis will be presented. The presented method relies on the possibility of giving geometric conditions for any type of singularity. It can be used to generate systems of equations to solve either for finding the singularities of a given mechanism or to synthesize mechanisms that have to match specific requirements about the singularities.
机译:自从科学界对并行体系结构产生兴趣以来,寻找机制的奇异配置(奇异性)的重要性就变得很明确。关于奇异性分析,主要兴趣一直集中在具有超过一个自由度(dof)的体系结构上,而没有意识到通常使用一维(dof)机制并应引起同样的重视。本文讨论了一维平面机构的奇异性分析。将介绍执行此分析的一般方法。提出的方法依赖于为任何类型的奇点给出几何条件的可能性。它可用于生成方程式系统,以求解找到给定机制的奇点或合成必须匹配有关奇点的特定要求的机制。

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