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INFINITESIMAL KINEMATICS METHODS IN THE MOBILITY DETERMINATION OF KINEMATIC CHAINS

机译:运动链运动确定中的无限运动学方法

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摘要

In recent years, there has been a good deal of controversy about the application of infinitesimal kinematics to the mobility determination of kinematic chains. On the one hand, there has been several publications that promote the use of the velocity analysis, without any additional results, for the determination of the mobility of kinematic chains. On the other hand, the authors of this contribution have received several reviews of researchers who have the strong belief that no infinitesimal method can be used to correctly determine the mobility of kinematic chains. In this contributions, it is attempted to show that velocity analysis by itself can not correctly determine the mobility of kinematic chains. However, velocity and higher order analysis coupled with some recent results about the Lie algebra, se(3), of the Euclidean group, SE(3), can correctly determine the mobility of kinematic chains.
机译:近年来,关于空中运动学在运动链的迁移率测定中,有很多争议争议。一方面,已经有几种出版物促进了使用速度分析的使用,而没有任何其他结果,用于测定运动链的迁移率。另一方面,这笔贡献的作者已经收到了对具有强烈信念的研究人员的若干审查,即没有无限的方法可以用来正确确定运动链的移动性。在这一贡献中,试图表明本身无法正确确定运动链的移动性。然而,速度和高阶分析耦合的关于EuclideN组的Lie Algebra,Se(3)的一些最近结果,可以正确确定运动链的迁移率。

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