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Determination of joint reaction forces in a symbolic form in rigid multibody systems

机译:刚性多体系统中符号形式的关节反作用力的确定

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摘要

This paper presents an algorithm for determination of joint reaction forces in a symbolic form in planar and spatial tree structure rigid multibody systems. The frictionless revolute and prismatic joints are taken into consideration. The algorithm is based on the use of Kane's equations with undetermined multipliers of constraints. The expressions for the reaction forces and the torques of reaction couples in the joints are obtained in a form that does not require matrix inversion and allows an easy and straightforward implementation in programming environments for symbolic computations (like Mathematica, Maple etc.). The application of the proposed algorithm to the problem of determination of static friction forces in locked Coulomb friction joints is indicated. The algorithm has been illustrated by using both a gymnast on a trampoline and a Puma manipulator.
机译:本文提出了一种确定平面和空间树状结构刚性多体系统中符号形式的联合反作用力的算法。考虑了无摩擦旋转和棱柱形接头。该算法基于使用具有不确定约束乘数的Kane方程。关节中反作用力和反作用力对的扭矩的表达形式不需要矩阵求逆,并且可以在用于符号计算的编程环境中(如Mathematica,Maple等)轻松而直接地实现。指出了该算法在确定库仑锁定摩擦接头静摩擦力问题中的应用。通过使用蹦床上的体操运动员和彪马机械手来说明该算法。

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