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A new dynamic formulation for robot manipulators containing closed kinematic chains

机译:包含闭合运动链的机器人操纵器的新动态公式

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This paper presents a new recursive algorithm of robot dynamics based on the Kane's dynamic equations and Newton-Euler formulations. Differing from Kane's work, the algorithm is general-purpose and can be easily realized on computers. It is suited not only for robots with all rotary joints but also for robots with some prismatic joints. Formulations of the algorithm keep the recurrence charac- teristics of the Newton-Euler formulations, but possess stronger physical significance. Unlike the conventional algorithms, such as the Lagrange and Newton-Euler algo- rithm, etc., the algorithm can be used to deal with dynamics of robots containing closed chains without cutting the closed chains open. In addition, this paper makes a comparison between the algorithm and those conventional algorithms from the number of multiplications and addi- tlons.
机译:本文提出了一种新的基于Kane动力学方程和Newton-Euler公式的机器人动力学递归算法。与Kane的工作不同,该算法具有通用性,可以在计算机上轻松实现。它不仅适用于具有所有旋转关节的机器人,还适用于具有某些棱柱形关节的机器人。该算法的公式保留了Newton-Euler公式的重复特征,但具有更强的物理意义。与传统算法(例如Lagrange和Newton-Euler算法等)不同,该算法可用于处理包含封闭链的机器人的动力学,而无需切断封闭链。另外,本文从乘法和加法的数量上对算法与传统算法进行了比较。

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