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Analysis on Kinematics and Dynamics of Modular Robot Systems

机译:模块化机器人系统的运动学和动力学分析

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In the paper, seven connecting types of cuboid modules and two connecting types of cubic modules are classified. The concepts of basic group and basic cycle subgroup are proposed. The geometric relationships of each connecting type are derived with the group theory. The transformation matrix, velocity, acceleration and other characteristic parameters can be obtained iteratively and compensatively. For the automatic generation of the forward kinematics, an approach is adopted by a series of elemental matrixes multiplication with PME (product of matrix exponentials). Then, a compensative and recursive method is presented to generate the dynamic models automatically. The methods are general and can be applied to other modular robots. Examples of the kinematics and dynamics on a quadruped are given to demonstrate the applicability and effectiveness of the proposed methods.
机译:在本文中,分类了七种长方体模块的连接类型和两种直方体模块的连接类型。提出了基本群和基本周期子群的概念。每种连接类型的几何关系都是通过群论导出的。变换矩阵,速度,加速度和其他特征参数可以迭代和补偿地获得。为了自动生成正向运动学,采用了一系列与PME(矩阵指数乘积)相乘的元素矩阵的方法。然后,提出了一种补偿和递归的方法来自动生成动态模型。这些方法是通用的,可以应用于其他模块化机器人。给出了四足运动学和动力学的例子,以证明所提出方法的适用性和有效性。

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