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Configuration analysis of a reconfigurable Rubik's snake robot

机译:可重构魔方蛇机器人的配置分析

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摘要

Versatility and adaptability are the most prominent advantages of reconfigurable modular robotic systems. Unlike integrated robotic systems, reconfigurable modular robots can be rearranged to adapt to unpredictable environments. This paper presents a novel reconfigurable modular robot inspired by the Rubik's snake toy. For this reconfigurable Rubik's snake robot, the special feature is that it can work as not only a mechanism but also as a reconfigurable structure. In this paper, the configuration analysis is the core content. The concept of valid configurations is proposed to describe valid, controllable, and non-interference configurations. The configuration analysis theories are introduced in accordance with the configuration representation, the isomorphism analysis, the interference analysis, and the motion sequence analysis. Here, the configuration representation is proposed to define the position and orientation of two modules by using the adjacency matrix and the binary digital code, respectively. The equivalent digital code and the configuration ring are used to distinguish the same or symmetric configurations for the open and closed isomorphism configurations, respectively. Meanwhile, a case study is conducted to verify the effectiveness of the isomorphism analysis. Furthermore, the working space interference method is introduced to detect the interference issue in the process of forming target configurations. To accomplish a target configuration properly, the motion sequence matrix is defined to describe the motion sequence for achieving a target configuration. Finally, an experiment on the configuration transformation is demonstrated to verify the rationality and correctness of the theories of configuration analysis.
机译:多功能性和适应性是可重构模块化机器人系统最突出的优势。与集成的机器人系统不同,可以重新排列可重新配置的模块化机器人以适应不可预测的环境。本文介绍了由Rubik的蛇玩具的新型可重构模块化机器人。对于这种可重新配置的Rubik的蛇机器人,特殊功能是它可以不仅可以作为一种机制而且还可以作为可重新配置的结构。在本文中,配置分析是核心内容。提出了有效配置的概念来描述有效,可控和非干扰配置。根据配置表示,同义分析,干扰分析和运动序列分析引入配置分析理论。这里,提出了配置表示来定义通过使用邻接矩阵和二进制数字代码来定义两个模块的位置和方向。等效数字代码和配置环用于分别区分开放和闭合同构型配置的相同或对称配置。同时,进行案例研究以验证同构分析的有效性。此外,引入了工作空间干扰方法以检测形成目标配置的过程中的干扰问题。为了正确地完成目标配置,定义运动序列矩阵以描述用于实现目标配置的运动序列。最后,证明了对配置变换的实验,以验证配置分析理论的合理性和正确性。

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