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A Tromino Tiling Theoretic Approach to Path Planning in a Reconfigurable Floor Cleaning Robot

机译:可重构地板清洁机器人中路径规划的Tromino平铺理论方法

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Although the tiling theory has been examined in depth as a specific mathematics research division, to date, studies involving polyomino tiling theory have been largely restrained to the domains of animation, computer graphics, gaming, and packaging. This paper describes the application of a class of tiling theory, to a shapeshifting floor cleaning robot named hTromo. The platform that was developed in this study demonstrated the ability to generate the global tiling set required to cover a predefined space by leveraging on tiling theory of Tromino, which consists of three cells. Specifically, the application of three Tromino tiling theorems to an autonomous floor-cleaning robot was validated using the hTromo robot. The results of all experimental cases revealed that the application of the proposed technique resulted in high levels of area coverage. This paper presents an overview of the hTromo robot's system architecture together with a detailed description of the three Tromino tiling theorems that were tested in this study.
机译:尽管平铺理论已作为特定的数学研究部门进行了深入研究,但迄今为止,涉及多米诺平铺理论的研究在很大程度上局限于动画,计算机图形学,游戏和包装领域。本文介绍了一类拼贴理论在名为hTromo的变形地板清洁机器人中的应用。在这项研究中开发的平台展示了利用Tromino(由三个单元组成)的切片理论来生成覆盖预定空间所需的全局切片集的功能。具体而言,使用hTromo机器人验证了三个Tromino平铺定理在自动地板清洁机器人上的应用。所有实验案例的结果表明,所提出的技术的应用导致了高水平的区域覆盖。本文介绍了hTromo机器人的系统架构,并详细介绍了本研究中测试的三个Tromino平铺定理。

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