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Exploration via Structured Triangulation by a Multi-Robot System with Bearing-Only Low-Resolution Sensors

机译:用多机器人系统进行结构三角剖分的探索   仅轴承低分辨率传感器

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摘要

This paper presents a distributed approach for exploring and triangulating anunknown region using a multi- robot system. The objective is to produce acovering of an unknown workspace by a fixed number of robots such that thecovered region is maximized, solving the Maximum Area Triangulation Problem(MATP). The resulting triangulation is a physical data structure that is acompact representation of the workspace; it contains distributed knowledge ofeach triangle, adjacent triangles, and the dual graph of the workspace.Algorithms can store information in this physical data structure, such as arouting table for robot navigation Our algorithm builds a triangulation in aclosed environment, starting from a single location. It provides coverage witha breadth-first search pattern and completeness guarantees. We show thecomputational and communication requirements to build and maintain thetriangulation and its dual graph are small. Finally, we present a physicalnavigation algorithm that uses the dual graph, and show that the resulting pathlengths are within a constant factor of the shortest-path Euclidean distance.We validate our theoretical results with experiments on triangulating a regionwith a system of low-cost robots. Analysis of the resulting quality of thetriangulation shows that most of the triangles are of high quality, and cover alarge area. Implementation of the triangulation, dual graph, and navigation alluse communication messages of fixed size, and are a practical solution forlarge populations of low-cost robots.
机译:本文提出了一种使用多机器人系统探索和三角测量未知区域的分布式方法。目的是通过固定数量的机器人对未知工作空间进行覆盖,以使覆盖的区域最大化,从而解决最大面积三角剖分问题(MATP)。产生的三角剖分是一种物理数据结构,是工作空间的紧凑表示;它可以包含每个三角形,相邻三角形以及工作区的对偶图的分布式知识。算法可以在此物理数据结构中存储信息,例如用于机器人导航的路由表。我们的算法在封闭的环境中从单个位置开始构建三角剖分。它以广度为先的搜索模式提供覆盖,并保证完整性。我们显示了建立和维护三角剖分的计算和通信需求,并且其对偶图很小。最后,我们提出了一种使用对偶图的物理导航算法,并表明所得到的路径长度在最短路径欧几里德距离的恒定因子之内。我们通过使用低成本机器人系统对区域进行三角剖分的实验来验证我们的理论结果。对生成的三角剖分质量的分析表明,大多数三角形都是高质量的,并且覆盖较大的面积。三角剖分,对偶图和导航的实现均使用固定大小的通信消息,并且是针对大量低成本机器人的实用解决方案。

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