Positioning multiple mobile robots for geometric pattern formation: An empirical analysis

A. Gautam, Apoorv Saxena, P. Mall, Sudeept Mohan
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引用次数: 7

Abstract

This paper presents an experimental setup for absolute positioning of multiple mobile robots in an indoor environment using a low cost camera. Localization or positioning of mobile robot in its environment is crucial for deciding its future course of action. In this paper we have proposed to use an overhead camera for positioning multiple mobile robots which are required to act as a team. Also we have tested the efficacy of two existing distributed algorithms for circle formation using a team of five e-puck robots. The first algorithm is mathematically proven with many assumptions about the sensing and motion capabilities of mobile robots which are not feasible in the real world. In the second algorithm the authors have considered explicit inter robot communication and have utilized the distributed solution of a well known algorithm often discussed in distributed computing - the Dinning Philosophers Problem for the robots to synchronize during their activation cycle. The contribution of this paper is twofold i.e., first, a practical low cost, multi-robot positioning system is proposed and second, experimental evaluation of two distributed algorithms for circle formation by a team of mobile robots have been carried out. It is seen that the second algorithm outperforms the first.
定位多移动机器人的几何图案形成:一个实证分析
本文提出了一种利用低成本相机在室内环境中实现多移动机器人绝对定位的实验装置。移动机器人在其所处环境中的定位是决定其未来行动方向的关键。在本文中,我们提出了使用架空摄像机来定位需要作为一个团队的多个移动机器人。此外,我们还测试了两种现有的分布式算法的有效性,使用一个由五个电子冰球机器人组成的团队来形成圆圈。第一种算法在数学上证明了许多关于移动机器人的感知和运动能力的假设,这些假设在现实世界中是不可行的。在第二种算法中,作者考虑了机器人之间的显式通信,并利用分布式计算中经常讨论的著名算法的分布式解决方案-用餐哲学家问题,使机器人在其激活周期中同步。本文的贡献有两个方面:首先,提出了一种实用的低成本多机器人定位系统;其次,对两种分布式算法进行了实验评估,由一组移动机器人进行了圆形成。可以看出,第二种算法优于第一种算法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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