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Strategies for coordinated multirobot exploration with recurrent connectivity constraints

机译:经常间连通约束的协调多机罗探索的策略

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Abstract During several applications, such as search and rescue, robots must discover new information about the environment and, at the same time, share operational knowledge with a base station through an ad hoc network. In this paper, we design exploration strategies that allow robots to coordinate with teammates to form such a network in order to satisfy recurrent connectivity constraints—that is, data must be shared with the base station when making new observations at the assigned locations. Current approaches lack in flexibility due to the assumptions made about the communication model. Furthermore, they are sometimes inefficient because of the synchronous way they work: new plans are issued only once all robots have reached their goals. This paper introduces two novel asynchronous strategies that work with arbitrary communication models. In this paper, ‘asynchronous’ means that it is possible to issue new plans to subgroups of robots, when they are ready to receive them. First, we propose a single-stage strategy based on Integer Linear Programming for selecting and assigning robots to locations. Second, we design a two-stage strategy to improve computational efficiency, by separating the problem of locations’ selection from that of robot-location assignments. Extensive testing both in simulation and with real robots show that the proposed strategies provide good situation awareness at the base station while efficiently exploring the environment.
机译:摘要在若干应用程序(如搜索和救援)期间,机器人必须发现有关环境的新信息,同时通过Ad Hoc网络与基站共享运营知识。在本文中,我们设计探讨策略,使机器人与队友协调以形成这种网络,以满足经常性连接限制 - 即,在分配位置进行新的观察时,必须与基站共享数据。由于关于通信模型的假设,目前的方法缺乏灵活性。此外,由于他们工作的同步方式,它们有时是效率低下:只有在所有机器人达到目标后,新的计划就会发出。本文介绍了两种与任意通信模型配合使用的新型异步策略。在本文中,“异步”意味着当他们准备接收它们时,可以向机器人的子组发出新计划。首先,我们提出了一种基于整数线性规划的单级策略,用于选择和将机器人分配给位置。其次,我们通过将位置的选择与机器人位置分配的选择分离,设计了一个两级策略来提高计算效率。在仿真和真正的机器人中都有广泛的测试表明,拟议的策略在基站提供了良好的情况,同时有效地探索环境。

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