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A Pattern Formation Algorithm for a Set of Autonomous Distributed Robots with Agreement on Orientation along One Axis

机译:一组沿轴方向一致的自治分布式机器人的模式形成算法

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A set of autonomous distributed robots is a group of robots that each function independently but cooperatively. In this paper we treat the pattern formation problem for a set of autonomous distributed robots. The pattern formation problem involves having a set of robots take up a certain pattern (a formation) given that their initial states place them in arbitrary locations. The robots used in this research function in an asynchronous manner iterating through a cycle of four modes of behavior: wait, observe, compute, and move. The robots cannot record information relating to the previous cycle (the results of observations or computations). In addition, the robots cannot be distinguished by their external appearance and all of the robots execute the same algorithm. In Ref. 1 it was shown that a pattern formation algorithm could be constructed for an odd number of robots with agreement on one axis if an observational constraint assumption was fulfilled. In this paper we show that a pattern formation algorithm can be constructed even when this observational constraint assumption does not hold.
机译:一组自治的分布式机器人是一组机器人,每个机器人独立但协同工作。在本文中,我们将处理一组自治分布式机器人的模式形成问题。模式形成问题涉及到假设一组机器人将其初始状态放置在任意位置,这些机器人将采用某种模式(一种形成)。本研究中使用的机器人以异步方式运行,循环经过四种行为模式:等待,观察,计算和移动。机器人无法记录与上一个周期有关的信息(观察或计算的结果)。此外,无法通过外观区分机器人,并且所有机器人都执行相同的算法。在参考文献中如图1所示,如果满足观察约束假设,则可以为奇数数量的在一个轴上具有一致性的机器人构建模式形成算法。在本文中,我们证明了即使这种观察约束假设不成立,也可以构造模式形成算法。

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