基于粒子群算法的消防机器人最短路径规划算法

D. Ranaweera, K.T.M.U. Hemapala, A. G. Buddhika, P. Jayasekara
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引用次数: 7

摘要

针对基于粒子群算法的消防机器人,提出了一种新的最短路径规划算法。消防机器人队伍在作业过程中,需要在自身的局限性和约束条件下,找到一种有效的目标搜索方法。而本研究的思想是利用粒子群优化算法控制消防救援机器人的最短路径。这种基于粒子群算法的最短路径寻优方法与其他寻优方法相比是非常有用和有效的。在这方面,介绍了表征消防框架最短路径的基本要求。另一方面,这些开发的机器人能够通过移除路径上的易燃物体来消除火灾的蔓延。因此,很明显,这些基于算法的机器人有助于最大限度地减少工作时间,同时轻松完成消防任务。此外,还证明了路径集与其最短路径表示之间的直接关系。通过mathematica软件对整个系统进行了仿真,证明了最短路径的存在性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Shortest Path Planning Algorithm for PSO Base Firefighting Robots
This paper proposes a new shortest path planning algorithm for Particle swarm optimization (PSO) based fire-fighting robots. Fire-fighting robotic teams need an efficient method for target searching within their limitations and constraints during their operation. While idea of this research is to control the fire rescue robots in their shortest path using particle swarm optimization algorithms. This novel method which is based on PSO is very useful and effective compared to other method which were implement to find the shortest path. In this regard, essential required to characterize the shortest path of the firefighting framework is introduced.On other hand, these developed robots are capable of eliminating the fire spread by removing the flammable objects in their paths. Therefore, it is obvious that these algorithms based robots help to minimize the time of the work while easily achieving firefighting task. In addition to that, it is proved that the direct relationship between a path set and its shortest path representation. The whole system is simulated via mathematica software and existence of the shortest path is proved.
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