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A Scented Receding Horizon Approach to the Mars Surveyor Competition

机译:一个香味的后退地平线探查师范竞争

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The Mars Surveyor Challenge was introduced by MathWorks as a way to challenge the community of algorithm developers by asking them to come up with a solution to explore a set of given maps using five vehicles, called rovers. The challenge at hand is to find an optimal strategy using MATLAB to explore as much of a map as possible in a limited number of instructions, or 'moves'. This strategy can be used in designing search algorithms for UAVs or other surveillance vehicles in order to perform searches more efficiently. Multiple types of algorithms were studied in order to find their effect on the solution through the Research Experience for Undergraduate Students at the University of Cincinnati. The goal of this project was to develop algorithms that scale well for larger maps and more rovers than those specified for use in the original competition. In particular, this paper explores the use of a rule based algorithm which combines the concepts of stigmergy and receding horizon algorithms to solve the problem. Simulation results show that the algorithm discussed in this document is highly competitive compared to the competition winners and scales to larger maps and number of vehicles maintaining the same level of performance as observed with the original competition conditions.
机译:MARES SQUESTOR挑战是由MATHWORKS引入的一种方法,作为挑战算法开发人员社区的一种方式,要求他们提出一个探索一套使用五辆车,称为ROVERS的给定地图的解决方案。手头的挑战是使用MATLAB找到最佳策略,以在有限的指令或“移动”中尽可能多地探索地图。该策略可用于为无人机或其他监视车辆设计搜索算法,以便更有效地执行搜索。研究了多种类型的算法,以便通过辛辛那提大学的本科生的研究经验找到它们对解决方案的影响。该项目的目标是开发算法,该算法适用于较大的地图和比原始竞争中指定的更多的载体。特别是,本文探讨了使用基于规则的算法,该算法结合了耻辱和后退地平线算法的概念来解决问题。仿真结果表明,与竞争获奖者相比,本文档中讨论的算法与较大地图和数量相比,维持与原始竞争条件相同的绩效级别的车辆相比具有竞争力。

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