基于遗传算法的矩形喷涂任务分配

Ding Yan, Jiajian He, Shuchen He, Yang Chen
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引用次数: 0

摘要

研究了具有矩形喷涂任务的多机器人分配问题。在不指向每个任务起始点的情况下,通过遗传算法选择左上顶点、右上顶点、左下顶点和右下顶点。基于遍历的遗传算法旨在实现最短的时间和最低的路径成本。引入改进的变异算子,加快了算法的收敛速度,提高了算法的实用性。与基于市场算法的策略相比,遗传算法的平均时间成本和距离成本分别降低了16.98%和9.05%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Rectangular Spraying Task Assignment Via a Genetic Algorithm
This paper deals with the assignment problem of multiple robot with the rectangular spaying tasks. Without pointing to the starting points of each task, the upper left vertex, the upper right vertex, the lower left vertex and the lower right vertex are selected by the genetic algorithm. The ergodic-based genetic algorithm is designed to achieve the shortest time and the lowest path cost. The improved mutation operator is set to accelerate the convergence process and improve the practicability of the proposed algorithm. Compared with the strategy of market-based algorithm, the genetic algorithm reduces the average time cost by 16.98% and distance costs by 9.05%, respectively.
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