异构无人机协同多任务分配

Nuri Ozalp, U. Ayan, Erhan Öztop
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引用次数: 8

摘要

本文主要研究异构无人机的多任务协同分配问题,即在特定位置完成一组多任务,每个任务需要预定数量的无人机。我们将其建模为一个优化问题,以最小化未完成任务的数量,同时最小化所有无人机的总飞行时间和总飞行距离。通过考虑无人机的飞行能力。对于问题的求解,我们采用了多旅行商问题(mTSP)方法[1],并为其设计了新的遗传结构,使其能够应用于合作多任务分配问题。此外,我们开发了两个特定领域的突变算子,以提高解决方案的质量,包括未完成任务的数量、所有无人机的总飞行时间和总飞行距离。仿真实验表明,这些算子显著提高了解的质量。我们的主要贡献是将多结构遗传算法(MSGA)应用于合作多任务分配问题,并开发了两种新的突变算子来改进MSGA的求解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cooperative multi-task assignment for heterogonous UAVs
This research is focused on the cooperative multi-task assignment problem for heterogeneous UAVs, where a set of multiple tasks, each requiring a predetermined number of UAVs, have to be completed at specific locations. We modeled this as an optimization problem to minimize the number of uncompleted tasks while also minimizing total airtime and total distance traveled by all the UAVs. By taking into account the UAV flight capacities. For the solution of the problem, we adopted a multi-Traveling Salesman Problem (mTSP) method [1] and designed a new genetic structure for it so that it can be applied to cooperative multi-task assignment problems. Furthermore, we developed two domain specific mutation operators to improve the quality of the solutions in terms of number of uncompleted tasks, total airtime and total distance traveled by all the UAVs. The simulation experiments showed that these operators significantly improve the solution quality. Our main contributions are the application of the Multi Structure Genetic Algorithm (MSGA) to cooperative multi-task assignment problem and the development of two novel mutation operators to improve the solution of MSGA.
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