A Multi-UAS Trajectory optimization Methodology for Complex Enclosed Environments

Sarah Barlow, Youngjun Choi, Simon Briceno, D. Mavris
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引用次数: 5

Abstract

This paper explores a multi-UAV trajectory optimization methodology for confined environments. One potential application of this technology is performing warehouse inventory audits; this application is used to evaluate the methodologie’s impact on minimizing total mission times. This paper investigates existing algorithms and improves upon them to better address the constraints of warehouse-like environments. An existing inventory scanning algorithm generates sub-optimal, collision free paths for multi-UAV operations, which has two sequential processes: solving a vehicle routing problem, and determining optimal deployment time without any collision. To improve the sub-optimal results, this paper introduces three possible improvements on the multi-UAV inventory tracking scenario. First, a new algorithm logic which seeks to minimize the total mission time once collision avoidance has been ensured rather than having separate processes. Next, an objective function that seeks to minimize the maximum UAV mission time rather than minimizing the total of all UAV mission times. Last, an operational setup consisting of multiple deployment locations instead of only one. These algorithms are evaluated individually and in combination with one another to assess their impact on the overall mission time using a representative inventory environment. The best combination will be further analyzed through a design of experiments by varying several inputs and examining the resulting fleet size, computation time, and overall mission time.
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复杂封闭环境下多无人机轨迹优化方法
研究了一种多无人机受限环境下的飞行轨迹优化方法。这项技术的一个潜在应用是执行仓库库存审计;该应用程序用于评估该方法对最小化总任务时间的影响。本文研究了现有的算法,并对其进行了改进,以更好地解决类仓库环境的约束。现有的库存扫描算法为多无人机操作生成次优、无碰撞路径,该算法有两个连续过程:解决车辆路径问题,确定无碰撞的最佳部署时间。为了改善次优结果,本文介绍了多无人机库存跟踪场景下三种可能的改进方法。首先,提出了一种新的算法逻辑,力求在保证避碰后最小化总任务时间,而不是采用单独的进程。其次,目标函数寻求最小化最大无人机任务时间,而不是最小化所有无人机任务时间的总和。最后,由多个部署位置而不是只有一个位置组成的操作设置。这些算法分别进行评估,并结合使用代表性库存环境来评估它们对总体任务时间的影响。最佳组合将通过实验设计进一步分析,通过改变几个输入并检查最终的机队规模、计算时间和总体任务时间。
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