计算机科学
数据收集
有界函数
实时计算
约束(计算机辅助设计)
软件部署
近似算法
物联网
航程(航空)
无线
传输(电信)
算法
嵌入式系统
数学
工程类
电信
统计
航空航天工程
数学分析
操作系统
几何学
作者
Junqi Zhang,Zheng Li,Wenzheng Xu,Jian Peng,Weifa Liang,Zichuan Xu,Xiaojiang Ren,Xiaohua Jia
标识
DOI:10.1109/infocom42981.2021.9488887
摘要
In this paper, we study the deployment of Unmanned Aerial Vehicles (UAVs) to collect data from IoT devices, by finding the data collection tour of each UAV. To ensure the `freshness' of the collected data, a strict requirement is that the total time spent in the tour of each UAV, which consists of UAV flying time and data collection time, must be no greater than a given maximum data collection delay B, e.g., 20 minutes. In this paper, we consider a problem of using the minimum number of UAVs and finding their data collection tours, subject to the constraint that the total time spent in each tour is no greater than B. We study two variants of the problem, one is that a UAV needs to fly to the location of each IoT device to collect its data; the other variant is that a UAV is able to collect the data of the IoT device as long as their Euclidean distance is no greater than a given wireless transmission range. For the first variant of the problem, we propose a novel 4-approximation algorithm, which improves the best approximation ratio 4 4/7 so far. For the second variant, we design the first constant factor approximation algorithm. In addition, we evaluate the performance of the proposed algorithms via extensive experiments, and experimental results show that the average numbers of UAVs deployed by the proposed algorithms are from 11% to 19% less than those by existing algorithms.
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