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Fine-Grained Trajectory Optimization of Multiple UAVs for Efficient Data Gathering from WSNs

机译:用于从WSN的有效数据收集的多个无人机的细粒度轨迹优化

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The increasing availability of autonomous small-size Unmanned Aerial Vehicles (UAVs) has provided a promising way for data gathering from Wireless Sensor Networks (WSNs) with the advantages of high mobility, flexibility, and good speed. However, few works considered the situations that multiple UAVs are collaboratively used and the fine-grained trajectory plans of multiple UAVs are devised for collecting data from network including detailed traveling and hovering plans of them in the continuous space. In this paper, we investigate the problem of the Fine-grained Trajectory Plan for multi-UAVs (FTP), in which m UAVs are used to collect data from a given WSN, where m >= 1 . The problem entails not only to find the flight paths of multiple UAVs but also to design the detailed hovering and traveling plans on their paths for efficient data gathering from WSN. The objective of the problem is to minimize the maximum flight time of UAVs such that all sensory data of WSN is collected by the UAVs and transported to the base station. We first propose a mathematical model of the FTP problem and prove that the problem is NP-hard. To solve the FTP problem, we first study a special case of the FTP problem when m = 1, called FTP with Single UAV (FTPS) problem. Then we propose a constant-factor approximation algorithm for the FTPS problem. Based on the FTPS problem, an approximation algorithm for the general version of the FTP problem when m > 1 is further proposed, which can guarantee a constant factor of the optimal solution. Afterwards, the proposed algorithms are verified by extensive simulations.
机译:越来越多的自主小型无人机航空公司(无人机)提供了一种有希望的方法,可用于从无线传感器网络(WSN)的数据,具有高迁移率,灵活性和良好速度的优点。然而,很少有作品被认为是多个无人机使用的情况,以及多个无人机的细粒度轨迹计划被设计用于从网络中收集数据,包括在连续空间中的详细旅行和悬停计划。在本文中,我们研究了多UVS(FTP)的细粒轨迹计划的问题,其中M uAV被用于从给定的WSN收集数据,其中M> = 1。问题不仅需要找到多个无人机的飞行路径,而且还需要在他们的路径上设计详细的悬停和旅行计划,以获得从WSN的高效数据收集。问题的目的是最小化无人机的最大飞行时间,使得通过无人机收集WSN的所有感官数据并被传输到基站。我们首先提出了FTP问题的数学模型,并证明了问题是NP-HARD。为了解决FTP问题,我们首先在M = 1时研究FTP问题的特殊情况,称为FTP,具有单个UV(FTPS)问题。然后我们提出了一种恒因因子近似算法,用于FTPS问题。基于FTPS问题,进一步提出了M> 1当FTP问题的一般版本的近似算法,这可以保证最佳解决方案的恒定因子。之后,通过广泛的模拟验证所提出的算法。

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