用于空中计算系统的无人机轨迹优化和收发器设计

Xiang Zeng;Xiao Zhang;Feng Wang
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引用次数: 2

摘要

本文研究了一种多槽无人机辅助空中计算(AirComp)系统,该系统将无人机部署为飞行基站,通过AirComp计算分布在多个地面传感器的数据的功能值。在无人机和地面传感器功率约束的情况下,我们通过优化无人机的轨迹、地面传感器的发射系数和多个时隙内的去噪因子,使AirComp的计算均方误差(MSE)最小化。作为一种低复杂度的设计解决方案,我们将公式化的非凸多槽无人机辅助AirComp设计问题分解为两个低维子问题,一个用于优化传感器组和能量最小无人机轨迹设计,另一个用于联合优化地面传感器的发射系数和无人机的接收去噪因子。首先,我们使用K-means算法对地面传感器进行聚类,然后优化无人机访问传感器组的能量最小轨迹。接下来,基于拉格朗日对偶方法,我们获得了一个封闭形式的AirComp收发器优化设计方案。数值结果表明,与现有的基准方案相比,所提出的设计方案获得了显著的计算MSE性能增益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimized UAV Trajectory and Transceiver Design for Over-the-Air Computation Systems
This article investigates a multi-slot unmanned aerial vehicle (UAV) assisted over-the-air computation (AirComp) system, where the UAV is deployed as a flying base station to compute functional values of data distributed at multiple ground sensors via AirComp. Subject to the power constraints of the UAV and ground sensors, we minimize the computational mean-squared error (MSE) of AirComp, by optimizing UAV's trajectory, the ground sensors' transmit coefficients, and the de-noising factors within multiple slots. As a low-complexity design solution, we decompose the formulated non-convex multi-slot UAV-assisted AirComp design problem into two low-dimensional sub-problems, one for optimizing the sensor groups and the energy-minimal UAV trajectory design, and the other for jointly optimizing the ground sensors' transmit coefficients and the UAV's receive de-noising factors for AirComp. First, we use the K-means algorithm to cluster the ground sensors, and then optimize the energy-minimal UAV trajectory for visiting the sensor groups. Next, based on the Lagrange duality method, we obtain the optimal AirComp transceiver design solution in a closed form. Numerical results show that the proposed design solution achieves a significant computational MSE performance gain compared with the existing benchmark schemes.
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CiteScore
12.60
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