基于精度稀释准则的5G UDN定位系统拓扑搜索模型

G. Fokin, V. Sevidov
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引用次数: 2

摘要

由于接入点(AP)基础设施的密集化,5G超密集网络(UDN)中的用户设备(UE)定位有望显著提高定位精度估计。对于距离和方位初级测量,在不考虑到达时间(TOA)和角度(AOA)的情况下,网络几何形状对最终定位精度有重要影响。现有的地面蜂窝网络定位系统拓扑搜索方法在一定条件下利用几何精度稀释(GDOP)最小化,满足了应用需求。现有方法的缺点是,它们主要假设二维(2D) AP分布根据正六边形网格,方形晶格或泊松点过程(PPP),产生易于处理的分析结果。如果对于之前的2G-4G蜂窝网络来说,这是合理的,那么对于5G UDN来说,这些假设就不成立了。根据最新3GPP规范,增强定位服务区应在水平和垂直平面上提供亚米级的3D终端位置估计。当前研究的贡献是利用全球导航卫星系统(GNSS)中众所周知的水平(HDOP)、垂直(VDOP)和位置(PDOP)精度稀释(DOP)准则建立5G UDN定位系统拓扑搜索的仿真模型。仿真结果表明,固定AP数拓扑在水平面上达到了DOP标准,但在垂直方向上却不能提供令人满意的DOP。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Model for 5G UDN Positioning System Topology Search Using Dilution of Precision Criterion
Positioning of User Equipment (UE) in 5G Ultra-Dense Networks (UDN) promises significant improvement in location accuracy estimation due to densification of Access Points (AP) infrastructure. For range and bearing primary measurements network geometry plays a significant role in the resultant positioning accuracy, regardless of time (TOA) and angle (AOA) of arrival secondary processing technique. Existing approaches for positioning system topology search in terrestrial cellular networks utilize geometric dilution of precision (GDOP) minimization under certain conditions, satisfying application requirements. Drawback of existing approaches, yielding tractable analytical results, is that they predominantly have assumption of 2-dimensional (2D) AP distribution according to regular hexagonal grid, square lattice or Poisson point process (PPP). If for previous 2G-4G cellular networks it is justified, for 5G UDN these assumptions do not retain. According to latest 3GPP specifications, enhanced positioning service area should provide sub-meter 3D UE location estimation in horizontal and vertical planes. The contribution of current research is a simulation model for 5G UDN positioning system topology search using well known in Global Navigation Satellite Systems (GNSS) horizontal (HDOP), vertical (VDOP) and position (PDOP) dilution of precision (DOP) criterion. Simulation results reveal, that fixed AP number topology, achieving DOP criterion in horizontal plane, does not provide satisfying DOP in vertical one.
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