Fundamental Limits of Ultra-dense Networks

M. Kountouris, V. Nguyen
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Abstract

Mobile traffic has significantly increased over the last decade, mainly due to the stunning expansion of smart wireless devices and bandwidth-demanding applications. This trend is forecast to be maintained, especially with the deployment of fifth generation (5G) and beyond networks and machine-type communications. A major part of the mobile throughput growth during the past few years has been enabled by the so-called network densification, i.e. adding more base stations (BSs) and access points and exploiting spatial reuse of the spectrum. Emerging 5G cellular network deployments are envisaged to be heterogeneous and dense, primarily through the provisioning of small cells such as picocells and femtocells. Ultra-dense networks (UDNs) will remain among the most promising solutions to boost capacity and to enhance coverage with low-cost and power-efficient infrastructure in 5G networks. The underlying foundation of this expectation is the presumed linear capacity scaling with the number of small cells deployed in the network. In other words, doubling the number of BSs doubles the capacity the network supports in a given area and this can be done indefinitely. Nevertheless, in this context, several important questions arise: how close are we to fundamental limits of network densification? Can UDNs indefinitely bring higher overall data throughput gains in the network by just adding more infrastructure? If the capacity growth arrives to a plateau, what will cause this saturation and how the network should be optimized to push this saturation point further? These are the questions explored in this chapter. The performance of wireless networks relies critically on their spatial configuration upon which inter-node distances, fading characteristics, received signal power, and interference are dependent. Cellular networks have been traditionally modeled by placing the base stations on a regular grid (usually on a hexagonal lattice), with mobile users either randomly scattered or placed deterministically. Tractable analysis can sometimes be achieved for a fixed user location with a small number of interfering BSs and Monte Carlo simulations are usually performed for accurate performance evaluation. As cellular networks have become denser, they have also become increasingly irregular. This is particularly true for small cells, which are deployed opportunistically and in hotspots and dense heterogeneous networks (HetNets). As a result, the widely used deterministic grid model has started showing its limitations and cannot be used for general and
超密集网络的基本限制
在过去十年中,移动流量显著增加,主要是由于智能无线设备和带宽要求高的应用程序的惊人扩展。预计这一趋势将保持下去,特别是随着第五代(5G)及以后网络和机器类型通信的部署。过去几年移动吞吐量增长的主要原因是所谓的网络密集化,即增加更多的基站(BSs)和接入点,并利用频谱的空间重用。新兴的5G蜂窝网络部署预计将是异构和密集的,主要是通过提供皮细胞和飞细胞等小型蜂窝。超密集网络(udn)仍将是最有希望的解决方案之一,可以通过5G网络中的低成本和节能基础设施提高容量和覆盖范围。这种期望的潜在基础是假定容量随网络中部署的小型蜂窝的数量线性扩展。换句话说,BSs的数量增加一倍,网络在给定区域内支持的容量也会增加一倍,而且这种情况可以无限期地持续下去。然而,在这种情况下,几个重要的问题出现了:我们离网络致密化的基本极限有多近?udn是否可以通过增加更多的基础设施来无限期地提高网络的整体数据吞吐量?如果容量增长达到一个平台,什么会导致这种饱和?应该如何优化网络以进一步推动这一饱和点?这些都是本章探讨的问题。无线网络的性能严重依赖于节点间距离、衰落特性、接收信号功率和干扰所依赖的空间配置。蜂窝网络的传统建模方式是将基站放置在一个规则的网格上(通常是六边形晶格),移动用户要么随机分散,要么确定地放置。对于固定的用户位置,有时可以通过少量干扰BSs实现易于处理的分析,并且通常进行蒙特卡罗模拟以进行准确的性能评估。随着蜂窝网络变得越来越密集,它们也变得越来越不规则。这对于小型蜂窝来说尤其如此,它们被随机地部署在热点和密集的异构网络(HetNets)中。因此,广泛使用的确定性网格模型已经开始显示出它的局限性,不能用于一般和
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