基于rem的多层蜂窝网络切换算法性能分析

C. Suarez-Rodriguez, B. Jayawickrama, Ying He, F. Bader, M. Heimlich
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引用次数: 3

摘要

5G网络的到来,预计将采用大量的频谱共享方案,以满足不断增长的用户对数据流量的需求,这将需要无处不在地解决移动性问题。由异构网络的部署和过去的标准引发的趋势将让位给多层网络,其中不同的服务将共存,例如设备对设备、车辆对车辆或大型机器通信。由于不同发射功率下的小区尺寸的高度可变性,传统的完全依赖于测量的切换过程,由于大量的切换,将导致难以忍受的网络开销。空间数据库的使用,也称为无线电环境地图(REM),最初是作为一种工具来检测认知无线电应用中的机会频谱访问机会。从那时起,REM的使用已经广泛扩展到部署优化、干扰管理或资源分配等等。本文介绍了一种切换算法,该算法可以从无线电环境图中预测当前用户轨迹的最佳网络连接。我们考虑了一种几何方法来推导切换和切换失败区域,并将当前长期进化中使用的切换算法与我们提出的切换算法进行了比较。结果表明,在保持乒乓切换和切换失败概率之间的权衡的同时,移交的数量急剧减少。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Performance analysis of REM-based handover algorithm for multi-tier cellular networks
The advent of 5G networks, where a plethora of spectrum-sharing schemes are expected to be adopted as an answer to the ever-growing users' need for data traffic, will require addressing mobility ubiquitously. The trend initiated with the deployment of heterogeneous networks and past standards will give way to a multitiered network where different services will coexist, such as device-to-device, vehicle-to-vehicle or massive-machine communications. Because of the high variability in the cell sizes given the different transmit powers, the classical handover process, which relies solely on measurements, will lead to an unbearable network overhead as a consequence of the high number of handovers. The use of spatial databases, also known as radio environment maps (REM), was first introduced as a tool to detect opportunistic spectrum access opportunities in cognitive radio applications. Since then, REM usage has been widely expanded to cover deployment optimization, interference management or resource allocation to name a few. In this paper, we introduce a handover algorithm that can predict the best network connection for the current user's trajectory from a radio environment map. We consider a geometric approach to derive the handover and handover-failure regions and compare the current handover algorithm used in Long-Term Evolution with our proposed one. Results show a drastic reduction in the number of handovers while maintaining a trade-off between the ping-pong shandover and the handover-failure probabilities.
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