LTE覆盖物联网通信网络的高效eNB选择和流量调度方法

Gunasekaran Manogaran, Bharat S. Rawal
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引用次数: 1

摘要

智能或电子医疗正在经历从传统的以专科医生和医院为中心的模式向使用物联网(IoT)的以患者为中心的分散式模式的快速转变。目前,医疗领域采用4G等先进通信标准,实现智能医疗服务和应用。流量处理是物联网与其他异构通信网络实现灵活互操作的基本特征。有效的流量处理控制了蜂窝网络覆盖物联网中随机接入和碰撞导致的延迟和通信故障。现有的通信技术很难满足未来对时间敏感和非常动态的医疗保健应用的需求。本文提出了基于流量调度的自适应eNB选择(AeS-TS),以提高物联网长期演进(LTE)网络的效率。AeS-Tsworks分为两个阶段:自适应eNB选择和网关流量调度。在eNB选择中,提出了具有流量感知和卸载特性的无线电基础设施选择。在选择eNB之前,使用偏好函数来提高传入物联网流量的接受率,并最大限度地减少传输损失。在流量调度阶段,采用顺序的、基于级别的槽位传输,提高流量转发质量。通过对时间函数误差的分析,采用循环学习的方法来选择间隙。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Efficient eNB Selection and Traffic Scheduling Method for LTE Overlay IoT Communication Networks
Smart or electronic healthcare is undergoing rapid change from the traditional specialist and hospital-centered style to a disseminated patient-centered using Internet of Things (IoT). Presently, 4G and other advanced communication standards are utilized in healthcare for intelligent healthcare services and applications. Traffic handling is an essential feature for the flexible interoperability of the internet of things (IoT) with other heterogeneous communication networks. Efficient traffic handling controls latency and communication failures due to random access and collision in cellular network overlay IoT. It is challenging for existing communication technology to achieve the necessities of time-sensitive and very dynamic healthcare applications of the future. In this manuscript, adaptive eNB selection with traffic scheduling (AeS-TS) is proposed to improve the efficiency of IoT-long term evolution (LTE) networks. AeS-Tsworks in two phases: adaptive eNB selection and gateway traffic scheduling. In eNB selection, traffic-aware radio infrastructure selection with the offloading feature is presented. eNB selection is preceded by using a preference function to improve the acceptance rate of incoming IoT traffic and minimize transmission loss. In the traffic scheduling phase, sequential and level-based slot transmission is adapted to improve traffic forwarding quality. The slots are selected by analyzing the error in time function using the recurrent learning process.
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