无线网状网络正交交会路由协议的性能分析

A. Gandhimathinathan, P. D'Souza, D. Prasad
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引用次数: 0

摘要

通信定向方法(例如定向智能天线[15]、自由空间光收发器[19]和扇形天线)的使用增加,促使人们研究如何在网络堆栈的每一层利用方向性。在本文中,我们了解了如何在第3层中使用方向性概念来促进以下情况下的路由:1)无线网状网络,2)高度移动环境,以及3)通过虚拟方向覆盖网络。在无线网状网络的背景下,我们介绍了正交交会路由协议(ORRP),这是一种轻量级但可扩展的路由协议,利用定向通信的固有特性来放松坐标空间嵌入和节点定位等信息要求。ORRP源和ORRP目的分别在本地选择的正交方向上发送路由发现和路由传播报文。我们证明了ORRP即使在带有空洞的稀疏网络中也能以高概率实现连通性。ORRP可以很好地扩展,而不需要强加类似dht的图结构(例如:树、环、环等)。我们证明MORRP即使在高度移动的环境中也能以高概率实现连接,同时只保留目的地的概率信息。MORRP可以很好地缩放,而不需要强加dht之类的图结构(例如:树、环、环等)。我们还将展示,即使在高度移动的环境中,也可以在不需要频繁传播节点位置的情况下实现高连接性,从而提高可伸缩性。我们还将在不同的网络密度、接口数量和TTL值的条件下评估可达性、状态维护、路径扩展、端到端延迟和聚合网络性能的指标。
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 an orthogonal rendezvous routing protocol for wireless mesh networks
The increased usage of directional methods of communications (e.g. directional smart antennas [15], Free-Space Optical transceivers [19], and sector antennas) has prompted research into leveraging directionality in every layer of the network stack. In this paper, we learnt how the concept of directionality can be used in layer 3 to facilitate routing under contexts of 1) wireless mesh networks, 2) highly mobile environments, and 3) overlay networks through virtual directions. In the context of wireless mesh networks, we introduce Orthogonal Rendezvous Routing Protocol (ORRP), a lightweight-but-scalable routing protocol utilizing the inherent nature of directional communications to relax information requirements such as coordinate space embedding and node localization. The ORRP source and ORRP destination send route discovery and route dissemination packets respectively in locally-chosen orthogonal directions. We show that ORRP achieves connectivity with high probability even in sparse networks with voids. ORRP scales well without imposing DHT-like graph structures (eg: trees, rings, torus etc). We show that MORRP achieves connectivity with high probability even in highly mobile environments while maintaining only probabilistic information about destinations. MORRP scales well without imposing DHT-like graph structures (eg: trees, rings, torus etc). We will also show that high connectivity can be achieved without the need to frequently disseminate node position resulting increased scalability even in highly mobile environments. We will also evaluate the metrics of reachability, state maintenance, path stretch, end-to-end latency and aggregate network good put under conditions of varying network densities, number of interfaces, and TTL values.
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