农村无线网状网络信道分配新机制

P. Dutta, S. Jaiswal, Debmalya Panigrahi, R. Rastogi
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引用次数: 44

摘要

本文提出了一种新的基于IEEE 802.11的点对点网状网络的信道分配方案,该方案是为农村地区设计的。我们的信道分配方案允许在网络中的每个链路上连续的全双工数据传输。此外,我们不需要跨链路的任何同步,因为信道分配可以防止交叉链路干扰。我们的方法很简单。我们认为网络中的任何链路都是由两条有向边组成的。对于节点上的每个有向边,我们分配了一个非干扰的IEEE 802.11信道,以便分配给输出边的信道集与分配给传入边的信道集不相交。在测试平台上对该方案的评估表明,与为点对点网状网络设计的现有链路调度/通道分配协议(如2P[11])相比,吞吐量提高了50% - 100%,端到端延迟显著减少。从形式上讲,这种信道分配方案等价于一个边着色问题,我们称之为有向边着色(DEC)问题。我们建立了该着色问题与经典顶点着色问题之间的关系,从而证明了该问题是np困难的。更准确地说,我们给出了一个算法,给定一个图的k个顶点着色,可以用xi(k)个颜色有向地给它的边着色,其中xi(k)是使(lfloorn/2rfloor/n)等于k的最小整数n。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Channel Assignment Mechanism for Rural Wireless Mesh Networks
In this paper we present a new channel allocation scheme for IEEE 802.11 based mesh networks with point-to- point links, designed for rural areas. Our channel allocation scheme allows continuous full-duplex data transfer on every link in the network. Moreover, we do not require any synchronization across the links as the channel assignment prevents cross link interference. Our approach is simple. We consider any link in the network as made up of two directed edges. To each directed edge at a node, we assign a non-interfering IEEE 802.11 channel so that the set of channels assigned to the outgoing edges is disjoint from channels assigned to the incoming edges. Evaluation of this scheme in a testbed demonstrate throughput gains of between 50 - 100%, and significantly less end-to-end delays, over existing link scheduling/channel allocation protocols (such as 2P [11]) designed for point-to-point mesh networks. Formally speaking, this channel allocation scheme is equivalent to an edge-coloring problem, that we call the directed edge coloring (DEC) problem. We establish a relationship between this coloring problem and the classical vertex coloring problem, and thus, show that this problem is NP-hard. More precisely, we give an algorithm that, given k vertex coloring of a graph can directed edge color it using xi(k) colors, where xi(k) is the smallest integer n such that (lfloorn/2rfloor/n ) ges k.
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