无线网状网络中基于Cayley图模型的目标路由和最大容量调度算法

Zhanmao Cao, Limin Peng
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引用次数: 11

摘要

路由和调度在提高无线网状网络的容量和吞吐量方面起着重要的作用。为了实现无线Mesh网络的高效路由和公平调度,本文提出了基于Cayley图模型的MIMO信道无线Mesh网络(WMN)。该模型是基于多接口、定向天线、单通道的网格模型。链路边或活动边可以看作是节点对之间的连接。一个节点的接口允许有多少链路就有多少链路,但在无线网络中,链路是有限的,不与干扰模型相冲突。通过将边虚拟地放置在不同的通道平面上,Cayley图模型允许节点在正交通道下使用最大的活动边。该模型对WMN中具有对称编码特性的路由调度方案具有一定的参考价值。为此,提出了分层主动边缘组调度算法和面向目的地的路由方案,以实现最大容量和吞吐量。此外,利用先前最大活动边组调度的有效转换来实现公平性。
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Destination-oriented Routing and Maximum Capacity Scheduling Algorithms in Cayley Graph Model for Wireless Mesh Network
Routing and scheduling act important roles in improving capacity and throughput in wireless mesh networks. In this paper, Cayley graph model is suggested for wireless Mesh Networks (WMN) with MIMO channels for efficient routing and fair scheduling. The model is based on the multiple interfaces, directional antennas, single channel mesh model. And the link edges or active edges can be viewed as connections between node pairs. A node can have as many links as its interface permits, but links are limited not conflicting with the interference model in wireless network. By placing edges into different channel plane virtually, the Cayley graph model allows a node to use maximum active edges under orthogonal channels. The model is helpful for WMN routing and scheduling schemes with the symmetry coding character in WMN. Consequently, layered active edge group scheduling algorithm and destination oriented routing schemes are proposed for maximum capacity and throughput. Furthermore, efficient transformations are used to take advantage of previous maximum active edge group scheduling for fairness.
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