Enhanced Channel-Grouping Based Rendezvous Algorithm for Cognitive Radio Ad Hoc Networks

Yuhao Li, Lei Zhao, Ce Shi, Wenbin Guo
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Abstract

Rendezvous is a fundamental building block in Cognitive Radio Ad Hoc Networks (CRAHNs), in which pairs or groups of users must find a common available channel. In earlier researches, schemes based on common control channel (CCC) are widely used to achieve rendezvous, with the problems of control channel saturation, vulnerability to jamming attacks, and unsuitability for dynamic network scenarios. Therefore, the blind rendezvous based on Channel-Hopping (CH) sequences, which requires neither CCC nor the information of the target users’ available channels, has recently attracted a lot of research interests. As a contribution to this research area, Enhanced Channel-Grouping Based (ECGB) rendezvous algorithm is proposed for decentralized rendezvous. The ECGB algorithm has the following characteristics: 1) supporting both symmetric and asymmetric models; 2) full degree of rendezvous, i.e., any pair of cognitive users can rendezvous on any available channel; 3) guaranteeing rendezvous, with the upper bound of the maximum number of rendezvous slots under the asymmetric model, which is the quadratic function of the number of all channels; 4) requiring no time-synchronization. The upper bound of maximum TTR (MTTR) for the ECGB algorithm is derived by a theoretical analysis. Moreover, simulations confirm the theoretical derivation results of MTTR and show that the algorithm has a relatively short expected TTR (ETTR).
基于增强信道分组的认知无线电自组织网络交会算法
交会是认知无线电自组织网络(CRAHNs)的基本组成部分,在这种网络中,成对或组用户必须找到一个公共的可用信道。在早期的研究中,广泛采用基于公共控制信道(common control channel, CCC)的方案实现交会,但存在控制信道饱和、易受干扰攻击、不适合动态网络场景等问题。因此,基于信道跳变(CH)序列的盲交会既不需要CCC信息,也不需要目标用户的可用信道信息,近年来引起了人们的广泛研究。本文提出了一种基于增强信道分组(Enhanced Channel-Grouping, ECGB)的去中心化交会算法。ECGB算法具有以下特点:1)支持对称模型和非对称模型;2)充分的交会度,即任何一对认知用户都可以在任何可用的信道上交会;3)保证交会,不对称模型下最大交会槽数的上界为所有信道数的二次函数;4)不需要时间同步。通过理论分析,导出了ECGB算法的最大TTR上界。仿真验证了MTTR的理论推导结果,表明该算法具有较短的期望TTR (ETTR)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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