认知无线电Ad-Hoc网络中网络连通性分析

L. Dung, Beongku An
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引用次数: 8

摘要

网络连接是各种网络的重要问题之一。在本文中,我们讨论了认知无线电自组织网络(CRAHNs)与传统移动自组织无线网络的连接挑战。我们得出结论,认知无线电自组织网络中的网络连通性不仅取决于节点密度,还取决于频谱异质性。我们在本文中的主要贡献如下:(i)定义和分类认知自组织网络中的连接条件,(ii)数学分析每个条件如何降低网络连接,(iii)导出最终的封闭形式模型,以显示所有网络参数对crahn网络连接的总体影响。从我们提出的数学模型中得到的结果指出了与传统移动自组织无线网络相比,crahn网络连接的几个显著特征。具体来说,我们从数学上证明了crahn中的网络连通性取决于SU的节点密度、PU的节点密度、PU的激活率、工作频率、许可通道数量以及每个通道上PU的分布。本文提出的数学模型可用于支持crahn的评估和设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Analysis of Network Connectivity in Cognitive Radio Ad-Hoc Networks
Network connectivity is one of important issues in any kinds of networks. In this paper, we discuss the connectivity challenges in Cognitive Radio Ad-Hoc Networks (CRAHNs) compared with conventional mobile ad-hoc wireless networks. We conclude that network connectivity in cognitive radio ad-hoc networks depends on not only node density, but also the spectrum heterogeneity. Our main contributions in this paper are follows: (i) to define and classify the conditions of connectivity in cognitive ad-hoc networks, (ii) to mathematically analyze how each condition degrades the network connectivity, (iii) to derive final closed-form model to show the total impact of all network parameters on network connectivity in CRAHNs. The results obtained from our proposed mathematical models point out several distinguishing features of network connectivity in CRAHNs compared with those of conventional mobile ad-hoc wireless networks. Specifically, we prove mathematically that the network connectivity in CRAHNs depends on SU's node density, PU's node density, PU's activating rate, operating frequencies, the number of licensed channels, and the distribution of PUs on each channel. Our proposed mathematical model can be used to support the evaluation and design of CRAHNs.
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