Self-organizing topology for energy-efficient ad-hoc communication networks of mobile devices

Q2 Mathematics
Indushree Banerjee, M. Warnier, F. Brazier
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引用次数: 13

Abstract

When physical communication network infrastructures fail, infrastructure-less communication networks such as mobile ad-hoc networks (MANET), can provide an alternative. This, however, requires MANETs to be adaptable to dynamic contexts characterized by the changing density and mobility of devices and availability of energy sources. To address this challenge, this paper proposes a decentralized context-adaptive topology control protocol. The protocol consists of three algorithms and uses preferential attachment based on the energy availability of devices to form a loop-free scale-free adaptive topology for an ad-hoc communication network. The proposed protocol has a number of advantages. First, it is adaptive to the environment, hence applicable in scenarios where the number of participating mobile devices and their availability of energy resources is always changing. Second, it is energy-efficient through changes in the topology. This means it can be flexibly combined with different routing protocols. Third, the protocol requires no changes on the hardware level. This means it can be implemented on all current phones, without any recalls or investments in hardware changes. The evaluation of the protocol in a simulated environment confirms the feasibility of creating and maintaining a self-adaptive ad-hoc communication network, consisting of multitudes of mobile devices for reliable communication in a dynamic context.
移动设备节能自组织通信网络的自组织拓扑
当物理通信网络基础设施出现故障时,诸如移动自组织网络(MANET)之类的无基础设施通信网络可以提供替代方案。然而,这要求MANET能够适应以设备密度和移动性以及能源可用性变化为特征的动态环境。为了应对这一挑战,本文提出了一种去中心化上下文自适应拓扑控制协议。该协议由三种算法组成,并使用基于设备能量可用性的优先连接来形成自组织通信网络的无环无标度自适应拓扑。所提出的协议具有许多优点。首先,它适应环境,因此适用于参与移动设备的数量及其能源可用性始终在变化的场景。其次,通过改变拓扑结构,它是节能的。这意味着它可以灵活地与不同的路由协议相结合。第三,该协议不需要在硬件级别上进行更改。这意味着它可以在所有现有手机上实现,而无需任何召回或硬件更改投资。在模拟环境中对该协议的评估证实了创建和维护自适应自组织通信网络的可行性,该网络由大量移动设备组成,用于在动态环境中进行可靠通信。
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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来源期刊
Complex Adaptive Systems Modeling
Complex Adaptive Systems Modeling Mathematics-Applied Mathematics
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