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首页> 外文期刊>Physica, A. Statistical mechanics and its applications >A local-world heterogeneous model of wireless sensor networks with node and link diversity
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A local-world heterogeneous model of wireless sensor networks with node and link diversity

机译:具有节点和链路分集的无线传感器网络的本地异构模型

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摘要

In this paper, we present a novel local-world model of wireless sensor networks (WSN) with two kinds of nodes: sensor nodes and sink nodes, which is different from other models with identical nodes and links. The model balances energy consumption by limiting the connectivity of sink nodes to prolong the life of the network. How the proportion of sink nodes, different energy distribution and the local-world scale would affect the topological structure and network performance are investigated. We find that, using mean-field theory, the degree distribution is obtained as an integral with respect to the proportion of sink nodes and energy distribution. We also show that, the model exhibits a mixed connectivity correlation which is greatly distinct from general networks. Moreover, from the perspective of the efficiency and the average hops for data processing, we find some suitable range of the proportion p of sink nodes would make the network model have optimal performance for data processing.
机译:在本文中,我们提出了一种新颖的无线传感器网络(WSN)本地模型,该模型具有两种节点:传感器节点和宿节点,这与具有相同节点和链接的其他模型不同。该模型通过限制宿节点的连接以延长网络寿命来平衡能耗。研究了汇节点的比例,不同的能量分布和局部世界规模如何影响拓扑结构和网络性能。我们发现,使用平均场理论,相对于汇节点的比例和能量分布,获得了度分布作为积分。我们还表明,该模型展示了混合的连通性相关性,这与常规网络有很大的不同。此外,从数据处理的效率和平均跳数的角度来看,我们发现宿节点比例p的一些合适范围将使网络模型具有最佳的数据处理性能。

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