Improving connectivity of wireless ad hoc networks

Ning Li, J. Hou
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引用次数: 52

Abstract

A fully connected network topology is critical to many fundamental operations in wireless ad hoc networks. We study the problem of deploying additional wireless nodes to improve the connectivity of an existing wireless network. Given a disconnected network, we consider the connectivity improvement (CI) problem, i.e., how to deploy as few additional nodes as possible so that the augmented network is connected. We first prove the NP-completeness of CI, and then present a Delaunay triangulation-based algorithm, connectivity improvement using Delaunay triangulation (CIDT). We discuss several variations of CIDT, and propose two additional optimization techniques to further improve the performance. Finally, we demonstrate the effectiveness of CIDT, and compare the performance of its variations via J-Sim simulation.
提高无线自组织网络的连通性
完全连接的网络拓扑对于无线自组织网络中的许多基本操作至关重要。我们研究了部署额外的无线节点来改善现有无线网络的连通性的问题。给定一个断开的网络,我们考虑连接性改进(CI)问题,即如何部署尽可能少的额外节点以使增强的网络连接。我们首先证明了CI的np完备性,然后提出了一种基于Delaunay三角剖分的算法,利用Delaunay三角剖分(CIDT)改进连通性。我们讨论了CIDT的几种变体,并提出了两种额外的优化技术来进一步提高性能。最后,我们验证了CIDT的有效性,并通过J-Sim仿真比较了其变化的性能。
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