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On optimal placement of relay nodes for reliable connectivity in wireless sensor networks

机译:关于中继节点的最佳放置,以实现无线传感器网络中的可靠连接

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The paper addresses the relay node placement problem in two-tiered wireless sensor networks. Given a set of sensor nodes in Euclidean plane, our objective is to place minimum number of relay nodes to forward data packets from sensor nodes to the sink, such that: 1) the network is connected, 2) the network is 2-connected. For case one, we propose a (6+epsilon)-approxirnation algorithm for any epsilon>0 with polynomial running time when epsilon is fixed. For case two, we propose two approximation algorithms with (24+epsilon) and (6/T+12+epsilon), respectively, where T is the ratio of the number of relay nodes placed in case one to the number of sensors. We further extend the results to the cases where communication radiuses of sensor nodes and relay nodes are different from each other.
机译:本文解决了两层无线传感器网络中的中继节点放置问题。给定欧几里得平面中的一组传感器节点,我们的目标是放置最小数量的中继节点,以将数据包从传感器节点转发到接收器,以便:1)网络已连接,2)网络已2连接。对于第一种情况,当ε固定时​​,对于多项式运行时间≥0的任何ε,我们提出了(6 +ε)近似算法。对于情况二,我们提出了两种分别为(24 +ε)和(6 / T + 12 + epsilon)的近似算法,其中T是在情况一中放置的中继节点数量与传感器数量的比率。我们将结果进一步扩展到传感器节点和中继节点的通信半径互不相同的情况。

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