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Minimal Node Placement for Ensuring Target Coverage With Network Connectivity and Fault Tolerance Constraints in Wireless Sensor Networks

机译:无线传感器网络中的最小节点放置,以确保具有网络连接性和容错约束的目标覆盖范围

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Target coverage, connectivity, and fault tolerance are three challenging issues in wireless sensor networks. Target coverage aims to provide a sufficient monitoring quality where all targets in the surveillance region are covered by sensor nodes. Meanwhile, connectivity and fault tolerance seeks to guarantee a satisfactory communication capability where all sensors can connect to base station via relay nodes, while always able to find a backup path in case of failure. In this paper, we focus on minimizing the number of nodes (i.e., sensor nodes and relay nodes) while ensuring target coverage, connectivity and fault tolerance in wireless sensor networks. We approach this problem as two sub-problems. The first is Target Coverage, which requires placing sensor nodes to cover all targets. The second is Network Connectivity and Fault Tolerance, in which relay nodes need to be placed to connect sensor nodes to the base station, along with a backup path in case of failure. We propose an improved formulation of the Fault Tolerance constraint, as well as a new heuristic algorithm, MUTSP, which solves the first phase using a greedy approach, and the second phase with a spanning tree formulation. This method is compared and measured against previous state-of-the-art heuristics for the problem in our experiments. The results show that our algorithm can significantly improve the number of required nodes as well as computation time.
机译:目标覆盖范围,连接性和容错性是无线传感器网络中的三个具有挑战性的问题。目标覆盖旨在提供足够的监视质量,其中监视区域中的所有目标都被传感器节点覆盖。同时,连通性和容错性旨在确保令人满意的通信能力,其中所有传感器都可以通过中继节点连接到基站,同时始终能够在发生故障的情况下找到备用路径。在本文中,我们专注于最大程度地减少节点数量(即传感器节点和中继节点),同时确保无线传感器网络中的目标覆盖范围,连通性和容错能力。我们将此问题作为两个子问题来处理。第一个是目标覆盖率,它要求放置传感器节点以覆盖所有目标。第二个是网络连接和容错,其中需要放置中继节点以将传感器节点连接到基站,并在发生故障时提供备用路径。我们提出了一种改进的容错约束公式,以及一种新的启发式算法MUTSP,该算法使用贪婪方法解决了第一阶段的问题,并使用生成树公式解决了第二阶段的问题。针对我们实验中的问题,将该方法与以前的最新启发式方法进行了比较和测量。结果表明,我们的算法可以显着提高所需节点的数量以及计算时间。

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