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Barrier Coverage in Hybrid Directional Sensor Networks

机译:混合定向传感器网络中的屏障覆盖

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Barrier coverage is a critical issue in wireless sensor networks for security applications (e.g., border protection) where directional sensors (e.g., cameras) are becoming more popular and advantageous than omni-directional scalar sensors for the extra dimensional information they provide. However, barrier coverage can not be guaranteed after initial random deployment of sensors, especially for directional sensors with limited sensing angles. In this paper, we study how to efficiently achieve barrier coverage in hybrid directional sensor networks by moving mobile sensors to fill in gaps and form a barrier with stationary sensors. In specific, we introduce the notion of directional barrier graph to model the barrier coverage formation problem. We prove that the minimum number of mobile sensors required to form a barrier with stationary sensors is the length of the shortest path from the source node to the destination node on the directional barrier graph. We then formulate the problem of minimizing the cost of moving mobile sensors to fill in the gaps on the shortest path as a minimum cost bipartite assignment problem, and solve it in polynomial time using the Hungarian algorithm. Both analytical and experimental studies demonstrate the effectiveness of the proposed algorithm.
机译:屏障覆盖是无线传感器网络的安全应用程序(例如,边界保护)的关键问题,其中定向传感器(例如,摄像机)变得更加流行且有利于全方位标量传感器,用于它们提供的额外尺寸信息。然而,在初始随机部署传感器之后,不能保证屏障覆盖,特别是对于具有有限的感测角度的定向传感器。在本文中,我们研究如何通过移动移动传感器在混合定向传感器网络中有效地实现屏障覆盖,以填充间隙并形成具有固定传感器的屏障。具体而言,我们介绍了定向屏障图的概念来模拟屏障覆盖形成问题。我们证明,使用静止传感器形成屏障所需的最小移动传感器是从源节点到定向屏障图上的目的节点的最短路径的长度。然后,我们制定了最小化移动传感器的成本来填补最短路径的空隙作为最小成本二分配问题的问题的问题,并使用匈牙利算法在多项式时间中解决。两种分析和实验研究都证明了所提出的算法的有效性。

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