LSEA: Light Weight Sector Eligibility Algorithm for k-Coverage in Wireless Sensor Networks

M. Chenait, B. Zebbane, Lyes Boufennara, Lotfi Haouaya, Chafika Benzaid, N. Badache
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引用次数: 1

Abstract

In wireless sensor networks, preserving sensing k-coverage with energy constraint is a basic issue drawing increasing attentions. In fact, the k-coverage configuration is extensively exploited to ensure that each location is covered by at least k active sensor nodes. However, most of these algorithms incur several drawbacks like: i) The need of a global view of the monitored field ii) Redundant sensor occurrence, and iii) Considerably high computation cost. We propose, in this paper, (LSEA) a distributed Lightweight Sector Eligibility Algorithm that settles all of the above critical problems and prove that a monitored area is k-covered with very low cost. LSEA proves that whether a sensor is eligible to sleep (redundant) or stay active can be accurately determined by simply checking if its neighbours belong to a well known set of points within its sensing range (Flower Area). LSEA has a computational complexity of O(N), where N is the number of neighboring nodes, lower than the complexity of many other eligibility algorithms. Simulation results confirm the theoretical analysis.
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无线传感器网络中k-覆盖的轻量级扇区资格算法
在无线传感器网络中,能量约束下保持传感k覆盖是一个日益受到关注的基本问题。事实上,k覆盖配置被广泛利用,以确保每个位置被至少k个主动传感器节点覆盖。然而,这些算法中的大多数都会产生一些缺点,例如:i)需要监测领域的全局视图ii)冗余传感器的出现,以及iii)相当高的计算成本。在本文中,我们提出了一种分布式轻量级扇区资格算法(LSEA),该算法解决了上述所有关键问题,并以非常低的成本证明了监控区域是k覆盖的。LSEA证明,传感器是否有资格休眠(冗余)或保持活跃,可以通过简单地检查其邻居是否属于其感知范围内的一组已知点(花区)来准确确定。LSEA的计算复杂度为O(N),其中N为相邻节点的个数,低于许多其他合格性算法的复杂度。仿真结果证实了理论分析的正确性。
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