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A Jigsaw-Based Sensor Placement Algorithm for Wireless Sensor Networks

机译:无线传感器网络中基于拼图的传感器放置算法

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Current deterministic sensor deploying methods always include the uncovered space greedily to reduce the number of deployed sensors. Because the sensing area of each sensor is circle-like, these greedily methods often divide the region of interest to multiple tiny and scattered regions. Therefore, many additional sensors are deployed to cover these scattered regions. This paper proposes a Jigsaw-based sensor placement (JSP) algorithm for deploying sensors deterministically. Sensors are placed at the periphery of the region of interest to prevent separating the region of interest to isolated regions. An enhanced mechanism is also proposed to improve the time complexity of the proposed method. The scenarios with and without obstacles are evaluated. The simulation results show that the proposed method can cover the whole region of interest with fewer deployed sensors. The effective coverage ratio of JSP method is less than 2. It is better than the maximum coverage method and the Delaunay triangulation method. The deploying sensors have more efficient coverage area, and the distribution of the incremental covered area is close to normal distribution.
机译:当前的确定性传感器部署方法总是贪婪地包括未覆盖的空间,以减少部署的传感器的数量。由于每个传感器的感应区域都是圆形的,因此这些贪婪的方法通常会将关注区域划分为多个微小且分散的区域。因此,部署了许多其他传感器来覆盖这些分散的区域。本文提出了一种基于竖锯的传感器放置(JSP)算法,用于确定性地部署传感器。传感器放置在关注区域的外围,以防止将关注区域分离为孤立区域。还提出了一种增强的机制来改善所提出的方法的时间复杂度。评估有无障碍的情况。仿真结果表明,所提出的方法能够以更少的部署传感器覆盖整个感兴趣区域。 JSP方法的有效覆盖率小于2。它比最大覆盖率方法和Delaunay三角剖分方法要好。部署的传感器具有更有效的覆盖区域,并且增量覆盖区域的分布接近于正态分布。

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