道路监控的最优感知覆盖

X. Cheng, Ping Liu, Z. Chen, H. B. Wu, X. Fan
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引用次数: 7

摘要

路径覆盖问题是目前研究比较广泛的问题,其目的是表征传感器网络在某一区域内路径或轨迹的覆盖特性,通常将路径或轨迹视为一条曲线,其宽度可以忽略不计。然而,传感器网络通常用于道路监控或目标跟踪,其中感兴趣的区域仅为道路表面,因此必须考虑道路的宽度。本文分析了在这类应用中,假设传感器节点确定地部署在道路两侧的情况下,道路的最优感知覆盖范围。考虑传感器的感知范围和道路宽度,研究传感器节点的最优位置,以最小节点完全覆盖路面为目标。提出并证明了等腰三角形模型是最合适的,即当位于道路两侧的最近的三个传感器组成等腰三角形时,所有传感器都能获得最大的可用感知面积。与其他文章提出的等边三角形模型相比,该模型提高了道路的覆盖率,实现了道路的完全覆盖。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Optimal Sensing Coverage for Road Surveillance
So far path coverage problem has been studied widely to characterize the properties of the coverage of a path or a track in an area induced by a sensor network, in which the path or track is usually treated as a curve and the width of it can be ignored. However, sensor networks often are employed to carry out road surveillance or target tracking, in which the interesting area is only the surface of the road, thus the width of the road must be considered. This paper analyzes the optimal sensing coverage of the road in this kind of applications, assuming that sensor nodes are deployed along both sides of the road determinately. The optimal position of sensor nodes is studied considering the sensing range of sensors and the width of the road, and the purpose is to cover the road surface completely with minimal nodes. The isosceles triangle model is proposed and proved to be the most suitable, that is to say all sensors get the maximal available sensing area if any three nearest sensors located on both sides of the road form an isosceles triangle. Comparing with the equilateral triangle model proposed in other articles, this model increases the coverage rate and supplies complete coverage of the road.
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