无线传感器网络定位方案的三边和迭代多重算法

Matsna Nuraini Rahman, M. T. I. A. T. Hanuranto, S. T. M. T. R. Mayasari
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引用次数: 13

摘要

无线传感器网络用于环境监测、搜索和救援任务、地理路线和跟踪等一些应用。无线传感器网络可以作为遥测解决方案,确保救援通信系统正常有效地工作。虽然定位不是无线传感器网络的主要目的,但当观察到的现象的位置不知道时,感官信息是毫无意义的。因此,有必要设计一种能够以最小的位置误差估计静态节点位置的定位系统。本研究将采用定位方法RSSI,即利用传感中的信号强度对所有节点进行距离估计的方法。三边定位和迭代多重定位算法是基于距离的高精度定位算法。定位算法可以根据传感器到锚节点位置的距离,利用整个节点感知到的信号强度来估计未知节点的坐标。两种算法的性能受传播中锚数和未知数的比较、通信范围和使用的部署的影响。从仿真结果来看,迭代multieration算法的平均位置估计精度为93%,而使用Trilateration算法的平均位置估计精度为81%。使用迭代倍增法的PDR达到100%,使用三边倍增法的PDR达到96%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Trilateration and iterative multilateration algorithm for localization schemes on Wireless Sensor Network
Wireless Sensor Network is used in some applications such as environmental monitoring, search and rescue missions, geographic routes and tracking. WSN can be a telemetry solution to ensure that the rescue communication system works properly and effectively. Although localization is not the primary purpose of the Wireless Sensor Network, sensory information is senseless when the location of the observed phenomenon is not known. Therefore, it is necessary to design a localization system that can estimate the position of the static nodes with the lowest possible position errors. In this research will use localization method RSSI, the distance estimation method using the signal strength in the sensing to all nodes. Trilateration and Iterative Multilateration Algorithms are highly accurate localization range-based algorithms. The localization algorithm can estimate the coordinates of the unknown nodes based on the distance of the sensor from the position of the anchor node using the signal strength that has been sensed throughout the nodes. The performance of both algorithms is influenced by the comparison of the number of anchor and unknown number in the spread, the range of communication, and the deployment used. From the simulation results, Iterative Multilateration algorithm tends to give an average position estimation accuracy of 93 persent while using the Trilateration algorithm of 81 persent. With PDR reaching 100 persent using Iterative Multilateration and 96 persent for Trilateration.
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