一种基于人工神经网络和遗传算法的无线传感器网络定位方案

Stephan H. Chagas, J. B. Martins, L. Oliveira
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引用次数: 41

摘要

在不使用GPS的情况下,无线传感器网络中节点的定位对于军事监视、环境监测、机器人、家养动物、动物跟踪等应用非常重要。低成本和节能传感器需要使用RSSI(接收信号强度指标)等间接信息计算其位置的方法。这项工作提出了一种人工神经网络(ann)方法,通过使用遗传算法调整ann的结构来定位无线传感器网络。在遗传密码中包含其结构的前馈人工神经系统群体在20代内进化。通过人工神经网络的训练对每个个体进行评估,并进一步计算所有测试集的均方根误差。将RSSI测量值作为人工神经网络的输入来定位节点。利用基于matlab的概率无线网络模拟器(Probabilistic Wireless Network Simulator, Prowler)采集人工神经网络输入数据,在模拟的室内静态网络环境26×26米、8个锚节点(即具有位置感知的节点)下对该方法进行测试。使用了MATLAB的遗传算法和人工神经网络工具箱。采用优化后的最佳人工神经网络结构得到的结果均方根误差为0.41 m,最大误差为1.07 m,最小误差为0.014 m。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An approach to localization scheme of wireless sensor networks based on artificial neural networks and Genetic Algorithms
Localization of nodes in wireless sensor networks without the use of GPS is important for applications such as military surveillance, environmental monitoring, robotics, domotics, animal tracking, and many others. Low cost and energy efficient sensors require methods that compute their position using indirect information such as RSSI (Received Signal Strength Indicator). This work presents an artificial neural networks (ANNs) approach to localization in wireless sensor networks through the adjustment of the ANNs structures using Genetic Algorithms. A population of feedforward ANNs containing their structure in a genetic code is evolved during 20 generations. Each individual is evaluated through the training of the artificial neural network and further calculation of its root mean square error for all the testing set. The RSSI measurements were used as the artificial neural networks inputs to localize the nodes. The approach was tested using the MATLAB-based Probabilistic Wireless Network Simulator (Prowler) to collect the artificial neural networks input data, under simulated static indoor network environment of 26×26 meters with 8 anchor nodes, i.e., nodes with awareness of their positions. The MATLAB's genetic algorithms and artificial neural networks toolboxes were used. Results using the best artificial neural network structure found after optimization had a root mean square error of 0.41 meters, a maximum error of 1.07 meters and a minimum error of 0.014 meters.
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