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Vehicular traffic noise prediction and propagation modelling using neural networks and geospatial information system

机译:使用神经网络和地理空间信息系统的车辆交通噪声预测和传播建模

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摘要

This study proposes a neural network (NN) model to predict and simulate the propagation of vehicular traffic noise in a dense residential area at the New Klang Valley Expressway (NKVE) in Shah Alam, Malaysia. The proposed model comprises of two main simulation steps: that is, the prediction of vehicular traffic noise using NN and the simulation of the propagation of traffic noise emission using a mathematical model. First, the NN model was developed with the following selected noise predictors: the number of motorbikes, the sum of vehicles, car ratio, heavy vehicle ratio (e.g. truck, lorry and bus), highway density and a light detection and ranging (LiDAR)-derived digital surface model (DSM). Subsequently, NN and its hyperparameters were optimised by a systematic optimisation procedure based on a grid search approach. The noise propagation model was then developed in a geographic information system (GIS) using five variables, namely road geometry, barriers, distance, interaction of air particles and weather parameters. The noise measurement was conducted continuously at 15-min intervals and the data were analysed by taking the minimum, maximum and average values recorded during the day. The measurement was performed four times a day (i.e. morning, afternoon, evening, and midnight) over two days of the week (i.e. Sunday and Monday). An optimal radial basis function NN was used with 17 hidden layers. The learning rate and momentum values were 0.05 and 0.9, respectively. Finally, the accuracy of the proposed method achieved 78.4% with less than 4.02dB (A) error in noise prediction. Overall, the proposed models were found to be promising tools for traffic noise assessment in dense urban areas.
机译:这项研究提出了一种神经网络(NN)模型,以预测和模拟马来西亚莎阿南新巴生谷高速公路(NKVE)密集住宅区中车辆交通噪声的传播。所提出的模型包括两个主要的仿真步骤:即使用NN预测车辆交通噪声和使用数学模型模拟交通噪声排放的传播。首先,使用以下选定的噪声预测器开发了NN模型:摩托车数量,车辆总数,轿厢比率,重型车辆比率(例如卡车,货车和公共汽车),公路密度以及光检测和测距(LiDAR)派生的数字表面模型(DSM)。随后,通过基于网格搜索方法的系统优化程序,对NN及其超参数进行了优化。然后在地理信息系统(GIS)中使用五个变量(即道路几何形状,障碍,距离,空气颗粒的相互作用和天气参数)开发了噪声传播模型。以15分钟为间隔连续进行噪音测量,并通过记录一天中记录的最小值,最大值和平均值来分析数据。在一周的两天(即星期日和星期一)中,一天(即早晨,下午,晚上和午夜)进行四次测量。最佳径向基函数NN用于17个隐藏层。学习率和动量值分别为0.05和0.9。最终,该方法的精度达到了78.4%,噪声预测误差小于4.02dB(A)。总体而言,该模型被认为是用于人口稠密城市地区交通噪声评估的有前途的工具。

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