Prediction of chemical composition concentration in an urban area by Artificial Neural Networks

A. Miranbaygi, M. Moghimi, M. H. Eghbal Ahmadi
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Abstract

An artificial neural network (ANN) is one of the computational methods that, through the learning process and using simple processors called neurons, tries to give a mapping between the input variables and the output variables. In this paper, six different recurrent dynamic ANN models are proposed to predict the air pollutant concentrations in city of Tehran, Iran. There is no need to know the details of the governing phenomena to develop the ANN models.The chemical composition as the air pollutants are consisting of NO2, SO2, CO, O3, PM10, and PM2.5. The proposed models are designed with an input layer consisting of meteorological variables and previous sampling times of each output variable. The models have the capability for air pollutant concentration prediction for 24 hours later. The results show that the developed models for NO2, SO2, CO, O3, PM10, and PM2.5 have the values of coefficient of determination (­R2) equal to 0.91, 0.95, 0.94, 0.97, 0.94, and 0.93. Also, the Normalized Root Mean Square Error (NRMSE) is equivalent to 0.0355, 0.2577, 0.047, 0.0397, 0.0270, and 0.0445 for NO2, SO2, CO, O3, PM10, and PM2.5 models, respectively. The results show that they all models have high accuracy and a low error value. The results may be because the model uses an almost complete set of input variables. Also the model used three sampling times as input variables through a recurrent structure to capture the dynamic behavior. The number of sampling times used as input variables through a recurrent structure that is related to the dynamic conditions of the model.
基于人工神经网络的城市化学成分浓度预测
人工神经网络(ANN)是一种计算方法,它通过学习过程和使用被称为神经元的简单处理器,试图给出输入变量和输出变量之间的映射。本文提出了六种不同的循环动态人工神经网络模型来预测伊朗德黑兰市的空气污染物浓度。开发人工神经网络模型不需要知道控制现象的细节。作为空气污染物的化学成分由NO2、SO2、CO、O3、PM10和PM2.5组成。该模型的输入层由气象变量和每个输出变量的先前采样次数组成。该模式具有24小时后大气污染物浓度的预报能力。结果表明:建立的NO2、SO2、CO、O3、PM10和PM2.5模型的决定系数(-R2)分别为0.91、0.95、0.94、0.97、0.94和0.93。NO2、SO2、CO、O3、PM10和PM2.5模型的归一化均方根误差(NRMSE)分别为0.0355、0.2577、0.047、0.0397、0.0270和0.0445。结果表明,这些模型具有较高的精度和较小的误差值。结果可能是因为模型使用了一组几乎完整的输入变量。此外,该模型通过循环结构使用三次采样时间作为输入变量来捕获动态行为。通过与模型的动态条件相关的循环结构作为输入变量的采样次数。
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