Quadratic Model of Air Quality Prediction

L. Yang, Shasha Liu, Xiaoran Li, Wenwen Xu
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Abstract

It is necessary to predict the air pollutants under the condition of increasing air pollution. In this paper, the quadratic mathematical modeling of air quality prediction is mainly based on the primary forecast data and the measured data, and the daily concentration values of six conventional pollutants in the next three days are predicted. Firstly, based on the KNN regression principle, the optimal k-value quadratic prediction model suitable for A1, A2 and A3 monitoring points is established; Secondly, considering the influence of pollutant concentration between adjacent areas, a collaborative prediction model based on random forest algorithm and BP neural network is established to predict the pollutant concentration of four monitoring points A, A1, A2 and A3. At the same time, considering the different variables in the characteristic set of time and space input, a prediction data is introduced to adjust the parameters of the results of the model, spatiotemporal hybrid prediction model based on regression prediction is established. The final results show that the accuracy of prediction is improved based on the first prediction data and combined with the measured data.
空气质量预测的二次模型
在大气污染日益严重的情况下,对大气污染物进行预测是十分必要的。本文对空气质量预测的二次数学建模主要基于初步预报数据和实测数据,对未来3天内6种常规污染物的日浓度值进行预测。首先,基于KNN回归原理,建立了适用于A1、A2、A3监测点的最优k值二次预测模型;其次,考虑相邻区域间污染物浓度的影响,建立基于随机森林算法和BP神经网络的协同预测模型,对a、A1、A2、A3四个监测点的污染物浓度进行预测。同时,考虑到时间和空间特征集中输入的不同变量,引入预测数据对模型结果的参数进行调整,建立了基于回归预测的时空混合预测模型。结果表明,在首次预测数据的基础上,结合实测数据,预测精度得到了提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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