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Application of model output statistics to the GEM-AQ high resolution air quality forecast

机译:模型输出统计量在GEM-AQ高分辨率空气质量预报中的应用

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The aim of the presented work was to analyse the impact of data stratification on the efficiency of the Model Output Statistics (MOS) methodology as applied to a high-resolution deterministic air quality forecast carried out with the GEM-AQ model. The following parameters forecasted by the GEM-AQ model were selected as predictors for the MOS equation: pollutant concentration, air temperature in the lowest model layer, wind speed in the lowest model layer, temperature inversion and the precipitation rate. A representative 2-year series were used to construct regression functions. Data series were divided into two subsets. Approximately 75% of the data (first 3 weeks of each month) were used to estimate the regression function parameters. Remaining 25% (last week of each month) were used to test the method (control period). The subsequent 12 months were used for method verification (verification period). A linear model fitted the function based on forecasted parameters to the observations. We have assumed four different temperature-based data stratification methods (for each method, separate equations were constructed). For PM10 and PM2.5, SO2 and NO2 the best correction results were obtained with the application of temperature thresholds in the cold season and seasonal distribution combined with temperature thresholds in the warm season. For the PM10, PM2.5 and SO2 the best results were obtained using a combination of two stratification methods separately for cold and warm seasons. For CO, the systematic bias of the forecasted concentrations was partly corrected. For ozone more sophisticated methods of data stratification did not bring a significant improvement. (C) 2016 Elsevier B.V. All rights reserved.
机译:提出的工作的目的是分析数据分层对模型输出统计(MOS)方法的效率的影响,该方法适用于使用GEM-AQ模型进行的高分辨率确定性空气质量预测。选择了GEM-AQ模型预测的以下参数作为MOS方程的预测因子:污染物浓度,最低模型层的气温,最低模型层的风速,温度反演和降水率。具有代表性的2年序列用于构建回归函数。数据系列分为两个子集。大约75%的数据(每月前3周)用于估算回归函数参数。其余25%(每月的最后一周)用于测试方法(控制期)。随后的12个月用于方法验证(验证期)。线性模型将基于预测参数的函数拟合到观测值。我们假设了四种不同的基于温度的数据分层方法(每种方法都构建了单独的方程式)。对于PM10和PM2.5,SO2和NO2,通过在寒冷季节应用温度阈值和季节性分布并结合温暖季节的温度阈值可获得最佳校正结果。对于PM10,PM2.5和SO2,分别在寒冷和温暖季节使用两种分层方法的组合可获得最佳结果。对于一氧化碳,部分校正了预测浓度的系统偏差。对于臭氧,更复杂的数据分层方法并未带来显着改善。 (C)2016 Elsevier B.V.保留所有权利。

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