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Error apportionment for atmospheric chemistry-transport models – a new approach to model evaluation

机译:大气化学传输模型的误差分配一种新的模型评估方法

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In this study, methods are proposed to diagnose the causes of errors in air quality (AQ) modelling systems. We investigate the deviation between modelled and observed time series of surface ozone through a revised formulation for breaking down the mean square error (MSE) into bias, variance and the minimum achievable MSE (mMSE). The bias measures the accuracy and implies the existence of systematic errors and poor representation of data complexity, the variance measures the precision and provides an estimate of the variability of the modelling results in relation to the observed data, and the mMSE reflects unsystematic errors and provides a measure of the associativity between the modelled and the observed fields through the correlation coefficient. Each of the error components is analysed independently and apportioned to resolved processes based on the corresponding timescale (long scale, synoptic, diurnal, and intra-day) and as a function of model complexity.brbrThe apportionment of the error is applied to the AQMEII (Air Quality Model Evaluation International Initiative) group of models, which embrace the majority of regional AQ modelling systems currently used in Europe and North America.brbrThe proposed technique has proven to be a compact estimator of the operational metrics commonly used for model evaluation (bias, variance, and correlation coefficient), and has the further benefit of apportioning the error to the originating timescale, thus allowing for a clearer diagnosis of the processes that caused the error.
机译:在这项研究中,提出了诊断空气质量(AQ)建模系统错误原因的方法。我们通过修订的公式将表面均方误差(MSE)分解为偏差,方差和最小可达到的MSE(mMSE),从而研究了建模和观察到的表面臭氧时间序列之间的偏差。偏差可衡量准确性并暗示存在系统错误和数据复杂性表示不佳,方差可衡量准确性并提供建模结果相对于观测数据的可变性估计,而mMSE反映非系统性错误并提供通过相关系数来度量建模场与观察场之间的关联性。对每个误差分量进行独立分析,并根据相应的时间范围(长尺度,天气,昼夜和日内)并根据模型的复杂性将其分配给已解决的过程。 误差的分配已应用于AQMEII(国际空气质量模型评估倡议)模型组,该模型组包含当前在欧洲和北美使用的大多数区域AQ建模系统。 所提出的技术已被证明是一种紧凑的估计器通常用于模型评估的操作指标(偏差,方差和相关系数),并具有将误差分配到原始时间尺度的进一步好处,因此可以更清晰地诊断引起误差的过程。

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