首页> 外文期刊>Journal of Geophysical Research. Biogeosciences >On the performance of numerical solvers for a chemistry submodel in three-dimensional air quality models 1. Box model simulations
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On the performance of numerical solvers for a chemistry submodel in three-dimensional air quality models 1. Box model simulations

机译:三维空气质量模型中化学子模型的数值求解器的性能1.箱模型模拟

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The performance of numerical techniques in solving differential equations of the gas phase chemistry submodel (i.e., the chemical solver) is one of the most important factors in determining the overall computational cost for a three-dimensional (3-D) Air Quality Model (AQM). The estimated performance of a chemical solver in an AQM is often obtained by using simple box model analysis. In the present work some essential characteristics of the computational environment of any AQM, the operator splitting technique, have been identified and shown that different evaluation procedures will result in different conclusions for the relative performances of chemical solvers. A new box model evaluation procedure incorporating the impact of operator splitting has been designed to better mimic the true performances of various chemical solvers. Among the chemical solvers tested, the Hertel solver has the best overall performance and is the most robust in dealing with diverse computational environments. [References: 30]
机译:数值技术在解决气相化学子模型(即化学求解器)的微分方程中的性能是确定三维(3-D)空气质量模型(AQM)总体计算成本的最重要因素之一)。通常通过使用简单的盒模型分析来获得AQM中化学求解器的估计性能。在本工作中,已经确定了任何AQM的计算环境的某些基本特征,即运算符拆分技术,并表明不同的评估程序将对化学求解器的相对性能产生不同的结论。设计了一种新的盒模型评估程序,该程序结合了操作员拆分的影响,可以更好地模拟各种化学求解器的真实性能。在经过测试的化学求解器中,Hertel求解器具有最佳的整体性能,并且在处理各种计算环境时性能最强。 [参考:30]

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