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Effect of Numerical Tolerances in the ORCHID Model: Modeling Dimethyl Sulfide and Mercury in the Atmosphere

机译:数字公差在ORCHID模型中的影响:模拟大气中的二甲基硫和汞

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The ORganic CHemistry Integrated Dispersion Model (ORCHID) couples an atmospheric chemistry model with a meteorological transport and dispersion plume model. ORCHID uses the Livermore Solver of Ordinary Differential Equations (LSODE) as its numerical solver. In the solution of ordinary differential equations (ODEs), LSODE uses numerical tolerances. The tolerances affect computer run time, the relative accuracy of calculated species concentrations, and whether or not LSODE converges to a solution using this system of equations. It is of interest to understand how different settings of these tolerances affect the calculated results. Box models have been developed to investigate the effects of varying these tolerances on the predicted species concentrations of two different atmospheric oxidation processes. The mechanisms which have been studied are dimethyl sulfide and mercury.
机译:有机化学综合弥散模型(ORCHID)将大气化学模型与气象传输和弥散羽流模型结合在一起。 ORCHID使用常微分方程的Livermore解算器(LSODE)作为其数值解算器。在常微分方程(ODE)的解决方案中,LSODE使用数值公差。容差会影响计算机的运行时间,计算出的物种浓度的相对精度,以及LSODE是否收敛到使用此方程组的解决方案。有趣的是要了解这些公差的不同设置如何影响计算结果。已开发出箱型模型来研究改变这些公差对两种不同的大气氧化过程的预测物种浓度的影响。已研究的机理是二甲基硫醚和汞。

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