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A model development to assess urban secondary aerosol formation

机译:评估城市二次气溶胶形成的模型开发

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摘要

The diffusion equation that describe chemical composition of the atmospheric fine particles (organic and inorganic) is established. This equation describes the main processes involved in the atmospheric evolution of particles: advection, emission, turbulent diffusion, deposition and gas-to-particle conversion (heterogeneous nucleation). Each term in the equation is discussed, and the methodology of implementation on a Lagrangian air quality model is presented, the Lagrangian air quality model has been used successfully for ozone concentration predictions in the Mexico City Metropolitan Area and still is used widely. The model uses a Operator Splitting approach to solve the diffusion equation, this lead to uncouple (making independent) some processes like advection, vertical diffusion, gas-phase chemistry and aerosol phase processes. The operator splitting makes easy to implement aerosol phase submodel into the numerical scheme. Coagulation and homogeneous nucleation have not taken into account in the model yet, but it is expected that uncertainty introduced would be small with respect to the total mass of the particles.
机译:建立描述大气微粒(有机和无机)化学成分的扩散方程。该方程式描述了粒子在大气中演化的主要过程:对流,发射,湍流扩散,沉积和气体到颗粒的转化(非均相成核)。讨论了方程中的每个项,并介绍了在拉格朗日空气质量模型上的实现方法,该拉格朗日空气质量模型已成功用于墨西哥城都会区的臭氧浓度预测,并且仍在广泛使用。该模型使用算子分裂方法求解扩散方程,这导致一些过程解耦(独立),例如对流,垂直扩散,气相化学和气溶胶相过程。操作员拆分使将气溶胶相子模型轻松实现为数值方案。在模型中尚未考虑凝结和均相成核,但是预计引入的不确定性相对于颗粒的总质量将很小。

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