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On the modeling of atmospheric pollutant dispersion during a diurnal cycle: A finite element study

机译:日循环中大气污染物扩散的模拟:有限元研究

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In this paper, we present a numerical model to study pollutant dispersion in the atmospheric boundary layer (ABL). The model accounts for the mechanisms of advection by the mean wind in the horizontal direction, turbulent diffusion in the vertical direction to ground surface, dry deposition, and radioactive decay. More importantly, the model is capable of accounting for the evolution of the ABL structure over a diurnal cycle by considering parameterizations for the wind-speed and eddy-diffusivity profiles that depend on the atmospheric stability condition, which in turn undergoes dramatic changes throughout the day. To solve the resulting advection diffusion equation, we propose a numerical method based on a stabilized finite element formulation. After validating the numerical model by simulating classical experiments and comparing its predictions with those available in literature, we study the dispersion of a pollutant during a full diurnal ABL cycle with the meteorological parameters generated by AERMET for a 24-h period on a 1-h basis. (C) 2015 Elsevier Ltd. All rights reserved.
机译:在本文中,我们提供了一个数值模型来研究污染物在大气边界层(ABL)中的扩散。该模型通过水平方向的平均风,垂直方向向地面的湍流扩散,干沉降和放射性衰变来解释平流机制。更重要的是,该模型能够通过考虑依赖于大气稳定条件的风速和涡流扩散曲线的参数化来考虑ABL结构在昼夜周期内的演变,而这反过来会在一天中发生巨大变化。为了解决由此产生的对流扩散方程,我们提出了一种基于稳定有限元公式的数值方法。通过模拟经典实验并将其预测与文献中的预测进行比较来验证数值模型后,我们使用AERMET生成的气象参数在1小时内的24小时内,研究了整个昼夜ABL循环中污染物的扩散基础。 (C)2015 Elsevier Ltd.保留所有权利。

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