边界层中污染物的日风结构变化和扩散

Richard T. McNider, M.P. Singh , J.T. Lin
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引用次数: 13

摘要

采用耦合边界层模型和拉格朗日粒子模型研究了边界层剪切,特别是惯性振荡产生的边界层剪切在24 ~ 36 h时间尺度上对污染物水平扩散的影响。耦合模型表明,惯性振荡的振幅和有效周期是夜间加速扩散的主要原因。早晨羽流的有效宽度取决于早晨的日间混合是否与惯性振荡的相位处于最大值或最小值一致。振荡的相位是由纬度决定的。因此,纬度是决定水平色散的一个极其重要的参数。引入了一个分析模型来研究纬度等外部参数对水平色散的影响。分析模型基于简单的ekman型白天和夜间边界层模型。利用Ekman模式为夜间边界层和旧日间边界层之间的惯性振荡提供了初始条件。分析模型能够较好地再现惯性振荡的幅度和相位。然而,Ekman模型过高估计了边界层的剪切,导致惯性振荡过大。采用半经验方法对日间边界层结构进行了较为合理的估计。这种半经验方法给出的水平色散速率与数值结果基本一致。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Diurnal wind-structure variations and dispersion of pollutants in the boundary layer

A coupled boundary-layer model and Lagrangian particle model are used to investigate the role of boundary-layer shear especially that produced by inertial oscillations in affecting the horizontal dispersion of pollutants on time-scales of 24–36 h. The coupled models show that the amplitude and the effective periods of the inertial oscillations are the main cause of nocturnal accelerating dispersion. The effective width of the plume in the morning is determined by whether the morning daytime mixing coincides with the phase of the inertial oscillation being at a maximum or minimum value. The phase of the oscillation is determined by latitude. Thus, latitude is shown to be an extremely important parameter in determining horizontal dispersion. An analytical model is introduced to investigate the role of external parameters such as latitude in influencing the horizontal dispersion. The analytical model is based on a simple Ekman-type model for the daytime and nighttime boundary layer. The Ekman model is used to provide initial conditions to an inertial oscillation regime between the nighttime boundary layer and the old daytime boundary layer. The analytical model was able to reproduce the magnitude and phase of the inertial oscillations reasonably well. However, the Ekman model overestimates the shear in the boundary layer causing the inertial oscillation to be too large. A semi-empirical method was used to provide more reasonable estimates of the daytime boundary-layer structure. This semi-empirical approach gave rates of the horizontal dispersion which were in general agreement with the numerical results.

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