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On Estimating Dry Deposition Rates in Complex Terrain

机译:复杂地形下干沉降速率的估算

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In complex terrain, horizontal advection and filtration through a canopy can add substantially to the vertical diffusion component assumed to be the dominant transfer mechanism in conventional deposition velocity formulations. To illustrate this, three separate kinds of terrain complexity are addressed here: 1) a horizontal landscape with patches of forest, 2) a uniformly vegetated gentle hill, and 3) a mountainous area. In flat areas with plots of trees, the elevation of the standard area-weighted dry deposition velocity will likely depend on the product hn, where h is the tree height and n is the number of plots per unit area. For the second case, it is proposed that the standard “flat earth” deposition velocity might need to be increased by a factor like [1 + R_a/(R_b + R_c)]. For mountainous ecosystems, where no precise estimate of local dry deposition appears attainable, the actual dry deposition rate is probably bounded by the extremes associated with 1) the flat earth assumption involvingaerodynamic, quasi-boundary layer, and canopy resistances as in conventional formulations, and 2) an alternative assumption that the aerodynamic resistance is zero. Such issues are of particular importance in the context of atmospheric loadings to sensitive ecosystems, where the concepts of critical loads and deposition forecasting are now of increasing relevance. They are probably of less importance if the emphasis is on air quality alone, because air quality responds slowly to changes in deposition rates. The issues addressed here are mainly appropriate in the context of air surface exchange that is not controlled by surface resistance (e.g., for deposition of easily captured chemicals such as nitric acid vapor, and perhaps for atmospheric momentum)and for chemicals that have no local sources. It is argued that dry deposition rates derived from classical applications of deposition velocities are often underestimates.
机译:在复杂的地形中,水平对流和通过冠层过滤会大大增加垂直扩散分量,而垂直扩散分量被认为是常规沉积速度公式中的主要传输机制。为了说明这一点,这里讨论了三种不同的地形复杂性:1)一片森林的水平景观; 2)均匀植被的平缓丘陵; 3)山区。在有树木地块的平坦区域中,标准面积加权干沉降速度的升高可能取决于乘积hn,其中h是树高,n是每单位面积的地块数。对于第二种情况,建议标准的“平地”沉积速度可能需要增加[1 + R_a /(R_b + R_c)]。对于山区生态系统,无法精确估计局部干沉降,实际干沉降率可能受到以下极端情况的限制:1)像常规公式一样,涉及空气动力学,准边界层和冠层阻力的平坦地球假设;以及2)空气阻力为零的另一种假设。在敏感生态系统的大气负荷的背景下,此类问题尤其重要,因为临界负荷和沉积物预报的概念现在正变得越来越重要。如果仅关注空气质量,则它们可能不太重要,因为空气质量对沉积速率的变化响应缓慢。此处解决的问题主要适用于不受表面阻力控制的空气表面交换(例如,用于沉积容易捕获的化学物质(例如硝酸蒸气),以及可能用于大气动量)和没有本地来源的化学物质。有人认为,沉积速度的经典应用所得出的干沉降速率常常被低估了。

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