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A MATHEMATICAL APPROACH TO SELECTIVE SCAVENGING OF THE DIFFERENT CLASSES OF TYPICAL ATMOSPHERIC AEROSOLS BY RAINOUT AND HEALTH IMPACT

机译:通过降雨和健康影响选择性地消除不同类别的典型大气气溶胶的数学方法

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In this work, initially a general mathematical framework for wet deposition processes is developed and followed by an in-depth discussion of the scavenging of material below cloud due to rain. These processes are then integrated into an overall framework focussing mainly on precipitation scavenging by rain. This work studies the scavenging efficiencies of aerosol particles within a given rain regime as a function of time by below-cloud scavenging. The health impact of aerosol before and after rain is also considered by comparing the respirable dust fractions. The well-known equations of below-cloud scavenging are applied to eight different classes of atmospheric aerosols (marine background (MB), clean continental background (CCB), average background (AB), background and aged urban plume (BAUP), background and local sources (BLS), urban average (UA), urban and freeway (UF) and central power plant (CCP)) in two precipitation regimes (drizzle and heavy rain) with one drop size distribution (DSD). From this study it is inferred that respirable dust is scavenged with relative ease by rainout. Compared with the volume of respirable aerosol average urban environment (UA) before rain roughly 5.2% remains after 18 hours of drizzle and 4% after 18 hours of heavy rain. Over a long timescale, the results show that heavy rain is more efficient than drizzle in particle scavenging.
机译:在这项工作中,首先开发了用于湿法沉积过程的通用数学框架,然后深入讨论了由于降雨而清除云层下方的物质。然后将这些过程整合到一个总体框架中,该框架主要侧重于通过降雨清除降水。这项工作研究了在特定雨天条件下气溶胶颗粒的清除效率与时间的函数关系,即清除云层以下的时间。通过比较可吸入粉尘含量,还考虑了雨前后气溶胶对健康的影响。众所周知的清除云层的方程式适用于八种不同类别的大气气溶胶(海洋背景(MB),清洁大陆背景(CCB),平均背景(AB),背景和老化的城市羽流(BAUP),背景和本地降水(BLS),城市平均(UA),城市和高速公路(UF)和中央发电厂(CCP))的两种降水方式(细雨和大雨)和一个液滴大小分布(DSD)。从该研究中可以推断出,降雨可相对容易地清除可吸入灰尘。与下雨前可吸入气溶胶的平均城市环境(UA)的量相比,毛毛雨18小时后仍保留约5.2%,大雨18小时后仍保留4%。在很长的时间范围内,结果表明,大雨比细雨更有效地清除了颗粒。

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