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Instantaneous secondary organic aerosol yields and their comparison with overall aerosol yields for aromatic and biogenic hydrocarbons

机译:瞬时次级有机气溶胶产量及其与芳香烃和生物烃的总气溶胶产量的比较

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An instantaneous secondary organic aerosol yield (IAY) is a different quantity than an overall aerosol yield (OAY), both qualitatively and quantitatively. Starting from Odum's OAY equation, this paper derives and presents a new equation for the calculation of IAY values. As examples, the two-product form of the equation is applied to 10 representative aromatic and biogenic reactive organic gas (ROG) experiments in the literature. Values of IAY and OAY corresponding to wide ranges of organic aerosol mass concentrations (M_0) are calculated using the new I AY equation in this paper and the original Odum's OAY equation. These IAY and OAY values are shown through aerosol yield curves, which are the plots of IAY or OAY versus M_0. Comparative analysis of the IAY and OAY curves shows that both IAY and OAY increase monotonically with M_0 and they approach a common maximum value when M_0 becomes very high. However, when M_0 approaches zero, OAY also approaches zero but IAY approaches a fixed positive value for a given ROG. At any given M_0 value, the value of IAY is always higher than that of OAY. The relative differences between IAY and OAY are especially significant under typical ambient and experimental M_0 levels. IAY values can be orders of magnitude higher than OAY values and are much better representations of aerosol yields under these M_0 levels. When it is used for secondary organic aerosols (SOA) estimation and modelling, the new IAY equation will significantly improve the underestimation of SOA formation caused by directly using the original OAY equation. More sophisticated SOA algorithms could also be developed based on the IAY equation presented here.
机译:瞬时次级有机气溶胶产量(IAY)在定性和定量方面与总气溶胶产量(OAY)不同。从Odum的OAY方程开始,本文推导并提出了一个用于计算IAY值的新方程。作为示例,方程的二乘形式被应用于文献中的10个代表性的芳香族和生物源性反应性有机气体(ROG)实验。使用本文中的新I AY方程和原始Odum的OAY方程,可以计算出与大范围有机气溶胶质量浓度(M_0)相对应的IAY和OAY值。这些IAY和OAY值通过气溶胶产量曲线显示,这是IAY或OAY与M_0的关系图。对IAY和OAY曲线的比较分析表明,IAY和OAY都随M_0单调增加,并且当M_0变得很高时,它们接近一个共同的最大值。但是,当M_0接近零时,对于给定的ROG,OAY也接近零,但IAY接近固定的正值。在任何给定的M_0值下,IAY的值始终高于OAY的值。在典型的环境和实验M_0水平下,IAY和OAY之间的相对差异尤其明显。 IAY值可以比OAY值高几个数量级,并且在这些M_0水平下可以更好地表示气溶胶产量。当将其用于二次有机气溶胶(SOA)估算和建模时,新的IAY方程将显着改善直接使用原始OAY方程引起的SOA形成的低估。还可以根据此处介绍的IAY公式开发更复杂的SOA算法。

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