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Ice crystal concentrations in wave clouds: dependencies on temperature, D > 0.5 mu m aerosol particle concentration, and duration of cloud processing

机译:波云中的冰晶浓度:取决于温度,D> 0.5μm的气溶胶颗粒浓度以及云处理的持续时间

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Model equations used to either diagnose or prognose the concentration of heterogeneously nucleated ice crystals depend on combinations of cloud temperature, aerosol properties, and elapsed time of supersaturated-vapor or supercooled-liquid conditions. The validity of these equations has been questioned. Among many uncertain factors there is a concern that practical limitations on aerosol particle time of exposure to supercooled-liquid conditions, within ice nucleus counters, has biased the predictions of a diagnostic model equation. In response to this concern, this work analyzes airborne measurements of crystals made within the downwind glaciated portions of wave clouds. A streamline model is used to connect a measurement of aerosol concentration, made upwind of a cloud, to a downwind ice crystal (IC) concentration. Four parameters are derived for 80 streamlines: (1) minimum cloud temperature along the streamline, (2) aerosol particle concentration (diameter, D > 0.5 mu m) measured within ascending air upwind of the cloud, (3) IC concentration measured in descending air downwind, and (4) the duration of water-saturated conditions along the streamline. The latter are between 38 and 507 s and the minimum temperatures are between -34 and -14 degrees C. Values of minimum temperature, D > 0.5 mu m aerosol concentration, and IC concentration are fitted using the equation developed for ice nucleating particles (INPs) by by DeMott et al. (2010; D10). Overall, there is reasonable agreement among measured IC concentrations, INP concentrations derived using D10' s fit equation, and IC concentrations derived by fitting the airborne measurements with the equation developed by D10.
机译:用于诊断或预测非均相成核冰晶浓度的模型方程式取决于云温度,气溶胶特性以及过饱和蒸汽或过冷液体条件的经过时间。这些方程的有效性受到质疑。在许多不确定因素中,有人担心冰核计数器内暴露于过冷液体条件下的气溶胶颗粒时间的实际限制使诊断模型方程的预测产生了偏差。针对这种担忧,这项工作分析了在波云顺风冰川部分内进行的晶体的空中测量。流线模型用于将在云的上风形成的气溶胶浓度的测量值与下风的冰晶(IC)浓度相关联。为80条流线推导出四个参数:(1)沿流线的最低云温度;(2)在云的上升气流中测得的气溶胶颗粒浓度(直径,D> 0.5μm),(3)沿降序测得的IC浓度顺风向;以及(4)沿流线的水饱和条件的持续时间。后者在38到507 s之间,最低温度在-34到-14摄氏度之间。最低温度,D> 0.5μm气溶胶浓度和IC浓度的值使用为冰核颗粒(INPs)开发的方程拟合)由DeMott等人撰写。 (2010; D10)。总体而言,在测得的IC浓度,使用D10的拟合方程得出的INP浓度和通过将机载测量值与D10制定的方程拟合得到的IC浓度之间存在合理的一致性。

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