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对流云街激发的重力波和波动阻力
引用本文:桑建国,王保民,孙向明.对流云街激发的重力波和波动阻力[J].气候与环境研究,2002,7(1):114-120.
作者姓名:桑建国  王保民  孙向明
作者单位:北京大学地球物理系,北京,100871
基金项目:国家自然科学基金资助项目49975011
摘    要:大气边界层中的对流活动,可以在其上部稳定层中激发出重力波,并引起垂直动量输送,影响到对流层和平流层中的动量平衡过程.从二层模式中大气波动方程的线性解出发,得出了对流云街激发的重力波波阻解析表达式,并讨论了大气条件对波阻的影响.这些分析可有助于大气环流模式(GCM)中此类重力波波阻参数化表达式的建立和改进.

关 键 词:对流云街  波阻  重力波  解析解
修稿时间:2000年10月12

Gravity Waves and Wave Drag Induced by Convective Cloud Streets
Sang Jianguo,Wang Baomin and Sun Xiangming.Gravity Waves and Wave Drag Induced by Convective Cloud Streets[J].Climatic and Environmental Research,2002,7(1):114-120.
Authors:Sang Jianguo  Wang Baomin and Sun Xiangming
Abstract:Convective activities in the atmospheric boundary layer, for example the cloud streets, may generate gravity waves in the overlying stable layer, cause vertical momentum transport and affect the momentum budget in upper troposphere and stratosphere. In the present study, the linearized atmospheric wave equation is solved analytically in a two-layer model to obtain a parameterization scheme for wave drag of gravity waves induced by convective cloud streets. The effects of the atmospheric conditions on wave drag are discussed. These analyses may be of benefit to the establishment and improvement of convectively generated wave drag in GCM or large-scale numerical forecasting models.
Keywords:cloud street  wave drag  gravity wave  analytical solution
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