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A DYNAMICAL STUDY OF THE FLOW FIELD IN THE PBL OVER LARGE-SCALE TOPOGRAPHY

A DYNAMICAL STUDY OF THE FLOW FIELD IN THE PBL OVER LARGE-SCALE TOPOGRAPHY
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摘要 In this paper, the eddy coefficient and the treatment for dividing layers of Estoque's numerical model in modern PBL dynamics have been applied to derive order-zero and order-one analytic solutions over large-scale topography, the solutions are used to obtain the divergence and vertical velocity, improving the previous results. In this paper, the eddy coefficient and the treatment for dividing layers of Estoque's numerical model in modern PBL dynamics have been applied to derive order-zero and order-one analytic solutions over large-scale topography, the solutions are used to obtain the divergence and vertical velocity, improving the previous results.
作者 赵鸣
出处 《Acta meteorologica Sinica》 SCIE 1992年第3期332-344,共13页
基金 This work was supported by National Natural Science Foundation of China
关键词 flow field large-scale topography planetary boundary layer (PBL) Ekman's theory Estoque's model flow field large-scale topography planetary boundary layer (PBL) Ekman's theory Estoque's model
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