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首页> 外文期刊>Journal of Climate >The Detailed Dynamics of the Hadley Cell. Part II: December-February
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The Detailed Dynamics of the Hadley Cell. Part II: December-February

机译:Hadley细胞的详细动态。 第二部分:12月至2月

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摘要

This paper complements an earlier paper on the June-August Hadley cell by giving a detailed analysis of the December-February Hadley cell as seen in a 30-yr climatology of ERA-Interim data. The focus is on the dynamics of the upper branch of the Hadley cell. There are significant differences between the Hadley cells in the two solsticial seasons. These are particularly associated with the ITCZs staying north of the equator and with mean westerlies in the equatorial regions of the east Pacific and Atlantic in December-February. The latter enables westward-moving mixed Rossby-gravity waves to be slow moving in those regions and therefore respond strongly to upstream off-equatorial active convection. However, the main result is that in both seasons it is the regions and times of active convection that predominantly lead to upper-tropospheric outflows and structures that average to give the mean flow toward the winter pole, and the steady and transient fluxes of momentum and vorticity that balance the Coriolis terms. The response to active convection in preferred regions is shown by means of regressions on the data from the climatology and by synoptic examples from one season. Eddies with tropical origin are seen to be important in their own right and also in their interaction with higher-latitude systems. There is support for the relevance of a new conceptual model of the Hadley cell based on the sporadic nature of active tropical convection in time and space.
机译:本文通过对ERA中期数据的30年气候学中的12-2月哈德利单元进行详细分析,补充了先前关于6-8月哈德利单元的一篇论文。重点是哈德利细胞上分支的动力学。哈德利细胞在两个梭织季节之间存在显著差异。这与赤道以北的ITCZ以及12月至2月东太平洋和大西洋赤道地区的平均西风带尤其相关。后者使向西移动的混合Rossby重力波在这些区域移动缓慢,因此对赤道外的上游活跃对流有强烈的响应。然而,主要的结果是,在这两个季节中,活跃对流的区域和时间主要导致对流层上部的外流和结构平均,从而产生向冬季极点的平均流量,以及平衡科里奥利项的稳定和瞬态动量和涡度通量。通过对气候学数据的回归和一个季节的天气学实例,显示了首选区域对主动对流的响应。热带起源的漩涡本身以及它们与高纬度系统的相互作用都很重要。有人支持基于活跃热带对流在时间和空间上的偶发性的哈德利单元新概念模型的相关性。

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