Convective self–aggregation in a mean flow

<p>Convective self-aggregation is an atmospheric phenomenon seen in numerical simulations in a radiative convective equilibrium framework thought to be informative of some aspects of the behavior of real-world convection in the deep tropics. We impose a background mean wind flow on convection-...

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Main Authors: H. Jung, A. K. Naumann, B. Stevens
Format: Article
Language:English
Published: Copernicus Publications 2021-07-01
Series:Atmospheric Chemistry and Physics
Online Access:https://acp.copernicus.org/articles/21/10337/2021/acp-21-10337-2021.pdf
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spelling doaj-1fb297fb623f46b6b77194ec7b6f50c82021-07-08T08:06:15ZengCopernicus PublicationsAtmospheric Chemistry and Physics1680-73161680-73242021-07-0121103371034510.5194/acp-21-10337-2021Convective self–aggregation in a mean flowH. Jung0H. Jung1A. K. Naumann2B. Stevens3Max Plank Institute for Meteorology, Hamburg, Germanycurrently at: the Institute of Meteorology and Climate Research (IMK–TRO), Karlsruhe Institute of Technology (KIT), Karlsruhe, GermanyMax Plank Institute for Meteorology, Hamburg, GermanyMax Plank Institute for Meteorology, Hamburg, Germany<p>Convective self-aggregation is an atmospheric phenomenon seen in numerical simulations in a radiative convective equilibrium framework thought to be informative of some aspects of the behavior of real-world convection in the deep tropics. We impose a background mean wind flow on convection-permitting simulations through the surface flux calculation in an effort to understand how the asymmetry imposed by a mean wind influences the propagation of aggregated structures in convection. The simulations show that, with imposing mean flow, the organized convective system propagates in the direction of the flow but slows down compared to what pure advection would suggest, and it eventually becomes stationary relative to the surface after 15 simulation days. The termination of the propagation arises from momentum flux, which acts as a drag on the near-surface horizontal wind. In contrast, the thermodynamic response through the wind-induced surface heat exchange feedback is a relatively small effect, which slightly retards the propagation of the convection relative to the mean wind.</p>https://acp.copernicus.org/articles/21/10337/2021/acp-21-10337-2021.pdf
collection DOAJ
language English
format Article
sources DOAJ
author H. Jung
H. Jung
A. K. Naumann
B. Stevens
spellingShingle H. Jung
H. Jung
A. K. Naumann
B. Stevens
Convective self–aggregation in a mean flow
Atmospheric Chemistry and Physics
author_facet H. Jung
H. Jung
A. K. Naumann
B. Stevens
author_sort H. Jung
title Convective self–aggregation in a mean flow
title_short Convective self–aggregation in a mean flow
title_full Convective self–aggregation in a mean flow
title_fullStr Convective self–aggregation in a mean flow
title_full_unstemmed Convective self–aggregation in a mean flow
title_sort convective self–aggregation in a mean flow
publisher Copernicus Publications
series Atmospheric Chemistry and Physics
issn 1680-7316
1680-7324
publishDate 2021-07-01
description <p>Convective self-aggregation is an atmospheric phenomenon seen in numerical simulations in a radiative convective equilibrium framework thought to be informative of some aspects of the behavior of real-world convection in the deep tropics. We impose a background mean wind flow on convection-permitting simulations through the surface flux calculation in an effort to understand how the asymmetry imposed by a mean wind influences the propagation of aggregated structures in convection. The simulations show that, with imposing mean flow, the organized convective system propagates in the direction of the flow but slows down compared to what pure advection would suggest, and it eventually becomes stationary relative to the surface after 15 simulation days. The termination of the propagation arises from momentum flux, which acts as a drag on the near-surface horizontal wind. In contrast, the thermodynamic response through the wind-induced surface heat exchange feedback is a relatively small effect, which slightly retards the propagation of the convection relative to the mean wind.</p>
url https://acp.copernicus.org/articles/21/10337/2021/acp-21-10337-2021.pdf
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