Rossby Waves in the Arctic Ocean

The Arctic Ocean has a characteristic stable stratification with fresh and cold water occupying the upper few hundred meters and the warm and more saline Atlantic waters underneath. These water masses are separated by the cold halocline. The stability of the cold halocline regulates the upward direc...

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Main Authors: Hjorth, Poul G., Schmith, Torben
Format: Conference Object
Language:English
Published: 2009
Subjects:
Online Access:https://orbit.dtu.dk/en/publications/7d63b4db-f321-496b-b194-996e61935a87
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spelling ftdtupubl:oai:pure.atira.dk:publications/7d63b4db-f321-496b-b194-996e61935a87 2023-05-15T14:22:58+02:00 Rossby Waves in the Arctic Ocean Hjorth, Poul G. Schmith, Torben 2009 https://orbit.dtu.dk/en/publications/7d63b4db-f321-496b-b194-996e61935a87 eng eng info:eu-repo/semantics/restrictedAccess Hjorth , P G & Schmith , T 2009 , ' Rossby Waves in the Arctic Ocean ' , Paper presented at Applications of Dynamical Systems : SIAM , Snowbird, Utah, USA , 01/01/2009 . conferenceObject 2009 ftdtupubl 2022-08-14T07:48:20Z The Arctic Ocean has a characteristic stable stratification with fresh and cold water occupying the upper few hundred meters and the warm and more saline Atlantic waters underneath. These water masses are separated by the cold halocline. The stability of the cold halocline regulates the upward directed turbulent heat flux from the Atlantic water to the Arctic water. This heat flux is a part of the arctic energy budget and is important for large scale sea ice formation and melting. Due to the strong vertical stratification combined with its almost circular boundary, the Arctic Ocean supports internal centennial scale Rossby modes. In this study we investigate these modes in a theoretical framework. We apply the free surface two layer model with a linear damping on the sphere and solve this in idealised geometries. We solve this system numerically by a finite difference scheme based on the Arakawa C-grid. We find that solutions to the system have a damping time scale comparable to the propagation time scale. Furthermore, this damping time scale is nearly independent of the local damping coefficient. For a circular [] geometry the amplitude is zero at the boundary. Interestingly, for a more realistic sector-geometry we find finite amplitudes at the borders. We interpret this within the present model as anomalies in the halocline height being exported as fresh water anomalies via the Fram Strait where, further south, they may modulate deep water formation and the overall strength of the thermohaline circulation. Conference Object Arctic Arctic Arctic Ocean Fram Strait Sea ice Technical University of Denmark: DTU Orbit Arctic Arctic Ocean
institution Open Polar
collection Technical University of Denmark: DTU Orbit
op_collection_id ftdtupubl
language English
description The Arctic Ocean has a characteristic stable stratification with fresh and cold water occupying the upper few hundred meters and the warm and more saline Atlantic waters underneath. These water masses are separated by the cold halocline. The stability of the cold halocline regulates the upward directed turbulent heat flux from the Atlantic water to the Arctic water. This heat flux is a part of the arctic energy budget and is important for large scale sea ice formation and melting. Due to the strong vertical stratification combined with its almost circular boundary, the Arctic Ocean supports internal centennial scale Rossby modes. In this study we investigate these modes in a theoretical framework. We apply the free surface two layer model with a linear damping on the sphere and solve this in idealised geometries. We solve this system numerically by a finite difference scheme based on the Arakawa C-grid. We find that solutions to the system have a damping time scale comparable to the propagation time scale. Furthermore, this damping time scale is nearly independent of the local damping coefficient. For a circular [] geometry the amplitude is zero at the boundary. Interestingly, for a more realistic sector-geometry we find finite amplitudes at the borders. We interpret this within the present model as anomalies in the halocline height being exported as fresh water anomalies via the Fram Strait where, further south, they may modulate deep water formation and the overall strength of the thermohaline circulation.
format Conference Object
author Hjorth, Poul G.
Schmith, Torben
spellingShingle Hjorth, Poul G.
Schmith, Torben
Rossby Waves in the Arctic Ocean
author_facet Hjorth, Poul G.
Schmith, Torben
author_sort Hjorth, Poul G.
title Rossby Waves in the Arctic Ocean
title_short Rossby Waves in the Arctic Ocean
title_full Rossby Waves in the Arctic Ocean
title_fullStr Rossby Waves in the Arctic Ocean
title_full_unstemmed Rossby Waves in the Arctic Ocean
title_sort rossby waves in the arctic ocean
publishDate 2009
url https://orbit.dtu.dk/en/publications/7d63b4db-f321-496b-b194-996e61935a87
geographic Arctic
Arctic Ocean
geographic_facet Arctic
Arctic Ocean
genre Arctic
Arctic
Arctic Ocean
Fram Strait
Sea ice
genre_facet Arctic
Arctic
Arctic Ocean
Fram Strait
Sea ice
op_source Hjorth , P G & Schmith , T 2009 , ' Rossby Waves in the Arctic Ocean ' , Paper presented at Applications of Dynamical Systems : SIAM , Snowbird, Utah, USA , 01/01/2009 .
op_rights info:eu-repo/semantics/restrictedAccess
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