Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean

While the concept of oceanic heat transport – or rather heat transport divergence – is well known, it is sometimes applied inaccurately. Often so-called "heat transports" are computed across a partial section which means that the volume flow through such a section is not zero. In this case...

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المؤلفون الرئيسيون: U. Schauer, A. Beszczynska-Möller
التنسيق: مقال
اللغة:English
منشور في: Copernicus Publications 2009-11-01
سلاسل:Ocean Science
الوصول للمادة أونلاين:http://www.ocean-sci.net/5/487/2009/os-5-487-2009.pdf
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author U. Schauer
A. Beszczynska-Möller
author_facet U. Schauer
A. Beszczynska-Möller
author_sort U. Schauer
collection DOAJ
description While the concept of oceanic heat transport – or rather heat transport divergence – is well known, it is sometimes applied inaccurately. Often so-called "heat transports" are computed across a partial section which means that the volume flow through such a section is not zero. In this case the "heat transports" depend entirely on the choice of the temperature scale. The consequences of such arbitrariness are demonstrated with a simple calculation exercise for the passages to the Arctic Ocean. To circumvent the arising difficulties for the Fram Strait in the Arctic we propose a stream tube concept to define a net zero volume flow section which can, with coarse assumptions, be used to determine oceanic heat transport by the portion of Atlantic water flow that passes through Fram Strait. Weaknesses of this approach and consequences for observational strategies are discussed.
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spelling doaj.art-b51ff5b59c5c435b84fa5be1669bd9db2022-12-21T23:34:59ZengCopernicus PublicationsOcean Science1812-07841812-07922009-11-0154487494Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic OceanU. SchauerA. Beszczynska-MöllerWhile the concept of oceanic heat transport – or rather heat transport divergence – is well known, it is sometimes applied inaccurately. Often so-called "heat transports" are computed across a partial section which means that the volume flow through such a section is not zero. In this case the "heat transports" depend entirely on the choice of the temperature scale. The consequences of such arbitrariness are demonstrated with a simple calculation exercise for the passages to the Arctic Ocean. To circumvent the arising difficulties for the Fram Strait in the Arctic we propose a stream tube concept to define a net zero volume flow section which can, with coarse assumptions, be used to determine oceanic heat transport by the portion of Atlantic water flow that passes through Fram Strait. Weaknesses of this approach and consequences for observational strategies are discussed.http://www.ocean-sci.net/5/487/2009/os-5-487-2009.pdf
spellingShingle U. Schauer
A. Beszczynska-Möller
Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean
Ocean Science
title Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean
title_full Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean
title_fullStr Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean
title_full_unstemmed Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean
title_short Problems with estimation and interpretation of oceanic heat transport – conceptual remarks for the case of Fram Strait in the Arctic Ocean
title_sort problems with estimation and interpretation of oceanic heat transport conceptual remarks for the case of fram strait in the arctic ocean
url http://www.ocean-sci.net/5/487/2009/os-5-487-2009.pdf
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