The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics

peer-reviewed Spiral-shaped canyons on the polar ice caps of Mars are striking morphological features whose explanation is still mysterious. We pose a model for the kinetics at the ice-atmosphere interface based on the positive feedback properties of both dust and ice albedo within the north polar i...

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Main Authors: Zammett, R.J, Fowler, Andrew C.
Other Authors: SFI
Format: Article in Journal/Newspaper
Language:English
Published: Society for Industrial and Applied Mathematics 2016
Subjects:
Online Access:http://hdl.handle.net/10344/5038
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spelling ftunivlimerick:oai:ulir.ul.ie:10344/5038 2023-05-15T16:38:11+02:00 The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics Zammett, R.J Fowler, Andrew C. SFI 2016-04-27T14:32:07Z http://hdl.handle.net/10344/5038 eng eng Society for Industrial and Applied Mathematics SIAM Journal on Applied Mathematics;70 (7), pp. 2409-2433 http://www.siam.org/journals/siap/70-7/73455.html 06/MI/005 http://hdl.handle.net/10344/5038 Copyright © by SIAM. Unauthorized reproduction of this article is prohibited info:eu-repo/semantics/openAccess polar ice caps spiral waves phase plane analysis Mars climate water info:eu-repo/semantics/article all_ul_research ul_published_reviewed 2016 ftunivlimerick 2022-05-23T15:13:37Z peer-reviewed Spiral-shaped canyons on the polar ice caps of Mars are striking morphological features whose explanation is still mysterious. We pose a model for the kinetics at the ice-atmosphere interface based on the positive feedback properties of both dust and ice albedo within the north polar ice cap, together with katabatic wind transport of exposed dust. Analysis of this model indicates that traveling waves are possible, but only solitary waves are found in the numerical solution. This suggests that the traveling wave hypothesis for trough formation may not be an appropriate explanation. PUBLISHED peer-reviewed Article in Journal/Newspaper Ice cap University of Limerick: Institutional Repository (ULIR)
institution Open Polar
collection University of Limerick: Institutional Repository (ULIR)
op_collection_id ftunivlimerick
language English
topic polar ice caps
spiral waves
phase plane analysis
Mars
climate
water
spellingShingle polar ice caps
spiral waves
phase plane analysis
Mars
climate
water
Zammett, R.J
Fowler, Andrew C.
The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics
topic_facet polar ice caps
spiral waves
phase plane analysis
Mars
climate
water
description peer-reviewed Spiral-shaped canyons on the polar ice caps of Mars are striking morphological features whose explanation is still mysterious. We pose a model for the kinetics at the ice-atmosphere interface based on the positive feedback properties of both dust and ice albedo within the north polar ice cap, together with katabatic wind transport of exposed dust. Analysis of this model indicates that traveling waves are possible, but only solitary waves are found in the numerical solution. This suggests that the traveling wave hypothesis for trough formation may not be an appropriate explanation. PUBLISHED peer-reviewed
author2 SFI
format Article in Journal/Newspaper
author Zammett, R.J
Fowler, Andrew C.
author_facet Zammett, R.J
Fowler, Andrew C.
author_sort Zammett, R.J
title The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics
title_short The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics
title_full The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics
title_fullStr The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics
title_full_unstemmed The morphology of the Martian ice caps: a mathematical model of ice-dust kinetics
title_sort morphology of the martian ice caps: a mathematical model of ice-dust kinetics
publisher Society for Industrial and Applied Mathematics
publishDate 2016
url http://hdl.handle.net/10344/5038
genre Ice cap
genre_facet Ice cap
op_relation SIAM Journal on Applied Mathematics;70 (7), pp. 2409-2433
http://www.siam.org/journals/siap/70-7/73455.html
06/MI/005
http://hdl.handle.net/10344/5038
op_rights Copyright © by SIAM. Unauthorized reproduction of this article is prohibited
info:eu-repo/semantics/openAccess
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