Fracture-induced softening for large-scale ice dynamics

Floating ice shelves can exert a retentive and hence stabilizing force onto the inland ice sheet of Antarctica. However, this effect has been observed to diminish by the dynamic effects of fracture processes within the protective ice shelves, leading to accelerated ice flow and hence to a sea-level...

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Main Authors: Albrecht, T., Levermann, A.
Format: Article in Journal/Newspaper
Language:English
Published: München : European Geopyhsical Union 2014
Subjects:
550
Online Access:https://doi.org/10.34657/969
https://oa.tib.eu/renate/handle/123456789/682
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spelling ftleibnizopen:oai:oai.leibnizopen.de:z0GVhIgBdbrxVwz6rRyJ 2023-06-18T03:36:48+02:00 Fracture-induced softening for large-scale ice dynamics Albrecht, T. Levermann, A. 2014 application/pdf application/zip application/octet-stream https://doi.org/10.34657/969 https://oa.tib.eu/renate/handle/123456789/682 eng eng München : European Geopyhsical Union CC BY 3.0 Unported https://creativecommons.org/licenses/by/3.0/ The Cryosphere, Volume 8, Issue 2, Page 587-605 Fracture ice flow ice sheet ice shelf ice stream viscous flow 550 article Text 2014 ftleibnizopen https://doi.org/10.34657/969 2023-06-04T23:28:55Z Floating ice shelves can exert a retentive and hence stabilizing force onto the inland ice sheet of Antarctica. However, this effect has been observed to diminish by the dynamic effects of fracture processes within the protective ice shelves, leading to accelerated ice flow and hence to a sea-level contribution. In order to account for the macroscopic effect of fracture processes on large-scale viscous ice dynamics (i.e., ice-shelf scale) we apply a continuum representation of fractures and related fracture growth into the prognostic Parallel Ice Sheet Model (PISM) and compare the results to observations. To this end we introduce a higher order accuracy advection scheme for the transport of the two-dimensional fracture density across the regular computational grid. Dynamic coupling of fractures and ice flow is attained by a reduction of effective ice viscosity proportional to the inferred fracture density. This formulation implies the possibility of non-linear threshold behavior due to self-amplified fracturing in shear regions triggered by small variations in the fracture-initiation threshold. As a result of prognostic flow simulations, sharp across-flow velocity gradients appear in fracture-weakened regions. These modeled gradients compare well in magnitude and location with those in observed flow patterns. This model framework is in principle expandable to grounded ice streams and provides simple means of investigating climate-induced effects on fracturing (e.g., hydro fracturing) and hence on the ice flow. It further constitutes a physically sound basis for an enhanced fracture-based calving parameterization. publishedVersion Article in Journal/Newspaper Antarc* Antarctica Ice Sheet Ice Shelf Ice Shelves The Cryosphere LeibnizOpen (The Leibniz Association)
institution Open Polar
collection LeibnizOpen (The Leibniz Association)
op_collection_id ftleibnizopen
language English
topic Fracture
ice flow
ice sheet
ice shelf
ice stream
viscous flow
550
spellingShingle Fracture
ice flow
ice sheet
ice shelf
ice stream
viscous flow
550
Albrecht, T.
Levermann, A.
Fracture-induced softening for large-scale ice dynamics
topic_facet Fracture
ice flow
ice sheet
ice shelf
ice stream
viscous flow
550
description Floating ice shelves can exert a retentive and hence stabilizing force onto the inland ice sheet of Antarctica. However, this effect has been observed to diminish by the dynamic effects of fracture processes within the protective ice shelves, leading to accelerated ice flow and hence to a sea-level contribution. In order to account for the macroscopic effect of fracture processes on large-scale viscous ice dynamics (i.e., ice-shelf scale) we apply a continuum representation of fractures and related fracture growth into the prognostic Parallel Ice Sheet Model (PISM) and compare the results to observations. To this end we introduce a higher order accuracy advection scheme for the transport of the two-dimensional fracture density across the regular computational grid. Dynamic coupling of fractures and ice flow is attained by a reduction of effective ice viscosity proportional to the inferred fracture density. This formulation implies the possibility of non-linear threshold behavior due to self-amplified fracturing in shear regions triggered by small variations in the fracture-initiation threshold. As a result of prognostic flow simulations, sharp across-flow velocity gradients appear in fracture-weakened regions. These modeled gradients compare well in magnitude and location with those in observed flow patterns. This model framework is in principle expandable to grounded ice streams and provides simple means of investigating climate-induced effects on fracturing (e.g., hydro fracturing) and hence on the ice flow. It further constitutes a physically sound basis for an enhanced fracture-based calving parameterization. publishedVersion
format Article in Journal/Newspaper
author Albrecht, T.
Levermann, A.
author_facet Albrecht, T.
Levermann, A.
author_sort Albrecht, T.
title Fracture-induced softening for large-scale ice dynamics
title_short Fracture-induced softening for large-scale ice dynamics
title_full Fracture-induced softening for large-scale ice dynamics
title_fullStr Fracture-induced softening for large-scale ice dynamics
title_full_unstemmed Fracture-induced softening for large-scale ice dynamics
title_sort fracture-induced softening for large-scale ice dynamics
publisher München : European Geopyhsical Union
publishDate 2014
url https://doi.org/10.34657/969
https://oa.tib.eu/renate/handle/123456789/682
genre Antarc*
Antarctica
Ice Sheet
Ice Shelf
Ice Shelves
The Cryosphere
genre_facet Antarc*
Antarctica
Ice Sheet
Ice Shelf
Ice Shelves
The Cryosphere
op_source The Cryosphere, Volume 8, Issue 2, Page 587-605
op_rights CC BY 3.0 Unported
https://creativecommons.org/licenses/by/3.0/
op_doi https://doi.org/10.34657/969
_version_ 1769008314888224768