2013
DOI: 10.1002/jgrf.20081
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Insights into spatial sensitivities of ice mass response to environmental change from the SeaRISE ice sheet modeling project I: Antarctica

Abstract: [1] Atmospheric, oceanic, and subglacial forcing scenarios from the Sea-level Response to Ice Sheet Evolution (SeaRISE) project are applied to six three-dimensional thermomechanical ice-sheet models to assess Antarctic ice sheet sensitivity over a 500 year timescale and to inform future modeling and field studies. Results indicate (i) growth with warming, except within low-latitude basins (where inland thickening is outpaced by marginal thinning); (ii) mass loss with enhanced sliding (with basins dominated by … Show more

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Cited by 75 publications
(107 citation statements)
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References 147 publications
(249 reference statements)
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“…The most elementary flow regime of the grounded ice sheet is according to the shallow-ice approximation (SIA; Hutter, 1983), extended with either a Weertman type (or power-law) function or a linear/plastic Coulomb friction law for basal sliding. Ice shelf flow is governed by the shallow-shelf approximation (SSA; Morland, 1987;MacAyeal, 1989), defined by zero basal drag and extended by a water-pressure condition at the seaward edge. The transition between both systems is given by a flux condition at the grounding line DeConto, 2009, 2012a), either derived from boundary layer theory based on SSA (SGL; Schoof, 2007a) or given by a flux condition based on Coulomb friction at the grounding line (TGL; Tsai et al, 2015).…”
Section: Approximationsmentioning
confidence: 99%
“…The most elementary flow regime of the grounded ice sheet is according to the shallow-ice approximation (SIA; Hutter, 1983), extended with either a Weertman type (or power-law) function or a linear/plastic Coulomb friction law for basal sliding. Ice shelf flow is governed by the shallow-shelf approximation (SSA; Morland, 1987;MacAyeal, 1989), defined by zero basal drag and extended by a water-pressure condition at the seaward edge. The transition between both systems is given by a flux condition at the grounding line DeConto, 2009, 2012a), either derived from boundary layer theory based on SSA (SGL; Schoof, 2007a) or given by a flux condition based on Coulomb friction at the grounding line (TGL; Tsai et al, 2015).…”
Section: Approximationsmentioning
confidence: 99%
“…Levermann et al [110] developed a probabilistic approach to projecting the contribution of Antarctica to GMSL by employing linear response functions based on the response of three ice sheet models from the SEARISE exercise [116] to an idealized step increase in marine melt. A scaling is developed between global mean temperature change and ocean temperatures around Antarctica based on the CMIP5 ensemble, which combined with the response functions forms a probabilistic framework for making projections.…”
Section: Antarctic Ice Sheetmentioning
confidence: 99%
“…Antarctic and Greenland ice sheet model ensembles, in particular, remain in their infancy. Only one attempt has been produced so far, namely the SeaRISE initiative, which has been extensively reported in three pivotal papers by Bindschadler et al (2013) and Nowicki et al (2013a, b). Results of all participating models were aggregated into unweighted model averages to produce SLR projections.…”
Section: G Durand and F Pattyn: Antarctic Projections Uncertainitiesmentioning
confidence: 99%