2010
DOI: 10.3189/002214310791968539
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A three-dimensional calving model: numerical experiments on Johnsons Glacier, Livingston Island, Antarctica

Abstract: Calving from tidewater glaciers and ice shelves accounts for around half the mass loss from both polar ice sheets, yet the process is not well represented in prognostic models of ice dynamics. Benn and others proposed a calving criterion appropriate for both grounded and floating glacier tongues or ice shelves, based on the penetration depth of transverse crevasses near the calving front, computed using Nye's formula. The criterion is readily incorporated into glacier and ice-sheet models, but has not been ful… Show more

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Cited by 63 publications
(75 citation statements)
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“…The model is allowed to evolve through time, with calving applied according to the crevassedepth calving criterion proposed by Benn et al (2007b) and used in previous modelling studies (Nick et al, 2010;Otero et al, 2010;Cook et al, 2012). The criterion states that calving will occur where the surface crevasse field penetrates below sea level.…”
Section: Model Setupmentioning
confidence: 99%
“…The model is allowed to evolve through time, with calving applied according to the crevassedepth calving criterion proposed by Benn et al (2007b) and used in previous modelling studies (Nick et al, 2010;Otero et al, 2010;Cook et al, 2012). The criterion states that calving will occur where the surface crevasse field penetrates below sea level.…”
Section: Model Setupmentioning
confidence: 99%
“…The computation of the crevasse penetration depth is based on the work of Nye (1957), and depends on the equilibrium between longitudinal stretching (opening term) and cryostatic pressure (closing term). This so-called "crevasse depth" criterion has been applied to individual marine-terminated glaciers in Greenland and Antarctica, and enabled the successful reproduction of variations in the front (Nick et al, 2010;Otero et al, 2010;Nick et al, 2013;Cook et al, 2014). Although the model of Nick et al (2010) accounts for basal crevasse propagation, which improves the ability of a model to reproduce observed behaviour, it is based on an instantaneous stress balance combined with an empirical criterion for calving.…”
Section: Introductionmentioning
confidence: 99%
“…We implement and test four different calving laws, namely the height-above-buoyancy criterion (HAB, Vieli et al, 2001), the 30 crevasse-depth calving law (CD, Otero et al, 2010;Benn et al, 2017), the eigencalving law (EC, Levermann et al, 2012) and von Mises tensile stress calving law (VM, Morlighem et al, 2016), and model calving front migration of nine tidewater glaciers of Greenland for which we have a good description of the bed topography . The glaciers of this study are three branches of Upernavik Isstrøm (UI), Helheim glacier, three sectors of Hayes glacier, Kjer, and Sverdrup glaciers ( Fig.…”
mentioning
confidence: 99%