Modeling ice-ocean interaction in ice-shelf crevasses

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Abstract

Ocean freezing within ice-shelf basal crevasses could potentially act as a stabilizing influence on ice shelves; however, ice-ocean interaction and ocean dynamics within these crevasses are as yet poorly understood. To this end, an idealized 2-D model of an ice-shelf basal crevasse has been developed using Fluidity, a finite-element ocean model using an unstructured mesh. A simple model of frazil ice formation and deposition has been incorporated into Fluidity to better represent the freezing process. Model results show two different flow regimes, dependent on the amount of freezing in the crevasse: one driven by freezing at the top of the crevasse and the other by the ingress of meltwater from outside the crevasse. In the first, freezing at the top of the crevasse leads to the formation of an unstable overturning circulation due to the rejection of dense, salty water. In the second, a buoyant layer is formed along the sides and roof of the crevasse, stratifying the water column. Frazil ice precipitation is found to be the dominant freezing process at the top of the basal crevasse in the freeze-driven case, with direct freezing being dominant in the melt-driven case. In both cases, melting occurs lower down on the walls of the crevasse due to the strong overturning circulation. The freezing in ice-shelf crevasses and rifts is found to be highly dependent upon ocean temperature, providing a stabilizing influence on ice shelves underlain by cold waters that is not present elsewhere. Key Points Freezing in an ice-shelf crevasse sets up an unstable overturning circulation Frazil ice is the main factor in the freeze rate within basal crevasses There is a nonlinear relationship between inflow temperature and freeze rate © 2014. American Geophysical Union. All Rights Reserved.

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Jordan, J. R., Holland, P. R., Jenkins, A., Piggott, M. D., & Kimura, S. (2014). Modeling ice-ocean interaction in ice-shelf crevasses. Journal of Geophysical Research: Oceans, 119(2), 995–1008. https://doi.org/10.1002/2013JC009208

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