Uncertainties in thickness estimates of floating ice when applying buoyancy assumption
The largest impediment to accurately measuring changes in ice volume, both of land origin and sea ice, is with uncertainties in ice thickness estimates. Since the satellite era, the extent and seasonality of sea ice and the location and size of ice shelves and icebergs is quite well known; but those...
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ftunivtasecite:oai:ecite.utas.edu.au:90785 2023-05-15T13:37:23+02:00 Uncertainties in thickness estimates of floating ice when applying buoyancy assumption Lieser, JL Galton-Fenzi, B Roberts, Jason Massom, RA 2014 http://ecite.utas.edu.au/90785 en eng International Glaciological Society Lieser, JL and Galton-Fenzi, B and Roberts, Jason and Massom, RA, Uncertainties in thickness estimates of floating ice when applying buoyancy assumption, International Symposium on Sea Ice in a Changing Environment - Proceedings of the Hobart Symposium, 10-14 March 2014, Hobart, Tasmania, Australia, pp. 69A811. (2014) [Conference Extract] http://ecite.utas.edu.au/90785 Earth Sciences Physical Geography and Environmental Geoscience Physical Geography and Environmental Geoscience not elsewhere classified Conference Extract NonPeerReviewed 2014 ftunivtasecite 2019-12-13T21:54:06Z The largest impediment to accurately measuring changes in ice volume, both of land origin and sea ice, is with uncertainties in ice thickness estimates. Since the satellite era, the extent and seasonality of sea ice and the location and size of ice shelves and icebergs is quite well known; but those satellites provide only a two-dimensional representation of a three-dimensional entity. Surface elevation measurements by air- or space-borne altimeters provide an estimate of the ice or snowair interface above a reference surface, the freeboard. In the case of floating ice the reference surface is usually the open water surface. Computing the thickness and subsequently volume of floating ice from altimetry data relies critically on the validity of the parameters used when converting surface elevation measurements into ice thickness. The underlying assumption is that ice and ocean are in hydrostatic equilibrium derived from the buoyancy principle first described by Archimedes in On floating bodies proposition 5 discovered in 212 B.C. In this study we present a numerical analysis of the most widely used formula to compute ice thickness from freeboard measurements. We are investigating the errors associated with reasonable uncertainty estimates of the parameters of the buoyancy conversion when applied to surface elevation estimates in the Antarctic marine cryosphere. Conference Object Antarc* Antarctic Ice Shelves Iceberg* Sea ice eCite UTAS (University of Tasmania) Antarctic The Antarctic |
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eCite UTAS (University of Tasmania) |
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ftunivtasecite |
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English |
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Earth Sciences Physical Geography and Environmental Geoscience Physical Geography and Environmental Geoscience not elsewhere classified |
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Earth Sciences Physical Geography and Environmental Geoscience Physical Geography and Environmental Geoscience not elsewhere classified Lieser, JL Galton-Fenzi, B Roberts, Jason Massom, RA Uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
topic_facet |
Earth Sciences Physical Geography and Environmental Geoscience Physical Geography and Environmental Geoscience not elsewhere classified |
description |
The largest impediment to accurately measuring changes in ice volume, both of land origin and sea ice, is with uncertainties in ice thickness estimates. Since the satellite era, the extent and seasonality of sea ice and the location and size of ice shelves and icebergs is quite well known; but those satellites provide only a two-dimensional representation of a three-dimensional entity. Surface elevation measurements by air- or space-borne altimeters provide an estimate of the ice or snowair interface above a reference surface, the freeboard. In the case of floating ice the reference surface is usually the open water surface. Computing the thickness and subsequently volume of floating ice from altimetry data relies critically on the validity of the parameters used when converting surface elevation measurements into ice thickness. The underlying assumption is that ice and ocean are in hydrostatic equilibrium derived from the buoyancy principle first described by Archimedes in On floating bodies proposition 5 discovered in 212 B.C. In this study we present a numerical analysis of the most widely used formula to compute ice thickness from freeboard measurements. We are investigating the errors associated with reasonable uncertainty estimates of the parameters of the buoyancy conversion when applied to surface elevation estimates in the Antarctic marine cryosphere. |
format |
Conference Object |
author |
Lieser, JL Galton-Fenzi, B Roberts, Jason Massom, RA |
author_facet |
Lieser, JL Galton-Fenzi, B Roberts, Jason Massom, RA |
author_sort |
Lieser, JL |
title |
Uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
title_short |
Uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
title_full |
Uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
title_fullStr |
Uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
title_full_unstemmed |
Uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
title_sort |
uncertainties in thickness estimates of floating ice when applying buoyancy assumption |
publisher |
International Glaciological Society |
publishDate |
2014 |
url |
http://ecite.utas.edu.au/90785 |
geographic |
Antarctic The Antarctic |
geographic_facet |
Antarctic The Antarctic |
genre |
Antarc* Antarctic Ice Shelves Iceberg* Sea ice |
genre_facet |
Antarc* Antarctic Ice Shelves Iceberg* Sea ice |
op_relation |
Lieser, JL and Galton-Fenzi, B and Roberts, Jason and Massom, RA, Uncertainties in thickness estimates of floating ice when applying buoyancy assumption, International Symposium on Sea Ice in a Changing Environment - Proceedings of the Hobart Symposium, 10-14 March 2014, Hobart, Tasmania, Australia, pp. 69A811. (2014) [Conference Extract] http://ecite.utas.edu.au/90785 |
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1766091184245047296 |