Articles | Volume 11, issue 4
https://doi.org/10.5194/tc-11-1685-2017
https://doi.org/10.5194/tc-11-1685-2017
Comment/reply
 | 
21 Jul 2017
Comment/reply |  | 21 Jul 2017

Reply to “Basal buoyancy and fast-moving glaciers: in defense of analytic force balance” by C. J. van der Veen (2016)

Terence J. Hughes

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Cited articles

Denton, G. H. and Hughes, T. J. (Eds.): The Last Great Ice Sheets, Wiley Interscience, New York, 484 pp., 1981.
Fastook, J. L. and Hughes, T. J.: New perspectives on paleoglaciology, Quaternary Sci. Rev., 80, 169–194, 2013.
Hughes, T.: On the pulling power of ice streams, J. Glaciol., 38, 125–151, 1992.
Hughes, T. J.: Holistic ice sheet modeling: a first-order approach (monograph), University of Maine, 188 pp., 2008.
Hughes, T.: Holistic Ice Sheet Modeling: A First-Order Approach, Nova Publishers, New York, 261 pp., 2012a.
Short summary
Two approaches to ice-sheet modeling are available. Analytical modeling is the traditional approach. It solves the force (momentum), mass, and energy balances to obtain three-dimensional solutions over time. Geometrical modeling employs simple geometry to solve the force and mass balance in one dimension along ice flow. It is useful primarily to provide the first-order physical basis of ice-sheet modeling for students with little background in mathematics. The two approaches are compared.