Tidal Water and Ice Dynamics in the Arctic Ocean

To model the tides of the Arctic Ocean, one uses a two-dimensional non-linear model for water, which takes into account the effects of astronomical factors, the Atlantic and the Pacific Oceans, the earth's tides, the effects of loading and self-gravitations, and a non-linear model of ice drift,...

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Bibliographic Details
Main Author: Proshutinsky, A. Yu.
Other Authors: ARCTIC AND ANTARCTIC RESEARCH INST LENINGRAD (USSR)
Format: Text
Language:English
Published: 1992
Subjects:
Ice
Online Access:http://www.dtic.mil/docs/citations/ADP007302
http://oai.dtic.mil/oai/oai?&verb=getRecord&metadataPrefix=html&identifier=ADP007302
Description
Summary:To model the tides of the Arctic Ocean, one uses a two-dimensional non-linear model for water, which takes into account the effects of astronomical factors, the Atlantic and the Pacific Oceans, the earth's tides, the effects of loading and self-gravitations, and a non-linear model of ice drift, which allows internal stresses in the ice cover. At the interface of two media, the friction, proportional to the second power of the difference between the water and ice velocities, is prescribed. The calculations of the propagation of diurnal (Kl, 01) and semi-diurnal (M2, S2) waves of the tidal potential are given. The accuracy of the modeling was estimated at 94 points at the coast. Mean square root errors in calculating the amplitude were 0.054, 0.023, 0.013 and 0.014 m, and 26 deg, 15 deg, 28 deg and 30 deg for the phase of the M2, S2, K1, 01 waves, respectively. It is shown that semi-diurnal oscillations are generated by waves penetrating from the Atlantic Ocean and by the local resonance in some areas. The diurnal oscillations are generated by tide-forming forces in the ocean itself and they attenuate under conditions of anti-resonance. Due to friction in the ocean, about 262 x 1016 erg s-I of energy is dissipated. The maximum amount of energy is spent in the North Sea (16%), the White Sea (14%), Baffin Bay (13%), the Barents Sea (11 %), and the Arctic Seas (7%). This article is from 'Proceedings of the International Conference on the Role of the Polar Regions in Global Change Held in Fairbanks, Alaska on 11-15 June 1990. Volume 1', AD-A253 027, p296-303. See also Volume 2, AD-A253 028.