Ice-tongue vibrations modeled by a full 3-D elastic model - Konovalov, Yuri
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Ice tongue forced vibration modeling is performed using a full 3D finite-difference elastic model, which also takes into account sub-ice seawater flow. The ocean flow in the cavity is described by the wave equation, therefore ice tongue flexures result from hydrostatic pressure perturbations in sub-ice seawater layer. The main objectives of the study are as follows: Firstly, to introduce a method that provides stability to the numerical solution in the full finite-difference elastic model. Secondly, to compare the results - the amplitude spectra and the ice tongue deformations - obtained by…mehr

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Produktbeschreibung
Ice tongue forced vibration modeling is performed using a full 3D finite-difference elastic model, which also takes into account sub-ice seawater flow. The ocean flow in the cavity is described by the wave equation, therefore ice tongue flexures result from hydrostatic pressure perturbations in sub-ice seawater layer. The main objectives of the study are as follows: Firstly, to introduce a method that provides stability to the numerical solution in the full finite-difference elastic model. Secondly, to compare the results - the amplitude spectra and the ice tongue deformations - obtained by the full 3D model and by the thin-plate Holdsworth and Glynn model (1978) with an intention to reveal the principal distinctions, if any.
Autorenporträt
Date of birth: May 25, 1974. Place of birth: Moscow, Russia. Education: 1997 ¿ master of science (Moscow Engineering Physics Institute); 2002 ¿ PhD in mathematical modeling (Moscow Engineering Physics Institute). Professional experience: 2005¿present: Associate Professor at National Research Nuclear University(Moscow Engineering Physics Institute).