Article information

2010 , Volume 15, ¹ 1, p.105-119

Khakimzyanov G.S., Shokina N.Y.

Numerical modelling of surface water waves arising due to a movement of the underwater landslide on an irregular bottom

This paper addresses numerical modelling of wave regimes generated by the movement of underwater landslide on a curvilinear bottom. Our work differs from the works of other authors, where the problem of wave generation by a moving landslide has been investigated on flat bottoms only. The equations, describing the movement of an underwater landslide under the action of gravity force, buoyancy force, friction force and water resistance force, are obtained. Dependence of the arising wave properties versus the initial embedding of a landslide, its dimensions and slope of a bottom is investigated. Modelling of the surface waves, arising due to the movement of an underwater landslide on irregular bottom, was carried out in the framework of the shallow water model using the predictor-corrector scheme on an adaptive grid.

[full text]
Keywords: underwater landslide, irregular bottom, shallow water equations, surface waves, forces of gravity, buoyancy, friction and water resistance, numerical modelling, finite-difference scheme, adaptive grid, numerical results

Author(s):
Khakimzyanov Gayaz Salimovich
Dr. , Professor
Position: Leading research officer
Office: Federal Research Center for Information and Computational Technologies
Address: 630090, Russia, Novosibirsk, Ac. Lavrentiev ave. 6
Phone Office: (383) 330 86 56
E-mail: khak@ict.nsc.ru
SPIN-code: 3144-0877

Shokina Nina Yurievna
PhD.
Position: Research Scientist
Office: Medical Center University of Freiburg
Address: 79106, Germany, Freiburg, Killianstrasse, 5a
Phone Office: (49761) 270 73930
E-mail: nina.shokina@uniklinik-freiburg.de
SPIN-code: 8680-7439


Bibliography link:
Khakimzyanov G.S., Shokina N.Y. Numerical modelling of surface water waves arising due to a movement of the underwater landslide on an irregular bottom // Computational technologies. 2010. V. 15. ¹ 1. P. 105-119
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