MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION

Non-stationary inhomogeneous system of Navier–Stokes equations with variable viscosity depending on the density for modeling the processes of cohesive soil erosion and surface wave propagation has been used. Value of the density has been determined by the convection-diffusion equation. For solving t...

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Main Authors: H. Miloshevich, Y. N. Zaharov, N. Kontrec, A. I. Zimin, I. S. Nudner, V. V. Ragulin
Format: Article
Language:English
Published: Kemerovo State University 2015-06-01
Series:Вестник Кемеровского государственного университета
Subjects:
Online Access:https://vestnik.kemsu.ru/jour/article/view/1247
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author H. Miloshevich
Y. N. Zaharov
N. Kontrec
A. I. Zimin
I. S. Nudner
V. V. Ragulin
author_facet H. Miloshevich
Y. N. Zaharov
N. Kontrec
A. I. Zimin
I. S. Nudner
V. V. Ragulin
author_sort H. Miloshevich
collection DOAJ
description Non-stationary inhomogeneous system of Navier–Stokes equations with variable viscosity depending on the density for modeling the processes of cohesive soil erosion and surface wave propagation has been used. Value of the density has been determined by the convection-diffusion equation. For solving the obtained system we have used an algorithm consisting of the splitting scheme on physical factors and the predictor-corrector method. The system has been solved on the staggered grid by the grid method. The results of calculations for two-dimensional and three-dimensional problems are presented.
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spelling doaj.art-64583076fbfd4a8691b0ee7181d2ece82023-07-13T12:08:41ZengKemerovo State UniversityВестник Кемеровского государственного университета2078-89752078-89832015-06-0112-135401246MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTIONH. Miloshevich0Y. N. Zaharov1N. Kontrec2A. I. Zimin3I. S. Nudner4V. V. Ragulin5Serbian University in Kosovska MitrovicaKemerovo State UniversitySerbian University in Kosovska MitrovicaInstitute of Computational Technologies of the Siberian Branch of the RAS, NovosibirskBaltic State Technical University «Voenmeh» named after D. F. Ustinov, St.-PetersburgKemerovo State UniversityNon-stationary inhomogeneous system of Navier–Stokes equations with variable viscosity depending on the density for modeling the processes of cohesive soil erosion and surface wave propagation has been used. Value of the density has been determined by the convection-diffusion equation. For solving the obtained system we have used an algorithm consisting of the splitting scheme on physical factors and the predictor-corrector method. The system has been solved on the staggered grid by the grid method. The results of calculations for two-dimensional and three-dimensional problems are presented.https://vestnik.kemsu.ru/jour/article/view/1247navier-stokes, cohesive soil erosion, surface wave propagation, variable viscosity, variable density, inhomogeneous fluid, two-component fluid
spellingShingle H. Miloshevich
Y. N. Zaharov
N. Kontrec
A. I. Zimin
I. S. Nudner
V. V. Ragulin
MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION
Вестник Кемеровского государственного университета
navier-stokes, cohesive soil erosion, surface wave propagation, variable viscosity, variable density, inhomogeneous fluid, two-component fluid
title MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION
title_full MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION
title_fullStr MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION
title_full_unstemmed MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION
title_short MODEL OF COHESIVE SOIL EROSION AND SURFACE WAVE MOTION
title_sort model of cohesive soil erosion and surface wave motion
topic navier-stokes, cohesive soil erosion, surface wave propagation, variable viscosity, variable density, inhomogeneous fluid, two-component fluid
url https://vestnik.kemsu.ru/jour/article/view/1247
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AT isnudner modelofcohesivesoilerosionandsurfacewavemotion
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