Search Results - "Goloviznin, M V"

Validation of the low dissipation computational algorithm CABARET-MFSH for multilayer hydrostatic flows with a free surface on the lock-release experiments by Goloviznin, V.M., Maiorov, Pavel A., Maiorov, Petr A., Solovjev, A.V.

“…•A model for calculating a stratified flow with a free surface is proposed.•The original multilayer hydrostatic model is ill-posedness and requires…”
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Balance-Characteristic Method for Calculating Hemodynamics of a Single Vessel by Goloviznin, V. M., Konoplyanikov, V. V., Maiorov, P. A., Mukhin, S. I.

“…The paper is devoted to constructing a numerical algorithm for calculating the blood flow in a volume vessel. A system of differential equations describing the…”
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Interpolatory Conservative-Characteristic Scheme with Improved Dispersion Properties for Computational Fluid Dynamics by Afanasiev, N. A., Shagirov, N. E., Goloviznin, V. M.

“…Conservative-characteristic schemes for the numerical solution of systems of hyperbolic equations combine the advantages of shock-capturing conservative…”
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Dissipative and Dispersive Properties of Finite Difference Schemes for the Linear Transport Equation on A 4 × 3 Metatemplate by Goloviznin, V. M., Solovjev, A. V.

“…This article is devoted to the presentation of a new information resource on the Internet: a knowledge base on the dissipative and dispersive properties of…”
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Monolithic Balance-Characteristic Method for Solving Problems of the Interaction of a Liquid and Gas with Deformable Objects by Goloviznin, V. M., Afanasiev, N. A.

“…A new balance-characteristic method for solving problems of the interaction of liquid and gas flows with deformable objects is constructed. The proposed method…”
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Numerical Modeling of Three-Dimensional Variable-Density Flows by the Multilayer Hydrostatic Model Based on the CABARET Scheme by Goloviznin, V. M., Mayorov, Pavel A., Mayorov, Petr A., Solovjev, A. V.

“…This article considers the extension of the multilayer hydrostatic CABARET-MFSH model to the case of three spatial variables. The model describes the dynamics…”
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New Generation Algorithms for Computational Fluid Dynamics by Goloviznin, V. M., Chetverushkin, B. N.

“…A new approach to the creation of new-generation CFD algorithms combining the advantages of conservative and characteristic difference schemes is discussed…”
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Explicit Numerical Algorithm for the Nonhydrostatic Fluid Dynamics Equations Based on the CABARET Scheme by Goloviznin, V. M., Mayorov, Petr A., Mayorov, Pavel A., Solovjev, A. V., Afanasiev, N. A.

“…This article presents a nonhydrostatic model of the dynamics of a stratified slightly compressible fluid with a free surface. An explicit nonhydrostatic…”
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Balance and Characteristic Finite Difference Schemes for Equations of the Parabolic Type by Glotov, V. Y., Goloviznin, V. M., Chetverushkin, B. N.

“…A new numerical algorithm for solving parabolic equations by balance & characteristic difference schemes is proposed. The balance and characteristic schemes…”
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Balance-characteristic scheme as applied to the shallow water equations over a rough bottom by Goloviznin, V. M., Isakov, V. A.

“…The CABARET scheme is used for the numerical solution of the one-dimensional shallow water equations over a rough bottom. The scheme involves conservative and…”
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CABARET in the ocean gyres by Karabasov, S.A., Berloff, P.S., Goloviznin, V.M.

“…A new high-resolution Eulerian numerical method is proposed for modelling quasigeostrophic ocean dynamics in eddying regimes. The method is based on a novel,…”
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A new non-linear two-time-level Central Leapfrog scheme in staggered conservation–flux variables for fluctuating hydrodynamics equations with GPU implementation by Markesteijn, A.P., Karabasov, S.A., Glotov, V.Yu, Goloviznin, V.M.

“…For solving Landau–Lifshitz Navier–Stokes fluctuating hydrodynamics equations, a two-time-level modification of the classical Central Leapfrog scheme with…”
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Direct Simulation of Thermoacoustic Instability in Gas Generators Using the CABARET Scheme by Afanasiev, N. A., Goloviznin, V. M., Semenov, V. N., Sipatov, A. M., Nesterov, S. S.

“…It is shown that the nondissipative CABARET scheme can be used to find the conditions for the occurrence of thermoacoustic instability (vibrational combustion)…”
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LES Simulation of Heat Transfer in a Turbulent Pipe Flow with Lead Coolant at Different Reynolds Numbers by Sergeenko, K. M., Goloviznin, V. M., Glotov, V. Yu

“…This paper numerically simulates turbulent heat transfer in a round pipe in a wide range of Reynolds numbers using the CABARET nonparametric MILES method on…”
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Modeling of Turbulent Natural Convection in Enclosed Tall Cavities by Goloviznin, V. M., Korotkin, I. A., Finogenov, S. A.

“…It was shown in our previous work (J. Appl. Mech. Tech. Phys 57 (7), 1159–1171 (2016)) that the eddy-resolving parameter-free CABARET scheme as applied to…”
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Cabaret-Sc1 Code Validation in Experiments on Hydrogen Explosion Safety at NPP by Bol’shov, L. A., Glotov, V. Yu, Goloviznin, V. M., Kanaev, A. A., Kiselev, A. E., Yudina, T. A.

“…The mathematical models implemented in the CABARET-SC1 code are described and the code validation results characterizing its potential in the description of…”
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CABARET scheme in velocity-pressure formulation for two-dimensional incompressible fluids by Glotov, V. Yu, Goloviznin, V. M.

“…The CABARET method was generalized to two-dimensional incompressible fluids in terms of velocity and pressure. The resulting algorithm was verified by…”
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Parameter-free numerical method for modeling thermal convection in square cavities in a wide range of Rayleigh numbers by Goloviznin, V. M., Korotkin, I. A., Finogenov, S. A.

“…Some numerical results for the two- and three-dimensional de Vahl Davis benchmark are presented. This benchmark describes thermal convection in a square…”
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Parameter-free method for computing the turbulent flow in a plane channel in a wide range of Reynolds numbers by Asfandiyarov, D. G., Goloviznin, V. M., Finogenov, S. A.

“…Near-wall turbulence in a plane channel at high Reynolds numbers is studied by applying direct numerical simulation. A new numerical algorithm is proposed in…”
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New two-level leapfrog scheme for modeling the stochastic Landau-Lifshitz equations by Glotov, V. Yu, Goloviznin, V. M., Karabasov, S. A., Markesteijn, A. P.

“…A two-level modification of the classical nondissipative leapfrog scheme with nonlinear flux correction has been developed for fluctuating hydrodynamics…”
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