Abstract: Difference energy concerted conservative numerical technique (ECC) for solving time dependent convection equation is proposed. The method is based on the approximation of two conservation laws both for original unknown function and its square value ('energy'). This approach allows to avoid a smoothing of the solution with high gradient values. The method can use for arbitrary CFL values. The test computation is carried out to prove this statement. The generalization of the scheme for convection diffusion equation with high Reynolds number values is considered.Note: Research direction:Mathematical problems and theory of numerical method
We study the numerical methods for time-dependent natural convection problem that models coupled flu...
The methods to build a difference scheme of higher order of approximation are presented for multi-di...
95 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1988.A new solution procedure was d...
AbstractDifference methods for solving the convection-diffusion equation are discussed. The superior...
In this article, we present a numerical scheme based on a finite element method in order t...
The investigation is concerned with difference methods and iteration processes for the tasks of heat...
AbstractIn this paper, three different numerical schemes are described to approximate the solution o...
When solving convection-diffusion equations using the finite difference schemes, the convection term...
Abstract: Implicit difference scheme with second order of accuracy is constructed for conv...
The study deals with boundary value problems for convection equations. The work is aimed at study in...
Energy-conserving numerical methods are widely employed within the broad area of convection-dominate...
The paper addresses the development of time-accurate methods for solving transient convection-diffus...
: We introduce a high-order compact difference scheme with multigrid algorithm to solve the convecti...
The paper addresses the development of time-accurate methods for solving transient convection-diffus...
Energy-conserving numerical methods are widely employed in direct and large eddy simulation of turbu...
We study the numerical methods for time-dependent natural convection problem that models coupled flu...
The methods to build a difference scheme of higher order of approximation are presented for multi-di...
95 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1988.A new solution procedure was d...
AbstractDifference methods for solving the convection-diffusion equation are discussed. The superior...
In this article, we present a numerical scheme based on a finite element method in order t...
The investigation is concerned with difference methods and iteration processes for the tasks of heat...
AbstractIn this paper, three different numerical schemes are described to approximate the solution o...
When solving convection-diffusion equations using the finite difference schemes, the convection term...
Abstract: Implicit difference scheme with second order of accuracy is constructed for conv...
The study deals with boundary value problems for convection equations. The work is aimed at study in...
Energy-conserving numerical methods are widely employed within the broad area of convection-dominate...
The paper addresses the development of time-accurate methods for solving transient convection-diffus...
: We introduce a high-order compact difference scheme with multigrid algorithm to solve the convecti...
The paper addresses the development of time-accurate methods for solving transient convection-diffus...
Energy-conserving numerical methods are widely employed in direct and large eddy simulation of turbu...
We study the numerical methods for time-dependent natural convection problem that models coupled flu...
The methods to build a difference scheme of higher order of approximation are presented for multi-di...
95 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1988.A new solution procedure was d...