Add to ORKGThe investigation is concerned with difference methods and iteration processes for the tasks of heat convection. The aim of the investigation is to construct quick-convergent effective iterative methods for heat convection problems. Conservative difference circuits for multidimensional nonlinear equation of convective transfer have been constructed, their stability has been studied. Effective iteration algorithms have been proposed, questions of their convergence have been studied. Using the developed methods a calculation experiment on investigation of the solution of the problem concerning vortex formation in a vortex chamber has been conducted. The field of application covers solution of specific problems of convection transferAvailable ...
The discretization of convection–diffusion equations by implicit or semi‐implicit methods leads to a...
This thesis deals with the numerical solution of convection-diffusion equations. In particular, the ...
The main topic of this thesis work is the resolution of fluid mechanics phenomena via numerical meth...
The study deals with boundary value problems for convection equations. The work is aimed at study in...
The given paper is devoted to build‐up of the special economic difference schemes for non‐stationary...
AbstractDifference methods for solving the convection-diffusion equation are discussed. The superior...
Abstract: Implicit difference scheme with second order of accuracy is constructed for conv...
Abstract: Difference energy concerted conservative numerical technique (ECC) for solving t...
Stability for nonlinear convection problems using centered difference schemesrequire the addition of...
The variational descriptions with convolution functional and mathematical model of the complicated h...
The purpose of this work is the development of a difference scheme for the solution of convection-di...
The methods to build a difference scheme of higher order of approximation are presented for multi-di...
In this article, variational iteration method (VIM) is considered to solve convection-diffusion equa...
Abstract: Implicit difference scheme with second order of accuracy both in time and in spa...
A new approach towards the assessment and derivation of numerical methods for convection dominated p...
The discretization of convection–diffusion equations by implicit or semi‐implicit methods leads to a...
This thesis deals with the numerical solution of convection-diffusion equations. In particular, the ...
The main topic of this thesis work is the resolution of fluid mechanics phenomena via numerical meth...
The study deals with boundary value problems for convection equations. The work is aimed at study in...
The given paper is devoted to build‐up of the special economic difference schemes for non‐stationary...
AbstractDifference methods for solving the convection-diffusion equation are discussed. The superior...
Abstract: Implicit difference scheme with second order of accuracy is constructed for conv...
Abstract: Difference energy concerted conservative numerical technique (ECC) for solving t...
Stability for nonlinear convection problems using centered difference schemesrequire the addition of...
The variational descriptions with convolution functional and mathematical model of the complicated h...
The purpose of this work is the development of a difference scheme for the solution of convection-di...
The methods to build a difference scheme of higher order of approximation are presented for multi-di...
In this article, variational iteration method (VIM) is considered to solve convection-diffusion equa...
Abstract: Implicit difference scheme with second order of accuracy both in time and in spa...
A new approach towards the assessment and derivation of numerical methods for convection dominated p...
The discretization of convection–diffusion equations by implicit or semi‐implicit methods leads to a...
This thesis deals with the numerical solution of convection-diffusion equations. In particular, the ...
The main topic of this thesis work is the resolution of fluid mechanics phenomena via numerical meth...