summary:There are many methods and approaches to solving convection--diffusion problems. For those who want to solve such problems the situation is very confusing and it is very difficult to choose the right method. The aim of this short overview is to provide basic guidelines and to mention the common features of different methods. We place particular emphasis on the concept of linear and non-linear stabilization and its implementation within different approaches
AbstractThe main goal of this paper is to show that discrete mollification is a simple and effective...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
There are many methods and approaches to solving convection– diffusion problems. For those who want ...
There are many methods and approaches to solving convection– diffusion problems. For those who want ...
summary:There are many methods and approaches to solving convection--diffusion problems. For those w...
summary:There are many methods and approaches to solving convection--diffusion problems. For those w...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
For the numerical solution of convection-diffusion problem a new stabilization technique is discusse...
The concept of the so called “artificial or balancing diffusion” used to stabilize the&n...
\u3cp\u3ePartial differential equations having diffusive, convective, and reactive terms appear in t...
Many physical problems involve diffusive and convective (transport) processes. When diffusion domina...
The subject of the present Master Thesis is a comparison of numerical solution of convection-diffusi...
The subject of the present Master Thesis is a comparison of numerical solution of convection-diffusi...
AbstractThe main goal of this paper is to show that discrete mollification is a simple and effective...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
There are many methods and approaches to solving convection– diffusion problems. For those who want ...
There are many methods and approaches to solving convection– diffusion problems. For those who want ...
summary:There are many methods and approaches to solving convection--diffusion problems. For those w...
summary:There are many methods and approaches to solving convection--diffusion problems. For those w...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
For the numerical solution of convection-diffusion problem a new stabilization technique is discusse...
The concept of the so called “artificial or balancing diffusion” used to stabilize the&n...
\u3cp\u3ePartial differential equations having diffusive, convective, and reactive terms appear in t...
Many physical problems involve diffusive and convective (transport) processes. When diffusion domina...
The subject of the present Master Thesis is a comparison of numerical solution of convection-diffusi...
The subject of the present Master Thesis is a comparison of numerical solution of convection-diffusi...
AbstractThe main goal of this paper is to show that discrete mollification is a simple and effective...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...
Partial differential equations having diffusive, convective, and reactive terms appear in the modeli...