AbstractAn adaptive collocation method is introduced for simulating the short time diffusion–convection-reaction problem. The method is based on dividing the solution domain into active and inactive zones in such a way that the collocation points remain concentrated in regions of solution variation. The numerical results show that the proposed method is efficient in simulating the sharp profile at short time for the convective-dominant case. The adaptive scheme performance is found compatible with the high-order finite difference method, the QUICK method in terms of the CPU time and average numerical errors
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
This thesis deals with solution of scalar nonlinear convection-diffusion equation with aid of discon...
This thesis deals with solution of scalar nonlinear convection-diffusion equation with aid of discon...
AbstractAn adaptive collocation method is introduced for simulating the short time diffusion–convect...
In this work we present a new numerical scheme based on orthogonal collocation method to solve a rea...
A new moving collocation method is introduced for solving the problem of time-dependent heat conduct...
Abstract: In the paper the adaptive grid method for numerical solution of one dimensional ...
An efficient numerical method for the solution of the transient heat conduction problem is developed...
An efficient numerical method for the solution of the transient heat conduction problem is developed...
We present an adaptive scheme for three-dimensional convection-diffusion problems discretized by the...
A competitive algorithm, which allows the computation of approximated polynomial solutions of advect...
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
A competitive algorithm, which allows the computation of approximated polynomial solutions of advect...
A numerical method for the treatment of moving discontinuities in the model equations of chemical en...
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
This thesis deals with solution of scalar nonlinear convection-diffusion equation with aid of discon...
This thesis deals with solution of scalar nonlinear convection-diffusion equation with aid of discon...
AbstractAn adaptive collocation method is introduced for simulating the short time diffusion–convect...
In this work we present a new numerical scheme based on orthogonal collocation method to solve a rea...
A new moving collocation method is introduced for solving the problem of time-dependent heat conduct...
Abstract: In the paper the adaptive grid method for numerical solution of one dimensional ...
An efficient numerical method for the solution of the transient heat conduction problem is developed...
An efficient numerical method for the solution of the transient heat conduction problem is developed...
We present an adaptive scheme for three-dimensional convection-diffusion problems discretized by the...
A competitive algorithm, which allows the computation of approximated polynomial solutions of advect...
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
A competitive algorithm, which allows the computation of approximated polynomial solutions of advect...
A numerical method for the treatment of moving discontinuities in the model equations of chemical en...
In this article we introduce an adaptive multi-level method in space and time for convection diffusi...
This thesis deals with solution of scalar nonlinear convection-diffusion equation with aid of discon...
This thesis deals with solution of scalar nonlinear convection-diffusion equation with aid of discon...