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Numerical approximation of parabolic problems by means of residual distributi...
We are interested in the numerical approximation of steady scalar convection diffusion problems by mean of high order schemes called Residual Distribution (RD). In the... -
A very high-order finite volume method for the one dimensional convection dif...
A new finite volume method for one dimensional convection diffusion problems is designed. The scheme is based on the Polynomial Reconstruction Operator (PRO-scheme)... -
Averaging of Non-Self Adjoint Parabolic Equations with Random Evolution (Dyna...
The averaging problem for convection-diffusion non-stationary parabolic operator with rapidly oscillating coefficients is studied. Under the assumptio- n that the... -
A FINITE VOLUME SCHEME FOR THE CONVECTION-DIFFUSION SYSTEM USING THE POLYNOMI...
We present a new very high-order finite volume scheme for the two-dimensional convection-diffusion problem system based on the local Polynomial Reconstruction Operator... -
A new very high-order finite volume method for the 2D convection diffusion pr...
We present a new finite volume scheme based on the Polynomial Reconstruction Operator (PRO-scheme) for the linear convection diffusion problem with structured and... -
Mathematical Analysis of parallel convective exchangers with general lateral ...
International audience -
Convection-diffusion models for distillation columns : application to estimat...
This thesis addresses the problem of modeling the composition profiles dynamics inside cryogenic distillation columns, for control applications. We obtain a non-linear... -
Homogenization and concentration for a diffusion equation with large convecti...
International audience -
Modélisation Volumes-Finis en maillages non-structurés de décharges électriqu...
The numerical modeling of plasma discharges plays an important role in understanding the physical or chemical mechanisms which occurs in plasma-assisted devices. Much...
