AbstractWe establish existence, uniqueness and a priori bounds for the half-moment entropy approximation to radiative heat transfer. The bounds are physically reasonable and underline the approximation properties of the system. We show numerical results to illustrate the bounds
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
The present paper is devoted mainly to the half space problem for stationary Boltzmann-type equation...
The problem of calculating the global entropy production of the climate system is revisited. In the ...
AbstractWe establish existence, uniqueness and a priori bounds for the half-moment entropy approxima...
This study considers an evaluation of moment closures based on the principle of maximization of entr...
In this paper a new three dimensional half-moment model for radiative transfer is presented for a gr...
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
Many thermodynamic texts incorrectly imply that the entropy flux of thermal radiation (TR) is the sa...
The maximum entropy moment closure for the two-moment approximation of the radiative transfer equat...
The maximum entropy moment closure for the two-moment approximation of the radiative transfer equat...
The φ-divergence-based moment method was recently introduced Abdelmalik et al. (2023) for the discre...
The φ-divergence-based moment method was recently introduced Abdelmalik et al. (2023) for the discre...
Heat flow [delta]Q of the First Law of Thermodynamics is expressed in terms of the entropy flow [del...
The method of moments is widely used for the reduction of kinetic equations into fluid models. It co...
One main area of interest in this work is the study of realizability conditions for moment approxima...
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
The present paper is devoted mainly to the half space problem for stationary Boltzmann-type equation...
The problem of calculating the global entropy production of the climate system is revisited. In the ...
AbstractWe establish existence, uniqueness and a priori bounds for the half-moment entropy approxima...
This study considers an evaluation of moment closures based on the principle of maximization of entr...
In this paper a new three dimensional half-moment model for radiative transfer is presented for a gr...
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
Many thermodynamic texts incorrectly imply that the entropy flux of thermal radiation (TR) is the sa...
The maximum entropy moment closure for the two-moment approximation of the radiative transfer equat...
The maximum entropy moment closure for the two-moment approximation of the radiative transfer equat...
The φ-divergence-based moment method was recently introduced Abdelmalik et al. (2023) for the discre...
The φ-divergence-based moment method was recently introduced Abdelmalik et al. (2023) for the discre...
Heat flow [delta]Q of the First Law of Thermodynamics is expressed in terms of the entropy flow [del...
The method of moments is widely used for the reduction of kinetic equations into fluid models. It co...
One main area of interest in this work is the study of realizability conditions for moment approxima...
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
The present paper is devoted mainly to the half space problem for stationary Boltzmann-type equation...
The problem of calculating the global entropy production of the climate system is revisited. In the ...
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