AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entropy approaches are proposed for hydrodynamics radiation coupling. We compare the radiative fluxes between the two approaches and we show that the coupling based on the entropy approach is flux limited, while the other approach does not preserve this condition. Relaxation schemes are considered for the hydrodynamic part, and an iterative procedure is used for radiation. The new splitting algorithm avoids the use of Riemann solvers and Newton iterations. Numerical examples are carried out on two and three dimensional problems
In some hypersonic regimes, the effects of radiative transfer can drastically modify the aerodynamic...
This study considers an evaluation of moment closures based on the principle of maximization of entr...
The present work investigates the modeling of turbulent heat transfer in flows where radiative and c...
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
We present a consistent numerical model for coupling radiation to hydrodynamics at low Mach number. ...
AbstractThis paper is concerned with a model system for radiation hydrodynamics in multiple space di...
Abstract. This paper is concerned with a model system for radiation hydrodynamics in multiple space ...
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...
29 pages, submitted to Journal of Computational physicsWe present in this paper the numerical treatm...
In view of radiation hydrodynamics computations, we propose an implicit nu-merical scheme that captu...
In this paper, we shall propose a numerical scheme consisting of two steps: the first based relaxati...
AbstractNumerical methods for radiative heat transfer equations coupled to a temperature equation ar...
shown in $$80 and 97, entirely analogous results are possible for radiation in the limit that k,,/1 ...
AbstractWe establish existence, uniqueness and a priori bounds for the half-moment entropy approxima...
In some hypersonic regimes, the effects of radiative transfer can drastically modify the aerodynamic...
This study considers an evaluation of moment closures based on the principle of maximization of entr...
The present work investigates the modeling of turbulent heat transfer in flows where radiative and c...
AbstractTwo numerical approximations to radiative heat transfer problem based on asymptotic and entr...
We present a consistent numerical model for coupling radiation to hydrodynamics at low Mach number. ...
AbstractThis paper is concerned with a model system for radiation hydrodynamics in multiple space di...
Abstract. This paper is concerned with a model system for radiation hydrodynamics in multiple space ...
The maximum entropy moment closure for the two-moment approximation of the radiative transfer equat...
The maximum entropy moment closure for the two-moment approximation of the radiative transfer equat...
29 pages, submitted to Journal of Computational physicsWe present in this paper the numerical treatm...
In view of radiation hydrodynamics computations, we propose an implicit nu-merical scheme that captu...
In this paper, we shall propose a numerical scheme consisting of two steps: the first based relaxati...
AbstractNumerical methods for radiative heat transfer equations coupled to a temperature equation ar...
shown in $$80 and 97, entirely analogous results are possible for radiation in the limit that k,,/1 ...
AbstractWe establish existence, uniqueness and a priori bounds for the half-moment entropy approxima...
In some hypersonic regimes, the effects of radiative transfer can drastically modify the aerodynamic...
This study considers an evaluation of moment closures based on the principle of maximization of entr...
The present work investigates the modeling of turbulent heat transfer in flows where radiative and c...