In this work we present a solution for the radiative conductive transfer equation in cylinder geometry for a solid cylinder. We discuss a semi-analytical approach to the non-linear N S problem, where the solution is constructed by Laplace transform and a decomposition method. The obtained solution allows then to construct the relevant near field to characterize the source term for dispersion problems when adjusting the model parameters such as albedo, emissivity, radiation conduction and others in comparison to the observation, that are relevant for far field dispersion processes and may be handled independently from the present problem. In addition to the solution method we also report some solutions and numerical simulations
Radiative transfer is the physical phenomenon of energy transfer in the form of electromagnetic radi...
The radiative heat transfer equation in a participating medium is a Fredholm integral equation of th...
A combined convective and radiative heat transfer problem in thermally developing Poiseuille flow in...
In this work we present a solution for the radiative conductive transfer equation in cylinder geomet...
A method is proposed for the solution of NLTE radiative transfer equations in long cylinders with an...
A numerical procedure for solving the nongray radiative transfer equation (RTE) in two-dimensional c...
A known transformation associated to the integral form of the radiative transfer equation along with...
This is a review of methods for the solution of non-LTE radiative transfer equations in long cylinde...
Some conductive and convective heat transfer problems with radiative boundary conditions are analyse...
This article deals with the analysis of radiative transport with and without conduction in a finite ...
International audienceWe analyze the coupling between conduction and radiative heat transfer in the ...
International audienceThe analytical layered solution for radiative transfer through participating o...
In recent years, the interest in radiative heat transfer in cylindrical media has increased primaril...
AbstractIn heat transfer for space applications, the exchanges of energy by radiation play a signifi...
Radiative transfer is the physical phenomenon of energy transfer in the form of electromagnetic radi...
Radiative transfer is the physical phenomenon of energy transfer in the form of electromagnetic radi...
The radiative heat transfer equation in a participating medium is a Fredholm integral equation of th...
A combined convective and radiative heat transfer problem in thermally developing Poiseuille flow in...
In this work we present a solution for the radiative conductive transfer equation in cylinder geomet...
A method is proposed for the solution of NLTE radiative transfer equations in long cylinders with an...
A numerical procedure for solving the nongray radiative transfer equation (RTE) in two-dimensional c...
A known transformation associated to the integral form of the radiative transfer equation along with...
This is a review of methods for the solution of non-LTE radiative transfer equations in long cylinde...
Some conductive and convective heat transfer problems with radiative boundary conditions are analyse...
This article deals with the analysis of radiative transport with and without conduction in a finite ...
International audienceWe analyze the coupling between conduction and radiative heat transfer in the ...
International audienceThe analytical layered solution for radiative transfer through participating o...
In recent years, the interest in radiative heat transfer in cylindrical media has increased primaril...
AbstractIn heat transfer for space applications, the exchanges of energy by radiation play a signifi...
Radiative transfer is the physical phenomenon of energy transfer in the form of electromagnetic radi...
Radiative transfer is the physical phenomenon of energy transfer in the form of electromagnetic radi...
The radiative heat transfer equation in a participating medium is a Fredholm integral equation of th...
A combined convective and radiative heat transfer problem in thermally developing Poiseuille flow in...