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Abstract
We consider a “non-relativistic” limit in a model of radiative flow where matter is described by a viscous heat-conducting system coupled to radiation through the radiative transfer equation. We prove the convergence of this coupled system toward a compressible Navier–Stokes–Fourier system coupled to a stationary radiative transfer equation.
Funding source: Czech Science Foundation
Award Identifier / Grant number: P201-13-00522S
Part of this work has been done during a visit of Šárka Nečasová to CEA and she would like to thank Prof. Ducomet and his colleagues for their wonderful hospitality.
Received: 2014-11-18
Revised: 2015-2-17
Accepted: 2015-2-26
Published Online: 2015-3-21
Published in Print: 2015-5-1
© 2015 by De Gruyter
