Wave propagation in a medium with high radiation pressure. I - Essential equations and the case of a homogeneous medium

Computer Science – Sound

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Astrophysics, Radiation Pressure, Sound Waves, Thermal Radiation, Wave Propagation, Astronomical Models, High Pressure, Radiative Transfer, Wave Equations

Scientific paper

The propagation and mutual transformation of acoustic and heat waves in media with high radiation pressure are analyzed. The hydrodynamical equations for matter and the equations of radiative transfer in a moving (to first order in v/c) medium in the Eddington approximation are used in the analysis. Several model problems are solved which clarify the physics of the phenomenon for waves in a homogeneous medium with an opacity discontinuity and in a medium of variable opacity. It is found that the spacing of the least damped type of wave is approximately constant for passage through a narrow inhomogeneity zone

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