Time-dependent scattering in resonance lines

Astronomy and Astrophysics – Astrophysics

Scientific paper

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Atmospheric Scattering, Line Spectra, Radiative Transfer, Resonance Scattering, Astrophysics, Finite Difference Theory, Numerical Stability, Relaxation Time, Time Dependence

Scientific paper

A numerical finite-difference method is presented for the problem of time-dependent line transfer in a finite slab in which material density is sufficiently low that the time of flight between scatterings greatly exceeds the relaxation time of the upper state of the scattering transition. The medium is assumed to scatter photons isotropically, with complete frequency redistribution. Numerical solutions are presented for a homogeneous, time-independent slab illuminated by an externally imposed radiation field which enters the slab at t = 0. Graphical results illumstrate relaxation to steady state of trapped internal radiation, emergent energy, and emergent profiles. A review of the literature is also given in which the time-dependent line transfer problem is discussed in the context of recent analytical work.

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