Asymptotic scaling in transfer problems for resonance radiation in linearly expanding media. I - Kernels of the integral equations and photon escape probabilities

Details Asymptotic scaling in transfer problems for resonance radiation in linearly expanding media. I - Kernels of the integral equations and photon escape probabilities Asymptotic scaling in transfer problems for resonance radiation in linearly expanding media. I - Kernels of the integral equations and photon escape probabilities

Sep 1985

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1985afz....23..323g&link_type=abstract

(Astrofizika, vol. 23, Sept.-Oct. 1985, p. 323-336) Astrophysics (ISSN 0571-7132), vol. 23, no. 2, March 1986, p. 554-562. Trans

Astronomy and Astrophysics

Astrophysics

1

Asymptotic Methods, Integral Equations, Kernel Functions, Photons, Radiative Transfer, Resonance Fluorescence, Absorptivity, Doppler Effect, Isotropic Media, Laplace Transformation

Scientific paper

Resonance radiative transfer is considered for media expanding
isotropically or plane-parallel with depth independent dimensionless
velocity gradient γ. One-dimensional medium is considered along
with a three-dimensional one.

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