Mathematical Problems Of Radiative Equilibrium
by Eberhard Hopf
Publisher: Cambridge University Press 1934
Number of pages: 123
Description:
Schwarzschild's classical work on absorption and diffusion in the sun's atmosphere, and the continuation of these investigations through A. Eddington, J.H. Jeans, R.A. Milne and others, have rendered the theory of radiative equilibrium a definite chapter of mathematical astrophysics. Besides the known results (theory of Milne's standard model, infinitely deep slab with no radiation incident on its surface) the reader will also find more or less detailed discussions of other models.
Download or read it online for free here:
Download link
(multiple formats)
Similar books

by A. De Rujula - arXiv
The author reviews the subjects of non-solar cosmic rays and long-duration gamma-ray bursts. This is a version of an introductory talk to high-energy physicists. Nothing besides the standard model is required to understand CRs of any energy.
(13090 views)

by Las Bergstrom - arXiv
These notes are of introductory nature and suitable for graduate students and postdocs wanting to learn the basics of astroparticle physics and cosmology, with a focus on the question of the nature and detection methods of particle dark matter.
(13299 views)

by Boris Pioline - arXiv
In these lecture notes, the author reviews some recent developments on the relation between the macroscopic entropy of four-dimensional BPS black holes and the microscopic counting of states, beyond the thermodynamical, large charge limit.
(12331 views)

by Dany Page, et al. - arXiv
Neutron stars provide a fertile environment for exploring superfluidity. It is not surprising that Cooper pairing occurs in dense matter since nucleon pairing is observed in nuclei as energy differences between even-even and odd-even nuclei.
(11204 views)