EVOLUTION OF THE STARS AND GAS IN GALAXIES.

By B. Tinsley. 2022

284 citations recorded by the source corpus.

Essentially everything of astronomical interest is either part of a galaxy, or from a galaxy, or otherwise relevant to the origin or evolution of galaxies. Diverse examples are that the isotropic composition of meteorites provides clues to the history of star formation billions of years ago, and cosmological tests for the deceleration of the Universe are strongly affected by changes in the luminosities of galaxies during the lookback time sampled. The aim of this article is to review some of the vital connections that galaxy evolution makes among many astronomical phenomena. The evolution of galaxies can be broadly divided into three areas: dynamical evolution, chemical evolution, and the evolution of photometric properties. Chemical and photometric evolution are the main topics of this review, and dynamical processes will be considered only where they directly affect the others. The article is intended to be self-contained for readers with a general knowledge of astronomy and astrophysics but with no special expertise on galaxies. Because the background and literature relevant to the evolution of stars and gas in galaxies are so extensive, complete coverage cannot be attempted. Instead, comprehensive reviews and recent papers are emphasized in the references; these include detailed works in closely related fields, such as galaxy formation and nucleosynthesis, that are treated very briefly here. The history of the subject has been discussed in several recent reviews (e.g. Sandage et al. 1975; Spinrad & Peimbert 1975; Trimble 1975; van den Bergh 1975), so here the emphasis will be on current ideas.

Subfields: Astronomy and Astrophysics, Computational Mechanics, Instrumentation

View Paper: https://www.semanticscholar.org/paper/ba1afc508db8c6c675a2f0f696c2993ea6e8d194

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In Astronomy and Astrophysics

  1. L. Hernquist
  2. P. Hopkins
  3. C. Conroy
  4. M. Cappellari
  5. R. Dav'e
  6. R. Somerville
  7. Volker Springel
  8. Thomas J. Cox

In Computational Mechanics

  1. L. Hernquist
  2. M. Vogelsberger
  3. D. Sijacki
  4. P. Torrey
  5. Shy Genel
  6. D. Nelson
  7. A. Pillepich
  8. R. Somerville

In Instrumentation

  1. M. Cappellari
  2. C. Conroy
  3. L. Hernquist
  4. P. Hopkins
  5. R. Somerville
  6. R. Dav'e
  7. Thomas J. Cox
  8. Volker Springel

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