Book contents
- Frontmatter
- Contents
- Group photograph
- List of participants
- Preface
- Reviews
- 1 Equations of state in stellar structure and evolution
- 2 Equation of state of stellar plasmas
- 3 Statistical mechanics of quantum plasmas. Path integral formalism
- 4 Onsager-molecule approach to screening potentials in strongly coupled plasmas
- 5 Astrophysical consequences of the screening of nuclear reactions
- 6 Crystallization of dense binary ionic mixtures. Application to white dwarf cooling theory
- 7 Non crystallized regions of White dwarfs. Thermodynamics. Opacity. Turbulent convection
- 8 White dwarf crystallization
- 9 Gravitational collapse versus thermonuclear explosion of degenerate stellar cores
- 10 Neutron star crusts with magnetic fields
- 11 High pressure experiments for astrophysics
- 12 Equation of state of dense hydrogen and the plasma phase transition; A microscopic calculational model for complex fluids
- 13 The equation of state of fluid hydrogen at high density
- 14 A comparative study of hydrogen equations of state
- 15 Strongly coupled ionic mixtures and the H/He equation of state
- 16 White dwarf seismology: Influence of the constitutive physics on the period spectra
- 17 Helioseismology: the Sun as a strongly-constrained, weakly-coupled plasma
- 18 Transport processes in dense stellar plasmas
- 19 Cataclysmic variables: structure and evolution
- 20 Giant planet, brown dwarf, and low-mass star interiors
- 21 Searches for brown dwarfs
- 22 Jovian seismology
- Observational projects
- Posters
2 - Equation of state of stellar plasmas
from Reviews
Published online by Cambridge University Press: 07 September 2010
- Frontmatter
- Contents
- Group photograph
- List of participants
- Preface
- Reviews
- 1 Equations of state in stellar structure and evolution
- 2 Equation of state of stellar plasmas
- 3 Statistical mechanics of quantum plasmas. Path integral formalism
- 4 Onsager-molecule approach to screening potentials in strongly coupled plasmas
- 5 Astrophysical consequences of the screening of nuclear reactions
- 6 Crystallization of dense binary ionic mixtures. Application to white dwarf cooling theory
- 7 Non crystallized regions of White dwarfs. Thermodynamics. Opacity. Turbulent convection
- 8 White dwarf crystallization
- 9 Gravitational collapse versus thermonuclear explosion of degenerate stellar cores
- 10 Neutron star crusts with magnetic fields
- 11 High pressure experiments for astrophysics
- 12 Equation of state of dense hydrogen and the plasma phase transition; A microscopic calculational model for complex fluids
- 13 The equation of state of fluid hydrogen at high density
- 14 A comparative study of hydrogen equations of state
- 15 Strongly coupled ionic mixtures and the H/He equation of state
- 16 White dwarf seismology: Influence of the constitutive physics on the period spectra
- 17 Helioseismology: the Sun as a strongly-constrained, weakly-coupled plasma
- 18 Transport processes in dense stellar plasmas
- 19 Cataclysmic variables: structure and evolution
- 20 Giant planet, brown dwarf, and low-mass star interiors
- 21 Searches for brown dwarfs
- 22 Jovian seismology
- Observational projects
- Posters
Summary
Abstract
The equation of state (EOS) of astrophysical plasmas is, for a wide range of stars, nearly ideal; with only small non-ideal Coulomb corrections. Calculating the EOS of an ionizing plasma from a ground state ion, ideal gas model is easy, whereas, fundamental methods to include the small Coulomb corrections are difficult. Attempts to include excited bound states are also complicated by plasma screening and microfield phenomena that weaken and broaden these states. Nevertheless, the high quality of current observational data, particularly seismic, dictates that the best possible models should be used. The present article discusses these issues and describes how they are resolved by fundamental many-body quantum statistical methods. Particular emphasis is placed on the activity expansion method that is the basis of the OPAL opacity code. Some comparisons with standard methods are given.
Abstract
L'equation d'etat des plasmas astrophysiques est, pour un large domaine d'etoiles, pratiquement ideale; avec de petites corrections coulombiennes. Calculer l'equation d'etat d'un plasma ionise a partir d'un modele de gaz ideal d'ions dans leur etat fondamental est facile, alors que les methodes fondamentales pour inclure les petites corrections coulombiennes sont difficiles. Des tentatives pour inclure des etats lies excites sont aussi rendues difficiles par les effets d'ecran et le phenomene de microchamp qui affaiblissent et elargissent ces etats. Neanmoins, la haute qualite des observations actuelles, en particulier en sismologie, impose l'utilisation des tous meilleurs modeles.
- Type
- Chapter
- Information
- The Equation of State in AstrophysicsIAU Colloquium 147, pp. 16 - 42Publisher: Cambridge University PressPrint publication year: 1994
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