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STELLAR ATMOSPHERES

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Physical description of gas with depth: example, T = T(t) Radiation field as a function of frequency and depth to make sure energy flow is ... – PowerPoint PPT presentation

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Title: STELLAR ATMOSPHERES


1
STELLAR ATMOSPHERES
  • Introduction Syllabus Light and MatterSample
    Atmosphere

2
Introductions and Syllabus
  • Available on-line at class web sitehttp//www.cha
    ra.gsu.edu/gies/ASTR8000/
  • TextsGray Stellar Photospheres (older editions
    OK)Mihalas Stellar Atmospheres (out of
    print)Mihalas2 Radiation Hydro (21)Collins
    Fundamentals available on-line
    athttp//ads.harvard.edu/books/1989fsa..book/Boh
    m-Vitense Stellar Astrophysics Vol. 2

3
Rutten (Utrecht) Notes On-line
  • Radiative Transfer in Stellar Atmosphereshttp//w
    ww.astro.uu.nl/rutten/Lecture_notes.html
  • Good set of notes that emphasizes the physical
    aspects (versus the observational emphasis in
    Gray)
  • We will use these notes frequently

4
Two Courses
  • Astr 8000 Stellar Atmospheresbasics, building
    model atmospheres, resulting continuous spectra,
    use to determine properties of starsGray
    Chapters 1 10
  • Astr 8600 Stellar Spectroscopydetailed look at
    the line spectra of stars (bound-bound
    transitions), applications Gray Chapters 11 18

5
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6
Introduction
  • Understand stars from spectra formed in outer
    1000 km of radius
  • Use laws of physics to develop a layer by layer
    description of T temperatureP pressure andn
    densitythat leads to spectra consistent with
    observations

7
First Approximation
  • Stellar spectra are similar to a Planck black
    body function characterized by T
  • Actually assign an effective temperature to stars
    such that the integrated energy flux from the
    star that from a Planck curve
  • How good is this approximation? Depends on the
    type of star

8
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11
Two Parts to the Problem
Radiation field as a function of frequency and
depth to make sure energy flow is conserved
Physical description of gas with depth example,
T T(t)
12
Parameters
  • Teff Effective temperature defined by
    integrated luminosity and radius (K)
  • log g logarithm (base 10) of the surface
    gravitational acceleration (c.g.s.)
  • Chemical abundance of the gas
  • Turbulence of the gas
  • Magnetism, surface features, extended
    atmospheres, and other complicationsAll
    potentially derivable from spectra

13
Key Example Robert Kurucz and ATLAS
  • Kurucz, R. L. 1979, ApJS, 40, 1(http//kurucz.har
    vard.edu/)
  • Plane parallel, LTE, line-blanketed models
  • Current version ATLAS12 runs in Linux
  • Units c.g.s. and logarithms for most
  • Example Sun

14
geometric depth
optical depth
density
682 km
15
30000 10000 6000 4286
3333 Ã…
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17
Comparison with Vega (A0 V) Flux
18
Comparison with Vega (A0 V) Lines
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