A Practical Introduction to Stellar Nonradial Oscillations (i) - PowerPoint PPT Presentation

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A Practical Introduction to Stellar Nonradial Oscillations (i)

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A Practical Introduction to Stellar Nonradial Oscillations (i) Rich Townsend University of Delaware ESO Chile November 2006 TexPoint fonts used in EMF. – PowerPoint PPT presentation

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Title: A Practical Introduction to Stellar Nonradial Oscillations (i)


1
A Practical Introduction to Stellar Nonradial
Oscillations (i)
  • Rich Townsend
  • University of Delaware

ESO Chile ? November 2006
TexPoint fonts used in EMF. Read the TexPoint
manual before you delete this box. AAAA
2
Overview
  • Historical Perspective
  • Radial pulsators
  • Nonradial pulsators
  • Waves in stars
  • Global oscillations
  • Surface variations
  • Rotation effects
  • Driving mechanisms

3
p-mode Surface Variations
4
g-mode Surface Variations
5
p modes vs. g modes
6
Carnot Cycle
7
Excitation Mechanisms
  • Add heat when temperature is high
  • Remove heat when temperature is low
  • Mechanisms
  • ? opacity
  • e nuclear energy
  • d superadiabatic stratification
  • ? ionization

8
OPAL / OP Opacities
9
5 M model
10
WN model
11
Brown Dwarf model
12
Asteroseismology
  • Compare observations against models
  • Frequencies
  • Multi-color light curve
  • Amplitudes
  • Phases
  • Spectroscopy
  • Line-profile variations
  • Mean profiles

13
Frequencies
14
Photometric Amplitudes
15
Line-Profile Variations
16
lpv Time-Series
17
Modeling
  • Photometric
  • Semi-analytical
  • Spectroscopic
  • Semi-analytical
  • Moments
  • TVS
  • Numerical
  • BRUCE/KYLIE
  • PULSTAR

18
Photometric Modeling
  • Stamford Watson (1981)
  • Semi-analytical formula for flux changes

19
Photometry of SPB stars
20
Spectroscopic Modeling
  • Represent stellar surface with mesh
  • Perturb mesh with pulsation(s)
  • Rasterize mesh
  • Synthesize spectra for each pixel
  • Combine spectra

21
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23
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24
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25
Spectral Synthesis
  • For each pixel
  • Teff
  • log g
  • V
  • ?
  • Interpolate spectrum in intensity grid

26
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27
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28
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30
Pulsation Rotation
  • Coriolis force becomes significant when ?/? gt 0.5
  • Pulsation confined within equatorial waveguide
  • New formula
  • Townsend (2003)
  • Extends Dziembowski (1977)
  • Low-frequency (SPBs)

31
Effects of Rotation
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