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Stellar Winds and X-ray Emission: Theoretical Models and Laboratory Astrophysics Research

Explore massive star winds and X-ray emission using theoretical models and laboratory astrophysics. Investigate clumping effects on X-ray line profiles and analyze data for stellar wind properties. Discuss Chandra spectra trends in massive stars and laboratory experiments. Engage in theoretical modeling and spectroscopy to diagnose plasma temperature and kinematics. Join cutting-edge research in astrophysics projects for the upcoming years.

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Stellar Winds and X-ray Emission: Theoretical Models and Laboratory Astrophysics Research

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  1. Astrophysics Research Projects: massive star winds, x-ray emission, theoretical models, spectroscopy, laboratory plasma astrophysics David Cohen on leave 2007-08…but projects for the next few years

  2. The most massive, luminous stars in the galaxy… eta Carina …have powerful radiation-driven stellar winds.

  3. The Chandra X-ray Observatory (artist’s conception)

  4. brightness blue red wavelength Contours of constant optical depth (observer is on the left) Model of wind x-ray emission and absorption (visualization: left; resultant X-ray emission line profile: right; data: inset)

  5. t=1,2,8 The basic wind-profile model Ro=1.5 Ro=3 j ~ 2 for r/R* > Ro, = 0 otherwise Ro=10 key parameters: Ro &t* • Adjust the model parameters • Fit the data • Derive the physical properties of the wind from the x-ray line profiles

  6. zPup: Fe XVII line at 15.014 Å - Chandra *= 2.0Ro = 1.5 Major science result: less absorption than expected - stellar wind mass-loss rates have been overestimated (Roban Kramer, ‘03); Kramer, Cohen, & Owocki, Ap.J., 592, 532; Cohen et al., MNRAS, 368, 1905.

  7. Could clumping in the stellar wind play a role? We’ve been making theoretical models of wind clumping and analyzing its effect on x-ray line profiles. Owocki & Cohen, Ap.J., 648, 565

  8. h = (L3/ℓ2) = ℓ/f where h, the ‘porosity length’ is the key parameter; ℓ is the clump size and f is the volume fraction filled by clumps

  9. h = h’r h’ = 0.5 h = (L3/ℓ2) = ℓ/f h’ = 1.0 h’ = 2.0 Models in the same row have the same effect on x-ray line profiles.

  10. Models on the same diagonal have the same effect on other mass-loss diagnostics. h = (L3/ℓ2) = ℓ/f f = 0.2 f = 0.05 f = 0.1

  11. Chandra spectra of massive stars: survey of trends 1 Ori C z Pup 1 Ori C: hotter plasma, narrower emission lines zPup (O4 I): cooler plasma, broad emission lines Cohen, IAU Symposium 250, Cambridge Univ. Press, 2008

  12. 1 Ori C z Pup H-like/He-like ratio is temperature sensitive Mg XII Mg XI Si XIV Si XIII

  13. 1 Ori C z Pup The young O star – 1 Ori C – is hotter Mg XII Mg XI Si XIV Si XIII

  14. Laboratory Astrophysics

  15. Creating an X-ray photoionized nebula in the laboratory: Imploding wire array experiments on the Z-machine at Sandia National Laboratory Mike Rosenberg’s (‘08) honors thesis

  16. Swarthmore Spheromak Experiment: magnetic reconnection in solar and space plasmas Using x-ray and UV spectroscopy to diagnose the plasma temperature and kinematics

  17. Vernon Chaplin’s (‘07) honors thesis…and Physics of Plasmas paper.

  18. We calculate model UV/x-ray spectra and compare them to the data collected with various spectrometers in the SSX lab

  19. Theoretical modeling: computers, white board Data (mostly high-energy spectroscopy): from space; from the SSX lab (and the Z-machine at Sandia) By next year… optical spectroscopy with our new 24-inch telescope on the roof of the Science Center

  20. This could be you in summer 2009…but maybe without the flannel shirt.

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