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This study explores clumpy stellar winds in supergiant High-Mass X-ray Binaries (HMXBs) using the CAK model. It bridges detailed theoretical models of inhomogeneous stellar winds in single stars with observational data on donor winds in HMXBs. The CAK model focuses on line radiation scattering and key stellar envelope equations like mass conservation and momentum balance. Results from simulations and modifications show how microclumping affects mass loss rates. The study offers insights into the complex wind structures of supergiant HMXBs like 4U1700-37 and Vela X-1.
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Clumped stellar winds in supergiant HMXBs ArXiv: 1201.1951v1 Oskinova et. al. Reporter: Zhang Zhen 2012.3.13
Outlines • Introduction • The CAK model • Bondi-Hoyle-Lyttleton accretion • Simulations and paradox • Modification and results • Conclusion
Introduction • Theories about clumpy wind • CAK: line scattering 2500km/s • Owocki et al. 1988: numerical simulation Small-amplitude perturbation Highly structured wind • Runacres & Owocki 2002 Evolution of wind structures Inhomogeneous
Introduction • Observations about clumpy wind • Prinja & Massa (2010)
Introduction • Clumpy wind in supergiant HMXBs • van der Meer et al. (2005): 4U1700-37 • SFXT • Furst et al. (2010): Vela X-1
Purpose • Bridge the gap between detailed models of inhomogeneous stellar winds in single stars and the phenomenological description of donor winds in supergiant high-mass X-ray binaries (HMXBs).
CAK • Main idea: scattering of line radiation • Basic equations for the stellar envelope • Mass conservation: • Momentum balance: • Equation of state
About • Castor, 1974, MNRAS, 169, 279
Results • For a class O5
BHL accretion • Reviewed by Edgar (2004) & Negueruela (2009) • Bondi radius: • Accretion rate
HYDRODYNAMICAL SIMULATIONS • Feldmeier et al. (1997a,b): hydrodynamical simulations of the line driven stellar wind
Background • Microclumping: optically thin Leads to smaller mass-loss rate Hillier 1991; Hamann & Koesterke 1998 Bouret et al. (2005) and Fullerton et al. (2006) • Modification: Photo-ionization Absorption
Photo-ionization • Neglecting absorption, the mean primary photon intensity at frequency v at a distance r: • • Photo-ionization parameter:
Calculation • 2_D stochastic wind model: Oskinova et al. (2004) Feldmeier et al. (1997a,b) + Absorption • Notation: 1. spherically symmetric 2. solid angle 3. “balls” & “pancakes” 4. no self-absorption & no re-emission. 5. edge on system