A Modeling of the Super-Eddington Luminosity in Nova Outbursts: V1974 Cygni
arXiv:astro-ph/0510021 · doi:10.1086/498300
Abstract
We have modeled nova light curves exceeding the Eddington luminosity. It has been suggested that a porous structure develops in nova envelopes during the super Eddington phase and the effective opacity is much reduced for such a porous atmosphere. Based on this reduced opacity model, we have calculated envelope structures and light curves of novae. The optically thick wind model is used to simulate nova winds. We find that the photospheric luminosity and the wind mass-loss rate increase inversely proportional to the reducing factor of opacities, but the wind velocity hardly changes. We also reproduce the optical light curve of V1974 Cygni (Nova Cygni 1992) in the super-Eddington phase, which lasts 13 days from the optical peak 1.7 mag above the Eddington luminosity.
8 pages, 4 figures, to appear in ApJL
References in corpus (3)
Cited by in corpus (14)
- New Insights into Classical Novae
- A Universal Decline Law of Classical Novae
- X-ray monitoring of optical novae in M31 from July 2004 to February 2005
- Transient Heavy Element Absorption Systems in Novae: Episodic Mass Ejection from the Secondary Star
- The variability timescales and brightness temperatures of radio flares from stars to supermassive black holes
- Two SMC Symbiotic stars undergoing steady hydrogen burning
- A Universal Decline Law of Classical Novae. III. GQ Mus 1983
- The long-term evolution and appearance of Type Iax postgenitor stars
- A Universal Decline Law of Classical Novae. IV. V838 Her (1991): A Very Massive White Dwarf
- Modeling of the Super-Eddington Phase for Classical Novae: Five IUE Novae
- Prediction of Supersoft X-ray Phase during the 2006 Outburst of RS Ophiuchi
- A Light-Curve Model of the Symbiotic Nova PU Vul (1979) -- A Very Quiet Explosion with Long-Lasted Flat Peak
- -ray Emission from Classical Nova V392 Per: Measurements from Fermi and HAWC
- On the optical counterparts of radio transients and variables