Stellar envelope inflation near the Eddington limit. Implications for the radii of Wolf-Rayet stars and luminous blue variables
G. Gr\"afener, S. P. Owocki, J. S. Vink

TL;DR
This study investigates how envelope inflation near the Eddington limit affects the radii of Wolf-Rayet stars and luminous blue variables, using models and a new formalism that accounts for clumping and material properties.
Contribution
It introduces a new analytic formalism and numerical models that explain observed stellar radii and instabilities, incorporating effects of clumping and the Fe-opacity peak topology.
Findings
Clumping explains the large observed WR radii.
A dimensionless parameter W governs envelope inflation and stability.
Inflation impacts stellar temperatures and pre-supernova evolution.
Abstract
(shortened) It has been proposed that the envelopes of luminous stars may be subject to substantial radius inflation. The inflation effect has been discussed in relation to the radius problem of WR stars, but has yet failed to explain the large observed radii of Galactic WR stars. We wish to obtain a physical perspective of the inflation effect, and study the consequences for the radii of WR stars, and LBVs. For WR stars the observed radii are up to an order of magnitude larger than predicted by theory, whilst S Doradus-type LBVs are subject to humongous radius variations, which remain as yet ill-explained. We use a dual approach to investigate the envelope inflation, based on numerical models for stars near the Eddington limit, and a new analytic formalism to describe the effect. An additional new aspect is that we take the effect of density inhomogeneities (clumping) within the outer…
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Taxonomy
TopicsStellar, planetary, and galactic studies · Gamma-ray bursts and supernovae · Astrophysics and Star Formation Studies
