Dynamically inflated wind models of classical Wolf-Rayet stars
L. G. Poniatowski, J. O. Sundqvist, N. D. Kee, S. P. Owocki, P., Marchant, L. Decin, A. de Koter, L. Mahy, H. Sana

TL;DR
This paper develops time-dependent and steady-state hydrodynamical models for Wolf-Rayet star winds, revealing complex velocity structures and explaining observed stellar radii discrepancies without extra energy transport assumptions.
Contribution
It introduces a novel dynamic modeling approach for WR winds, showing the importance of non-monotonic velocity structures and providing a natural explanation for radius mismatches.
Findings
High mass-loss rates originate in deep, hot layers.
Velocity structure includes acceleration, stagnation, and re-acceleration phases.
Dynamic models align with observed wind properties and explain radius discrepancies.
Abstract
Vigorous mass loss in the classical Wolf-Rayet (WR) phase is important for the late evolution and final fate of massive stars. We develop spherically symmetric time-dependent and steady-state hydrodynamical models of the radiation-driven wind outflows and associated mass loss from classical WR stars. The simulations are based on combining the opacities typically used in static stellar structure and evolution models with a simple parametrised form for the enhanced line-opacity expected within a supersonic outflow. Our simulations reveal high mass-loss rates initiated in deep and hot optically thick layers around T\approx 200kK. The resulting velocity structure is non-monotonic and can be separated into three phases: i) an initial acceleration to supersonic speeds ii) stagnation and even deceleration, and iii) an outer region of rapid re-acceleration. The characteristic structures seen in…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
