arXiv · 1708.00473
$Ω$-Slow Solutions and Be Star Disks
Abstract
As the disk formation mechanism(s) in Be stars is(are) as yet unknown, we investigate the role of rapidly rotating radiation-driven winds in this process. We implemented the effects of high stellar rotation on m-CAK models accounting for: the shape of the star, the oblate finite disk correction factor, and gravity darkening. For a fast rotating star, we obtain a two-component wind model, i.e., a fast, thin wind in the polar latitudes and an $Ω$-slow, dense wind in the equatorial regions. We use the equatorial mass densities to explore H$α$ emission profiles for the following scenarios: 1) a spherically symmetric star, 2) an oblate shaped star with constant temperature, and 3) an oblate star with gravity darkening. One result of this work is that we have developed a novel method for solving the gravity darkened, oblated m-CAK equation of motion. Furthermore, from our modeling we find a) the oblate finite disk correction factor, for the scenario considering the gravity darkening, can vary by at least a factor of two between the equatorial and polar directions, influencing the velocity profile and mass-loss rate accordingly, b) the H$α$ profiles predicted by our model are in agreement with those predicted by a standard power-law model for following values of the line-force parameters: $1.5 \lesssim k \lesssim 3$, $ \, α\sim 0.6$ and $\, δ\gtrsim 0.1$, and c) the contribution of the fast wind component to the H$α$ emission line profile is negligible; therefore, the line profiles arise mainly from the equatorial disks of Be stars.
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I. Araya, C. E. Jones, M. Curé, J. Silaj, L. Cidale, A. Granada, A. Jiménez. 2017-08-01. $Ω$-Slow Solutions and Be Star Disks. https://doi.org/10.3847/1538-4357%2Faa835e
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