The orbits of subdwarf B + main-sequence binaries. I: The sdB+G0 system PG 1104+243
J. Vos, R.H. \"Ostensen, P. Degroote, K. De Smedt, E.M. Green, U., Heber, H. Van Winckel, B. Acke, S. Bloemen, P. De Cat, K. Exter, P. Lampens,, R. Lombaert, T. Masseron, J. Menu, P. Neyskens, G. Raskin, K. Smolders, A., Tkachenko, E. Ringat, T. Rauch

TL;DR
This study characterizes the long-period sdB+G0 binary PG 1104+243, providing detailed physical parameters of both stars, confirming formation via stable Roche-lobe overflow, and demonstrating the use of gravitational redshift for surface gravity measurement.
Contribution
First detailed physical parameter determination of a long-period sdB+MS binary, confirming formation through stable Roche-lobe overflow and utilizing gravitational redshift for surface gravity measurement.
Findings
Orbital period of 753 days and mass ratio of 0.637.
sdB star has Teff = 33500 K and logg = 5.84.
G-type companion has Teff = 5930 K and logg = 4.29.
Abstract
The predicted orbital period histogram of an sdB population is bimodal with a peak at short (< 10 days) and long (> 250 days) periods. Observationally, there are many short-period sdB systems known, but only very few long-period sdB binaries are identified. As these predictions are based on poorly understood binary interaction processes, it is of prime importance to confront the predictions to observational data. In this contribution we aim to determine the absolute dimensions of the long-period sdB+MS binary system PG1104+243. High-resolution spectroscopy time-series were obtained with HERMES at the Mercator telescope at La Palma, and analyzed to obtain radial velocities of both components. Photometry from the literature was used to construct the spectral energy distribution (SED) of the binary. Atmosphere models were used to fit this SED and determine the surface gravity and…
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.
