Spectroscopic analysis of DA white dwarfs with 3D model atmospheres

TL;DR

This paper introduces a new grid of 3D model atmospheres for DA white dwarfs, improving the accuracy of spectroscopic parameters and resolving previous issues caused by 1D models.

Contribution

The authors develop and provide the first grid of <3D> spectra for DA white dwarfs using CO5BOLD simulations, enhancing the precision of atmospheric parameter determination.

Findings

<3D> spectra eliminate the high-log g problem.

Derived white dwarf masses align better with stellar evolution models.

3D models improve agreement with independent measurements.

Abstract

We present the first grid of mean three-dimensional (3D) spectra for pure-hydrogen (DA) white dwarfs based on 3D model atmospheres. We use CO5BOLD radiation-hydrodynamics 3D simulations instead of the mixing-length theory for the treatment of convection. The simulations cover the effective temperature range of 6000 < Teff (K) < 15,000 and the surface gravity range of 7 < log g < 9 where the large majority of DAs with a convective atmosphere are located. We rely on horizontally averaged 3D structures (over constant Rosseland optical depth) to compute <3D> spectra. It is demonstrated that our <3D> spectra can be smoothly connected to their 1D counterparts at higher and lower Teff where the 3D effects are small. Analytical functions are provided in order to convert spectroscopically determined 1D effective temperatures and surface gravities to 3D atmospheric parameters. We apply our improved models to well studied spectroscopic data sets from the Sloan Digital Sky Survey and the White Dwarf Catalog. We confirm that the so-called high-log g problem is not present when employing <3D> spectra and that the issue was caused by inaccuracies in the 1D mixing-length approach. The white dwarfs with a radiative and a convective atmosphere have derived mean masses that are the same within ~0.01 Msun, in much better agreement with our understanding of stellar evolution. Furthermore, the 3D atmospheric parameters are in better agreement with independent Teff and log g values from photometric and parallax measurements.