J/A+A/608/A100       CMD and mass distribution of Ba stars      (Escorza+, 2017)
Hertzsprung-Russell diagram and mass distribution of barium stars.
    Escorza A., Boffin H.M.J., Jorissen A., Van Eck S., Siess L.,
    Van Winckel H., Karinkuzhi D., Shetye S., Pourbaix D.
    <Astron. Astrophys. 608, A100 (2017)>
    =2017A&A...608A.100E 2017A&A...608A.100E        (SIMBAD/NED BibCode)
ADC_Keywords: Stars, barium; Stars, giant; HR diagrams; Stars, masses
Keywords: Binaries: general - stars: late-type - stars: chemically peculiar
Abstract:
    With the availability of parallaxes provided by the Tycho-Gaia
    Astrometric Solution, it is possible to construct the
    Hertzsprung-Russell diagram (HRD) of barium and related stars with
    unprecedented accuracy. A direct result from the derived HRD is that
    subgiant CH stars occupy the same region as barium dwarfs, contrary to
    what their designations imply. By comparing the position of barium
    stars in the HRD with STAREVOL evolutionary tracks, it is possible to
    evaluate their masses, provided the metallicity is known. We used an
    average metallicity [Fe/H]=-0.25 and derived the mass distribution
    of barium giants. The distribution peaks around 2.5M☉, with a tail
    at higher masses up to 4.5M☉. This peak is seen as well in the
    mass distribution of a sample of normal K and M giants used for
    comparison and is associated with stars located in the red clump. When
    we compare these mass distributions, we see a deficit of low-mass
    (1-2M☉) barium giants. This is probably because low-mass stars
    reach large radii at the tip of the red giant branch, which may have
    resulted in an early binary interaction. Among barium giants, the
    high-mass tail is however dominated by stars with a barium index
    (based on a visual inspection of the barium spectral line) less than
    unity, i.e., with a very moderate barium line strength. We believe
    that these stars are not genuine barium giants, but rather bright
    giants (or supergiants) where the barium lines are strengthened
    because of a positive luminosity effect. Moreover, contrary to
    previous claims, we do not see differences between the mass
    distributions of mild and strong barium giants.
Description:
    This catalogue contains the effective temperatures and luminosities
    obtained for a sample of barium and related stars by an SED fitting
    method and using MARCS models with three different metallicities.
File Summary:
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 FileName      Lrecl  Records   Explanations
--------------------------------------------------------------------------------
ReadMe            80        .   This file
tablea1.dat      262      437   Effective temperatures and luminosities obtained
                                 for a sample of barium and related stars
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See also:
          I/239    : The Hipparcos and Tycho Catalogues (ESA 1997)
          I/337    : Gaia DR1 (Gaia Collaboration, 2016)
  J/A+A/326/722    : HIPPARCOS Ba stars (Mennessier+ 1997)
  J/A+A/372/245    : Infrared properties of barium stars (Chen+, 2001)
  J/A+A/454/895    : Abundances of 26 barium stars. I. (Allen+, 2006)
  J/A+A/454/917    : Abundances of 26 barium stars. II. (Allen+, 2006)
  J/A+A/525/A63    : Abundances in Ba stars (Allen+, 2011)
  J/AZh/79/909     : Chemical abundances in barium stars (Boyarchuk+, 2002)
  J/AZh/80/704     : Studies of classical barium stars (Antipova+, 2003)
  J/MNRAS/459/4299 : Barium stars abundances and kinematics (de Castro+, 2016)
Byte-by-byte Description of file: tablea1.dat
--------------------------------------------------------------------------------
   Bytes Format Units   Label     Explanations
--------------------------------------------------------------------------------
   1- 14  A14   ---     Name      Name of the star
  16- 27  F12.8 deg     RAdeg     Right ascension (J2000)
  29- 40  F12.8 deg     DEdeg     Declination (J2000)
  42- 46  A5    ---     Type      Star type
  48- 55  F8.2  d       Per       ? Orbital period (1)
  57- 61  F5.3  ---     e         ? Orbital eccentricity (1)
  63- 67  F5.2  [Sun]   [Fe/H]    ? Metallicity with respect to solar
  69- 90  A22   ---   r_[Fe/H]    Reference for [Fe/H] (2)
  92- 96  F5.1  mas     plx       Parallax
  98-100  F3.1  mas   e_plx       Error on the parallax
 102-130  A29   ---   r_plx       Reference for the parallax (3)
 132-135  I4    K     b_T(0.0)    Lower limit of Teff for grid with [Fe/H]=0.0
 137-140  I4    K       T(0.0)    Effective temperature for grid with [Fe/H]=0.0
 142-145  I4    K     B_T(0.0)    Upper limit of Teff for grid with [Fe/H]=0.0
 147-154  F8.3  Lsun  b_L(0.0)    Lower limit of luminosity for grid
                                   with [Fe/H]=0.0
 156-164  F9.3  Lsun    L(0.0)    Luminosity for grid with [Fe/H]=0.0
 166-174  F9.3  Lsun  B_L(0.0)    Upper limit of luminosity for grid
                                   with [Fe/H]=0.0
 176-179  I4    K     b_T(-0.25)  Lower limit of Teff for grid with [Fe/H]=-0.25
 181-184  I4    K       T(-0.25)  Effective temperature for grid
                                   with [Fe/H]=-0.25
 186-189  I4    K     B_T(-0.25)  Upper limit of Teff for grid with [Fe/H]=-0.25
 191-198  F8.3  Lsun  b_L(-0.25)  Lower limit of luminosity for grid
                                   with [Fe/H]=-0.25
 200-208  F9.3  Lsun    L(-0.25)  Luminosity for grid with [Fe/H]=-0.25
 210-218  F9.3  Lsun  B_L(-0.25)  Upper limit of luminosity for grid
                                   with [Fe/H]=-0.25
 220-223  I4    K     b_T(-0.5)   Lower limit of Teff for grid with [Fe/H]=-0.5
 225-228  I4    K       T(-0.5)   Effective temperature for grid
                                   with [Fe/H]=-0.5
 230-233  I4    K     B_T(-0.5)   Upper limit of Teff for grid with [Fe/H]=-0.5
 235-242  F8.3  Lsun  b_L(-0.5)   Lower limit of luminosity for grid
                                   with [Fe/H]=-0.5
 244-252  F9.3  Lsun    L(-0.5)   Luminosity for grid with [Fe/H]=-0.5
 254-262  F9.3  Lsun  B_L(-0.5)   Upper limit of luminosity for grid
                                   with [Fe/H]=-0.5
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Note (1): Orbital periods and eccentricities are determined by Jorissen et al.
 (1998A&A...332..877J 1998A&A...332..877J) and Jorissen et al. (2017, in preparation) for the giants
  and by Escorza et al. (2017, in preparation) for the main sequence
  and subgiant stars.
Note (2): Karinkuzhi for Karinkuzhi et al. (2017, in prep).
Note (3): References as follows:
  Hipparcos (ESA, 1997) = HIP, 1997HIP...C......0E 1997HIP...C......0E, Cat. I/239
  Pourbaix & Jorissen (2000) = Pourbaix & Jorissen, 2000A&AS..145..161P 2000A&AS..145..161P
  TGAS (Lindegren et al., 2016) = TGAS, 2016A&A...595A...1G 2016A&A...595A...1G, Cat. I/337
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Acknowledgements:
    Ana Escorza, ana.escorza(at)kuleuven.be
(End)      Ana Escorza [KU Leuven], Patricia Vannier [CDS]           04-Oct-2017