1999A&A...348L..33G


Query : 1999A&A...348L..33G

1999A&A...348L..33G - Astronomy and Astrophysics, volume 348, L33-36 (1999/8-2)

The absolute magnitudes of RR Lyrae stars from HIPPARCOS parallaxes.

GROENEWEGEN M.A.T. and SALARIS M.

Abstract (from CDS):

Using the method of ``reduced parallaxes'' for the Halo RR Lyrae stars in the hipparcos catalogue we derive a zero point of 0.77±0.26mag for an assumed slope of 0.18 in the MV-[Fe/H] relation. This is 0.28magnitude brighter than the value Fernley et al. (1998A&A...330..515F) derived by employing the method of statistical parallax for the identical sample and using the same slope. We point out that a similar difference exists between the ``reduced parallaxes'' method and the statistical parallax method for the Cepheids in the hipparcos catalogue. We also determine the zero point for the MK-log P0 relation, and obtain a value of -1.16±0.27mag (for a slope of -2.33). The distance moduli to the hipparcos RR Lyrae stars derived from the two relations agree well. The derived distance scale is in good agreement with the results from the Main Sequence fitting distances of Galactic globular clusters and with the results of theoretical Horizontal Branch models, and implies a distance modulus to the LMC of 18.61±0.28mag.

Abstract Copyright:

Journal keyword(s): stars: variables: RR Lyr - stars: distances - galaxies: Magellanic Clouds

Simbad objects: 8

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Number of rows : 8
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2024
#notes
1 NGC 1466 GlC 03 44 32.71 -71 40 18.0   11.6 11.59     ~ 162 0
2 NAME Ret GlC 04 36 10.15 -58 51 34.8   14.00 14.25 13.50   ~ 163 1
3 NGC 1841 GlC 04 45 24.38 -83 59 53.3   12.23 11.43     ~ 182 0
4 NGC 1786 Cl* 04 59 07.470 -67 44 45.44   10.1       ~ 146 0
5 NGC 1835 Cl* 05 05 09.210 -69 24 20.96   11.314 10.596     ~ 166 0
6 NAME LMC G 05 23 34.6 -69 45 22     0.4     ~ 17420 0
7 NGC 2210 GlC 06 11 31.296 -69 07 17.04   10.9 10.94     ~ 187 0
8 NGC 2257 Cl* 06 30 12.62 -64 19 40.0   13.24 12.62     ~ 216 0

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