Population effects on the Red Giant Clump absolute magnitude, and distance determinations to nearby galaxies
Preprint
- 10 October 2000
Abstract
(Abridged) The red giant clump has been recently argued to be a reliable distance indicator for the galaxies in the Local Group. We re-address the problem of the systematic magnitude differences (DeltaM_I) between the local clump revealed by Hipparcos, and the clump stars observed in distant galaxies. First, we present tables and equations with the theoretically-predicted clump M_I as a function of age and metallicity, that allow the computation of DeltaM_I for any given galaxy model. We then explain in some detail what determines the distribution of masses, ages, and metallicities of clump stars in a galaxy. We point out that in galaxies with recent/ongoing star formation, the age distribution of clump stars is strongly biased toward younger (1-3 Gyr) ages, and hence toward higher metallicities. Obviously, this does not happen in galaxies with predominantly old stellar populations. We construct a model for the local clump that is shown to produce distributions of metallicities, colours, and magnitudes, similar to those derived from spectroscopic and Hipparcos data. Bulge, Magellanic Clouds, and Carina dSph models are used to analyse the values of DeltaM_I for these systems. We show how the clump-RR Lyrae data is well reproduced by the models. However, despite this, the models indicate that the linear DeltaM_I vs. [Fe/H] relations that have been derived from the data are not general. Finally, we provide revised clump distances to the Bulge, Magellanic Clouds, and Carina dSph. The largest DeltaM_I values are found for the Magellanic Clouds and Carina dSph, which turn out to be located at distance moduli 0.2-0.3 mag longer than indicated by works which ignore population effects. The Galactic Bulge, instead, may be slightly closer (0.1 mag) than indicated by previous works based on the red clump.Keywords
All Related Versions
This publication has 0 references indexed in Scilit: