UNIFICATION OF THE NEARBY AND PHOTOMETRIC STELLAR LUMINOSITY FUNCTIONS
arXiv:astro-ph/9506037 · doi:10.1086/176395
Abstract
We introduce a model Galactic field low-mass stellar population that has a proportion of binary systems as observed, with a mass ratio distribution consistent with observational constraints. The model single star and system luminosity function agrees with the nearby and the Malmquist corrected photometric luminosity function, respectively. We tabulate the model luminosity functions in the photometric V-, I- and K-bands, and in bolometric magnitudes. Unresolved binary systems are thus a natural explanation for the difference between the nearby and photometric luminosity functions. A local overdensity of faint stars needs not be postulated to account for the difference, and is very unlikely. We stress that the nearby luminosity function can only be used to weakly constrain the stellar mass function below , because of the small sample size. The photometric luminosity function can only be used to put lower limits on the stellar mass function because most binary systems are not resolved. However, taken together the nearby and photometric stellar luminosity function data do not imply a mass function with a peak at a mass of . Instead, the data are consistent with a power-law mass function between 0.08 and . We urge researchers to only use star count data that are properly corrected for {\it all} contributions to cosmic scatter, photometric uncertainties, and unresolved binaries, and to be aware of the severe limitations of theoretical mass--luminosity relations for low mass stars, when drawing conclusions about structure in the stellar mass function.
19 pages, plain TeX, figures available on request, to appear in Nov.1 issue of Part I of ApJ
References in corpus (2)
Cited by in corpus (30)
- On the variation of the Initial Mass Function
- The Galactic disk mass-budget : I. stellar mass-function and density
- Inverse Dynamical Population Synthesis and Star Formation
- The Initial Mass Function of Low-Mass Stars and Brown Dwarfs in Young Clusters
- The stellar and sub-stellar IMF of simple and composite populations
- The Luminosity Function and Mass Function in the Galactic Bulge
- Star Cluster Evolution, Dynamical Age Estimation and the Kinematical Signature of Star Formation
- Dense Stellar Populations: Initial Conditions
- New neighbours. III. 21 new companions to nearby dwarfs, discovered with adaptive optics
- Observational evidence for a different IMF in the early Galaxy
- Binary Formation Mechanisms: Constraints from the Companion Mass Ratio Distribution
- Large-Scale Model of the Milky Way: Stellar Kinematics and Microlensing Event Timescale Distribution in the Galactic Bulge
- The MACHO Project: Microlensing Detection Efficiency
- Spectroscopic Survey of the Galaxy with Gaia II. The expected science yield from the Radial Velocity Spectrometer
- The influence of multiple stars on the high-mass stellar initial mass function and age-dating of young massive star clusters
- Analysis of a Hubble Space Telescope Search for Red Dwarfs: Limits on Baryonic Matter in the Galactic Halo
- New neighbours: V. 35 DENIS late-M dwarfs between 10 and 30 parsecs
- The stellar Initial Mass Function of the solar neighbourhood revealed by Gaia
- Constraints from Al Measurements on the Galaxy's Recent Global Star Formation Rate and Core Collapse Supernovae Rate
- On Microlensing Event Rates and Optical Depth toward the Galactic Center
- ARE THE NEARBY AND PHOTOMETRIC STELLAR LUMINOSITY FUNCTIONS DIFFERENT?
- Statistical study of a large and cleaned sample of ultraluminous and hyperluminous X-ray sources
- Star Counts and the Warped and Flaring Milky Way Disk
- The Nature of Parallax Microlensing Events Towards the Galactic Bulge
- The initial mass function of stars and the star-formation rates of galaxies
- A modern view of galaxies and their stellar populations
- Escaping stars from young low-N clusters
- Stellar initial mass function in the 100-pc solar neighbourhood
- Galactic Bulge Pixel Lensing Events
- The Stellar Initial Mass Function: Constraints from Young Clusters and Theoretical Perspectives