Extended distribution functions for our Galaxy
Jason L. Sanders, James Binney

TL;DR
This paper develops extended distribution functions incorporating metallicity and phase space diffusion to model the Galaxy's structure, enabling realistic mock catalogues and better data fitting.
Contribution
It introduces a new class of extended distribution functions that include metallicity dependence and radial migration, improving galaxy modeling accuracy.
Findings
Good fit to Geneva-Copenhagen Survey data after accounting for selection bias
Predicted kinematics of SEGUE G-dwarf sample match observations
Model underestimates intermediate metallicity stars and lacks chemical-kinematic correlations in the thick disc
Abstract
We extend models of our Galaxy based on distribution functions (DFs) that are analytic functions of the action integrals to extended distribution functions (EDFs), which have an analytic dependence on metallicity as well. We use a simple, but physically-motivated, functional forms for the metallicity of the interstellar medium as a function of radius and time and for the star-formation rate, and a model for the diffusion of stars through phase space to suggest the required functional form of an EDF. We introduce a simple prescription for radial migration that preserves the overall profile of the disc while allowing individual stars to migrate throughout the disc. Our models explicitly consider the thin and thick discs as two distinct components separated in age. We show how an EDF can be used to incorporate realistic selection functions in models, and to construct mock catalogues of…
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