On the initial binary population for star cluster simulations
Diogo Belloni, Abbas Askar, Mirek Giersz, Pavel Kroupa, Helio J., Rocha-Pinto

TL;DR
This paper refines the initial binary population model for star cluster simulations to better match observed binary properties and color-magnitude diagrams in globular clusters and the Galactic field.
Contribution
It introduces a modified Kroupa initial binary population model with improved pre-main-sequence eigenevolution prescriptions for better observational agreement.
Findings
Improved binary distribution matches observations in GCs and the Galactic field.
Resolves the discrepancy of the q distribution peak at q ≈ 1 in GC simulations.
Achieves qualitative agreement with observed binary properties.
Abstract
Colour-magnitude diagrams (CMDs) are powerful tools that might be used to infer stellar properties in globular clusters (GCs), for example, the binary fraction and their mass ratio () distribution. In the past few years, observations have revealed that q distributions of GC main-sequence (MS) binaries are generally flat, and a distribution characterized by a strong increase towards q 1 is not typical in GCs. In numerical simulations of GC evolution with the initial binary population (IBP) described by Kroupa, synthetic CMD colour distributions exhibit a peak associated with binaries that have q 1. While the Kroupa IBP reproduces binary properties in star-forming regions, clusters and the Galactic field, the peak in the q distribution towards q 1 observed for GC simulations is not consistent with distributions derived from observations. The objective of…
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