Modelling stellar evolution in mass-transferring binaries and gravitational-wave progenitors with METISSE

TL;DR

This paper enhances the METISSE stellar evolution code to include mass transfer effects, enabling improved modeling of massive binary systems and their potential to produce gravitational-wave sources.

Contribution

The authors upgraded METISSE to incorporate mass transfer effects, allowing more accurate binary evolution simulations and predictions for gravitational-wave progenitors.

Findings

Mass transfer effects significantly influence binary evolution outcomes.

Stellar model inputs critically affect the formation of compact binary mergers.

Updated models can predict a range of remnant masses and orbital periods.

Abstract

Massive binaries are vital sources of various transient processes, including gravitational-wave mergers. However, large uncertainties in the evolution of massive stars, both physical and numerical, present a major challenge to the understanding of their binary evolution. In this paper, we upgrade our interpolation-based stellar evolution code METISSE to include the effects of mass changes, such as binary mass transfer or wind-driven mass loss, not already included within the input stellar tracks. METISSE's implementation of mass loss (applied to tracks without mass loss) shows excellent agreement with the SSE fitting formulae and with detailed MESA tracks, except in cases where the mass transfer is too rapid for the star to maintain equilibrium. We use this updated version of METISSE within the binary population synthesis code BSE to demonstrate the impact of varying stellar evolution parameters, particularly core overshooting, on the evolution of a massive (25M$_\odot$ and 15M$_\odot$) binary system with an orbital period of 1800 days. Depending on the input tracks, we find that the binary system can form a binary black hole or a black hole-neutron star system, with primary(secondary) remnant masses ranging between 4.47(1.36)M$_\odot$ and 12.30(10.89)M$_\odot$, and orbital periods ranging from 6 days to the binary becoming unbound. Extending this analysis to a population of isolated binaries uniformly distributed in mass and orbital period, we show that the input stellar models play an important role in determining which regions of the binary parameter space can produce compact binary mergers, paving the way for predictions for current and future gravitational-wave observatories.