Binary evolution at the extremes of mass-transfer efficiency: Contact, mergers, and population signatures

Abstract

Binary star evolution remains inherently uncertain, and several physical processes are not well understood. These open questions in binary physics come in addition to major uncertainties in single-star evolution, such as angular momentum transport and interior mixing. For example, the efficiency of mass transfer (MT) -- which is the fraction of transferred mass that is actually accreted -- is one of the main uncertainties in binary evolution. We present a grid of 1D binary evolution models with identical initial conditions to an earlier grid in which MT was limited by the spin-up of the accretors. Now we employ fully conservative MT, allowing for a one-to-one comparison between the two grids, and covering the full range from highly non-conservative to fully conservative MT. We explore how these two maximally different MT efficiencies change the occurrence and incidence of contact phases, stellar mergers and common envelope phases, and how they affect the present-day population of (post-)mass-transferring binaries. We find that fully conservative MT increases the incidence of contact systems by roughly a factor of 6 (from 11% to 62%), and the stellar merger incidence by more than a factor of 2 (from 16% to 38%). We also find the emergence of double-core CE phases, which are absent for lower MT efficiencies. Comparing two synthetic binary populations built using the two grids with observed Algol and stripped-star binaries reveals that even though conservative MT is favoured to reproduce the observed stripped-star binaries, the observed population of Algol binaries cannot be explained by a single MT efficiency. We conclude that the MT efficiency depends on the configuration of binary systems and cannot be described by a single value. Our work highlights the need for a better understanding of binary MT and indicates that current binary-star models are incomplete.