高能暂现源 · 每日文献综述

The stability of binary mass transfer is a critical problem for binary evolution. We systematically calculate the adiabatic mass-loss model for naked helium stars with masses ranging from 10 M<SUB>⊙ </SUB>to 80 M<SUB>⊙ </SUB>to study the critical mass ratio (q<SUB>crit</SUB>) of Wolf─Rayet binaries. We set up two prescriptions about Wolf─Rayet stellar wind and consider the isotropic reemission effect during adiabatic mass loss. Results of the critical mass ratio for conserved dynamically unstable mass transfer show that most of the no-wind helium stars in the main sequence (HeMS) have 0.7 &lt; q<SUB>crit</SUB> &lt; 3.0 and helium stars on the Hertzsprung gap (HeHG) have 1.5 &lt; q<SUB>crit</SUB> &lt; 27. With the Wolf─Rayet star wind effect, the q<SUB>crit</SUB> gets lower on a certain evolutionary stage. With the isotropic reemission effect, the q<SUB>crit</SUB> gets larger for early evolutionary stage helium stars and lower for late-evolutionary stage helium stars. Based on fully nonconserved mass transfer, the criteria for HeMS stars are 1.0 &lt; q<SUB>crit</SUB> &lt; 2.8 and HeHG stars are 1.5 &lt; q<SUB>crit</SUB> &lt; 5.0. Compared with the widely used criterion q<SUB>crit</SUB> = 3 (HeMS) and q<SUB>crit</SUB> = 4 (HeHG), our result becomes more unstable for the HeMS stars and more stable for the HeHG stars. Our work could be applied to the binary mass-transfer stage of massive helium binaries, such as Wolf─Rayet star binaries and high-mass X-ray binaries with Wolf─Rayet star companions. It can be applied to the binary population synthesis studies for the formation of special objects, such as double black hole mergers.