Stability and Coalescence of Massive Twin Binaries

TL;DR

This paper investigates the evolution and stability of massive twin binary stars, focusing on their potential to become double neutron star systems through common envelope phases and analyzing the conditions for their survival.

Contribution

It combines stellar evolution modeling with hydrodynamic simulations to determine the stability limits and ejection efficiencies of massive twin binaries during common envelope evolution.

Findings

Minimum mass ratio for twin binaries to undergo double-core evolution is approximately 0.933.

Largest orbital separation for dynamical stability depends on component mass and age.

Helium core survival is possible at certain orbital separations, leading to double neutron star progenitors.

Abstract

Massive stars are usually found in binaries, and binaries with periods less than 10 days may have a preference for near equal component masses. In this paper we investigate the evolution of these binaries all the way to contact and the possibility that these systems can be progenitors of double neutron star binaries. The small orbital separations of observed double neutron star binaries suggest that the progenitor systems underwent a common envelope phase at least once during their evolution. Bethe & Brown (1998) proposed that massive binary twins will undergo a common envelope evolution while both components are ascending the red giant branch or asymptotic giant branch simultaneously, also known as double-core evolution. Using models generated from the stellar evolution code Evolve Zero Age Main Sequence, we determine the range of mass ratios resulting in both components simultaneously ascending the RGB or AGB as a function of the difference in birth times, t. We find that, even for a generous t=5 Myr, the minimum mass ratio qmin=0.933 for an 8 Solar Mass primary and increases for larger primaries. We use a hydrodynamics code, StarSmasher, to study specifically the evolution of q=1 common envelope systems as a function of initial component mass, age, and orbital separation. We find the dynamical stability limit, the largest orbital separation where the binary becomes dynamically unstable, as a function of the component mass and age. Finally, we calculate the efficiency of ejecting matter during the inspiral phase to extrapolate the properties of the remnant binary from our numerical results, assuming the common envelope is completely ejected. We find that for the nominal core masses, there is a minimum orbital separation for a given component mass such that the helium cores survive common envelope evolution in a tightly bound binary and are viable progenitors for double neutron stars.