Formation of Black Hole Low-Mass X-ray Binaries in Hierarchical Triple Systems

TL;DR

This paper proposes a new formation mechanism for Black Hole Low-Mass X-ray Binaries that involves hierarchical triple systems and secular dynamical evolution, bypassing the traditional common-envelope phase.

Contribution

It introduces a triple-body dynamical model including octupole effects, general relativity, and stellar evolution to explain BH-LMXB formation without common-envelope scenarios.

Findings

Identifies three main formation channels: eccentric, giant, and classical.

Predicts eccentric and inclined tertiary companions in the giant channel.

Finds that the eccentric channel accounts for about 81% of simulated LMXBs.

Abstract

The formation of Black Hole (BH) Low-Mass X-ray Binaries (LMXB) poses a theoretical challenge, as low-mass companions are not expected to survive the common-envelope scenario with the BH progenitor. Here we propose a formation mechanism that skips the common-envelope scenario and relies on triple-body dynamics. We study the evolution of hierarchical triples, following the secular dynamical evolution up to the octupole-level of approximation, including general relativity, tidal effects and post-main-sequence evolution, such as mass loss, changes to stellar radii and supernovae. During the dynamical evolution of the triple system, the "eccentric Kozai-Lidov" mechanism can cause large eccentricity excitations in the LMXB progenitor, resulting in three main BH-LMXB formation channels. Here we define BH-LMXB candidates as systems where the inner BH companion star crosses its Roche limit. In the "eccentric" channel (~ 81% of the LMXBs in our simulations), the donor star crosses its Roche limit during an extreme eccentricity excitation, while still on a wide orbit. Second, we find a "giant" LMXB channel (~ 11%), where a system undergoes only moderate eccentricity excitations, but the donor star fills its Roche lobe after evolving toward the giant branch. Third, we identify a "classical" channel (~8%), where tidal forces and magnetic braking shrink and circularize the orbit to short periods, triggering mass transfer. Finally, for the giant channel, we predict an eccentric ($\sim 0.3-0.6$), preferably inclined (~40, ~140 degreed) tertiary, typically on a wide enough orbit (~10^4AU), to potentially become unbound later in the triple evolution.