Modelling Double Neutron Stars: Radio and Gravitational Waves

TL;DR

This paper models the population of double neutron stars using a binary synthesis code, analyzing radio and gravitational wave data to understand their properties, evolution, and merger rates.

Contribution

The study introduces a detailed DNS population model incorporating radio survey effects and predicts gravitational wave merger characteristics based on this model.

Findings

Estimated 2500 radio observable DNSs in the Milky Way.

Median DNS chirp mass is 1.14 solar masses.

34% of Galactic DNSs will merge within a Hubble time.

Abstract

We have implemented prescriptions for modelling pulsars in the rapid binary population synthesis code COMPAS. We perform a detailed analysis of the double neutron star (DNS) population, accounting for radio survey selection effects. The surface magnetic field decay timescale (${\sim}1000$\,Myr) and mass scale (${\sim}0.02$\,M$_\odot$) are the dominant uncertainties in our model. Mass accretion during common envelope evolution plays a non-trivial role in recycling pulsars. We find a best-fit model that is in broad agreement with the observed Galactic DNS population. Though the pulsar parameters (period and period derivative) are strongly biased by radio selection effects, the observed orbital parameters (orbital period and eccentricity) closely represent the intrinsic distributions. The number of radio observable DNSs in the Milky Way at present is about 2500 in our model, corresponding to approximately 10\% of the predicted total number of DNSs in the galaxy. Using our model calibrated to the Galactic DNS population, we make predictions for DNS mergers observed in gravitational waves. The DNS chirp mass distribution varies from 1.1M$_\odot$ to 2.1M$_\odot$ and the median is found to be 1.14\,M$_\mathrm{\odot}$. The expected effective spin $\chi_\mathrm{eff}$ for isolated DNSs is $\lesssim$0.03 from our model. We predict that 34\% of the current Galactic isolated DNSs will merge within a Hubble time, and have a median total mass of 2.7\,M$_\mathrm{\odot}$. Finally, we discuss implications for fast radio bursts and post-merger remnant gravitational-waves.