Interpolating GW170817 mass and tidal deformability posteriors yields an equation of state agnostic tidal deformability for a 1.4 solar mass neutron star, Lambda_1.4 = 222.89 (+420.33, -98.85).
Assessing the impact of uniform rotation on the structure of neutron stars
1 Pith paper cite this work. Polarity classification is still indexing.
abstract
Driven by recent laboratory experiments and astronomical observations, significant advances have deepened our understanding of neutron-star physics. NICER's Pulse Profile Modeling has refined our knowledge of neutron star masses and radii, while gravitational-wave detections have revealed key insights into the structure of neutron stars. Particularly relevant is the extraction of the tidal deformability by the LIGO-Virgo collaboration and the most recent determination of stellar radii by NICER, both suggesting a relatively soft equation of state (EOS) at intermediate densities. Additionally, measurements from the PREX collaboration and from pulsar timing suggest instead that the EOS is stiff in the vicinity of saturation density and at the highest densities accessible to date. But how stiff can the EOS be at these very high densities? Recent events featuring compact objects near the "lower mass gap" have raised questions about the existence of very massive neutron stars. Motivated by this finding and in light of new refinements to theoretical models, we explore the possibility that these massive objects may indeed be rapidly rotating neutron stars. We explore how rotation affects both the maximum neutron star mass and their associated radii, and discuss the implications they may have on the equation of state.
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Model-Independent Determination of the Tidal Deformability of a 1.4 $M_{\odot}$ Neutron Star from Gravitational-Wave Measurements
Interpolating GW170817 mass and tidal deformability posteriors yields an equation of state agnostic tidal deformability for a 1.4 solar mass neutron star, Lambda_1.4 = 222.89 (+420.33, -98.85).