A counterterm-free grand-canonical quasiparticle model gives quark star equations of state whose mass-radius and tidal deformability curves match current astronomical limits when vector repulsion is added.
The quark core of protoneutron stars in the phase diagram of quark matter
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abstract
We study the effect of neutrino trapping in new-born quark stars within a three-flavor Nambu - Jona-Lasinio (NJL) model with self-consistently calculated quark masses. The phase diagrams and equations of state for charge neutral quark matter in beta-equilibrium are presented, with and without trapped neutrinos. The compact star sequences for different neutrino untrapping scenarios are investigated and the energy release due to neutrino untrapping is found to be of the order of 10^53 erg. We find that hot quark stars characterized, e.g., by an entropy per baryon of 1-2 and a lepton fraction of 0.4, as models for the cores of newborn protoneutron stars, are in the two-flavor color superconducting (2SC) state. High temperatures and/or neutrino chemical potentials disfavor configurations with a color-flavor-locked (CFL) phase. Stable quark star solutions with CFL cores exist only at low temperatures and neutrino chemical potentials.
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Self-consistent thermodynamical treatment for quark matter in quasi-particle model at finite temperature
A counterterm-free grand-canonical quasiparticle model gives quark star equations of state whose mass-radius and tidal deformability curves match current astronomical limits when vector repulsion is added.