Interface effects of quark matter: Light-quark nuggets and compact stars
arXiv:2205.10610 · doi:10.1103/PhysRevD.106.034016
Abstract
The interface effects of quark matter play important roles in the properties of compact stars and small nuggets such as strangelets and QM nuggets. By introducing a density derivative term to the Lagrangian density and adopting Thomas-Fermi approximation, we find it is possible to reproduce the results obtained by solving Dirac equations. Adopting certain parameter sets, the energy per baryon of QM nuggets decreases with baryon number and become more stable than nuclei at . The effects of quark matter symmetry energy are examined, where QM nuggets at can be more stable than others if large symmetry energy is adopted. In such cases, larger QM nuggets will decay via fission and the surface of an QM star will fragment into a crust made of QM nuggets and electrons, which resembles the cases of a strange star's crust. The corresponding microscopic structures are then investigated adopting spherical and cylindrical approximations for the Wigner-Seitz cells, where the droplet phase is found to be the most stable configuration with QM stars' crusts and QM dwarfs made of QM nuggets () and electrons. For the cases considered here, the crust thickness of QM stars is typically 200 m, which reaches a few kilometers if we neglect the interface effects and adopt Gibbs construction. The masses and radii of QM dwarfs are smaller than typical white dwarfs, which would increase if the interface effects are neglected.
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