Skyrmion Stars: Astrophysical motivations and implications

Abstract

We study mass-radius relations for compact stars employing an equation of state (EOS) of dense matter based on a Skyrme fluid. The zero-temperature mean-field model is based on mesonic excitations, incorporates the scale breaking of QCD, and accommodates baryons (nucleons) which arise as a solitonic configuration of mesonic fields. Stable configurations are obtained for central densities ${\rho }_c/{\rho }_n\le 5.0$ where ${\rho }_n=2.575\times 10^{14}$ g/cc is the nuclear saturation density. These {\it Skyrmion Stars} are mostly fluid, with a crust which we describe by the EOS of Baym, Pethick and Sutherland. Their masses and radii are in the range $0.4\le M/M_{\odot }\le 3.6$ and $13\mathrm{km}\le R\le 23\mathrm{km}$, respectively. The minimum spin period is computed to be between $0.7\mathrm{ms}\le P\le 2.1\mathrm{ms}$. They appear to have a mass-radius curve quite different from either neutron or quark stars, and provide a suitable description of the heavier mass neutron stars discovered recently due to the inherently stiff EOS. Within the same model, we compute the dominant neutrino emissivity in neutron-rich $\beta$-equilibrated matter, and determine the cooling behaviour of Skyrmion stars.

arXiv comment28 pages and 5 figures; this version to appear in the Astrophysical Journal

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Cited by in corpus (9)

• Phase Transition and Anisotropic Deformations of Neutron Star Matter
• Quark deconfinement in neutron star cores: The effects of spin-down
• Neutron stars in the BPS Skyrme model: mean-field limit vs. full field theory
• Skyrme models and nuclear matter equation of state
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• Effects of QCD phase transition on gravitational radiation from two-dimensional collapse and bounce of massive stars
• Solitons and Black Holes in a Generalized Skyrme Model with Dilaton-Quarkonium field
• High-density Skyrmion matter and Neutron Stars
• Experimental and Theoretical Evidence for Extended Particle Models