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KIDS Energy Density Functional and Mass–Radius Relation of Neutron Stars

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Hellenic Nuclear Physics Society   

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Annual Symposium of the Hellenic Nuclear Physics Society  | ΕΚΤ eProceedings   

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KIDS Energy Density Functional and Mass–Radius Relation of Neutron Stars (EN)
Ahn, G.
Papakonstantinou, P.
Many efforts are made to determine the nuclear equation of state which governs the properties and evolution of neutron stars. Especially important is to constrain the parameters of the nuclear symmetry energy. In those efforts, nuclear energy density functional (EDF) theory has been a very useful tool, as it provides a unified framework for the description both of nuclei, which can be studied on Earth, and of infinite matter and its nuclear equation of state, which is a necessary input in the modelling of neutron stars. In the present study, a new nuclear EDF, the KIDS functional, is explored with a focus on the nuclear symmetry energy. The form of the functional allows us to vary at will the poorly constrained high-order derivatives of the symmetry energy and examine how the maximum possible mass of a neutron star is affected. Some tentative constraints on the skewness are presented, which will help guide further refinements. It is noteworthy that the pressure of neutron-rich matter is found strongly affected by skewness variations, both at low and high densities. (EN)
info:eu-repo/semantics/article
info:eu-repo/semantics/publishedVersion
KIDS functional (EN)
Equation of State (EN)
Mass-Radius Relation (EN)
Neutron Stars (EN)
Symmetry Energy (EN)
Hellenic Nuclear Physics Society
Annual Symposium of the Hellenic Nuclear Physics Society
Oral contributions
Annual Symposium of the Hellenic Nuclear Physics Society
Αγγλική γλώσσα
2019-04-01
https://eproceedings.epublishing.ekt.gr/index.php/hnps/article/view/1805
10.12681/hnps.1805
Hellenic Nuclear Physics Society (HNPS) (EN)
2654-0088
2654-007X
Annual Symposium of the Hellenic Nuclear Physics Society; Τόμ. 26 (2018): HNPS2018; 112-119 (EL)
HNPS Advances in Nuclear Physics; Vol. 26 (2018): HNPS2018; 112-119 (EN)
Πνευματική ιδιοκτησία (c) 2019 G. Ahn, P. Papakonstantinou (EL)



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