Symmetry Energy and Its Components in Finite Nuclei



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Antonov, A. N. and Gaidarov, M. K. and Kadrev, D. N. and Sarriguren, P. and Moya de Guerra, Elvira (2018) Symmetry Energy and Its Components in Finite Nuclei. Journal of Physics Conference Series, 1023 . ISSN 1742-6588

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We derive the volume and surface components of the nuclear symmetry energy (NSE) and their ratio within the coherent density fluctuation model. The estimations use the results of the model for the NSE in finite nuclei based on the Brueckner and Skyrme energy-density functionals for nuclear matter. The obtained values of the volume and surface contributions to the NSE and their ratio for the Ni, Sn, and Pb isotopic chains are compared with estimations of other approaches which have used available experimental data on binding energies, neutron-skin thicknesses, and excitation energies to isobaric analog states (IAS). Apart from the density dependence investigated in our previous works, we study also the temperature dependence of the symmetry energy in finite nuclei in the framework of the local density approximation combining it with the self-consistent Skyrme-HFB method using the cylindrical transformed deformed harmonic-oscillator basis. The results for the thermal evolution of the NSE in the interval T=0-4 MeV show that its values decrease with temperature. The investigations of the T-dependence of the neutron and proton root-mean-square radii and the corresponding neutron skin thickness point out that the effect of temperature leads mainly to a substantial increase of the neutron radii and skins, especially in nuclei which are more rich of neutrons.

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International School on Nuclear Physics, Neutron Physics and Applications (22nd. 2017. Varna, Bulgaria). Three of the authors (M.K.G., A.N.A., and D.N.K) are grateful for support of the Bulgarian Science Fund under Contract No. DFNI-T02/19. D.N.K. thanks for the partial support from Contract No. DFNI-E02/6 of the Bulgarian Science Fund. E.M.G. and P.S. acknowledge support from MINECO (Spain) under Contract FIS2014-51971-P.

Uncontrolled Keywords:Axially deformed solution; Harmonic-oscillator basis; Statistical-theory; Temperatures; Program
Subjects:Sciences > Physics > Nuclear physics
ID Code:51660
Deposited On:01 Mar 2019 10:58
Last Modified:01 Mar 2019 12:39

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