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- W2567635346 abstract "The evolution of the shape from the spherical to the axially deformed shapes of the neutron-rich, even-even $^{144text{--}164}mathrm{Sm}$ transitional nuclei is investigated. The investigations are performed with explicit density-dependent meson-nucleon and point-coupling models within the framework of the covariant density functional theory. A nonlinear meson-nucleon coupling model represented by the NL3* parametrization of the relativistic mean-field Lagrangian has also been used. The bulk and the microscopic properties of these nuclei have been investigated to analyze the phase-transition region and the critical-point behavior. The microscopic and self-consistent quadrupole deformation-constrained calculations show a clear shape change for even-even Sm isotopes with $N=82ensuremath{-}102$. The potential energy surfaces for $^{148}mathrm{Sm},^{150}mathrm{Sm}$, and $^{152}mathrm{Sm}$ obtained using different interactions are found to be relatively flat, which may be the possible critical-point nuclei. By examining the single-particle spectra, it is found that these nuclei distribute more uniformly as compared to other isotopes. Investigations also support the proposed shell-closure properties of $^{162}mathrm{Sm}$. Overall good agreement is found within the different models used and between the calculated and experimental results wherever available." @default.
- W2567635346 created "2017-01-06" @default.
- W2567635346 creator A5028895146 @default.
- W2567635346 creator A5058519901 @default.
- W2567635346 date "2015-12-22" @default.
- W2567635346 modified "2023-09-25" @default.
- W2567635346 title "Relativistic self-consistent mean-field description of Sm isotopes" @default.
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