Deformed magic numbers at $N=$178 and $Z=$120, 124 in the 112 $\leq N \leq $ 190 superheavy region from Skyrme mean-field calculations
W. Asous, Mastura Syamimi Abdullah, Meng-Hock Koh, Kok-Siong Khoo

TL;DR
This study uses Skyrme mean-field calculations to identify potential deformed magic numbers in superheavy nuclei, highlighting N=178 and Z=120,124 as regions of increased stability with specific deformation characteristics.
Contribution
The paper introduces a comparative analysis of Skyrme parametrizations to predict deformed magic numbers in superheavy nuclei within the N=170-190 and Z=112-130 range.
Findings
N=178 is a candidate for deformed magic number around Z=114-118.
Z=120 and 124 are candidate deformed magic numbers near N=172-178.
Deformed magic numbers are associated with oblate ground-state deformation.
Abstract
Background: Various motivations for exploration of superheavy region revolve around the question on whether 126 is a spherical proton magic number, as is the case for neutrons. In exploring this region, identification of nuclei with relatively longer half-life as compared to its neighbours is crucial for experimental studies. Such information is provided from theoretical predictions, which are however, heavily dependent on the theoretical model used and observable quantities under investigation. Purpose: Limiting ourselves to the Skyrme Hartree-Fock-plus-Bardeen-Cooper-Schrieffer approach, we aimed to analyse the appearance of a nuclear region with relatively high stability associated with emergence of spherical and deformed magic numbers in the region of () based on various observables. Methods: Three Skyrme parametrizations namely the SkM*…
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