Spin-dependent $\gamma$ softness or triaxiality in even-even $^{132-138}$Nd nuclei

TL;DR

This study investigates the gamma softness and triaxiality in even-even Nd isotopes using self-consistent calculations, revealing triaxial shapes in most isotopes and comparing results with experimental data.

Contribution

It provides a detailed theoretical analysis of gamma instability and triaxiality in Nd isotopes using total-Routhian-surface calculations, highlighting shape evolution with spin.

Findings

$^{134-138}$Nd exhibit triaxiality in ground and excited states

$^{132}$Nd is prolate without gamma deformation

Results align with observed gamma correlations

Abstract

The properties of $\gamma$ instability in rapidly rotating even-even $^{132-138}$Nd isotopes have been investigated using the pairing-deformation self-consistent total-Routhian-surface calculations in a deformation space of ($\beta_2, \gamma, \beta_4$). It is found that even-even $^{134-138}$Nd nuclei exhibit the triaxiality in both ground and excited states, even up to high-spin ones. The lightest isotope possesses a well-deformed prolate shape without $\gamma$ deformation component. The current numerical results are compared with previous calculations and available observables, showing basically a general agreement with the observed trend of $\gamma$ correlations. The existing differences between theory and experiment are analyzed and discussed briefly.