Title of article
Bohr Hamiltonian and interplay between γ-stable and γ-rigid collective motions with both Harmonic oscillation and Ring-shaped potentials for the γ-part.
Author/Authors
Sohebi, Nahid Department of Physics - University of Zanjan, Zanjan, Iran , Eshghi, Mahdi Depatment of Physics - Imam Hossein Comprehensive University, Tehran, Iran , Hamzavi, Majid Department of Mathematics and Statistics -University of Texas at El Paso, El Paso, TX, USA , Bigdeli, Mohsen Department of Physics - University of Zanjan, Zanjan, Iran
Pages
10
From page
55
To page
64
Abstract
In the present work, the eigenvalue and eigenvector has been obtained by the Bohr Hamiltonian for even-even nuclei. The competition between γ-stable and γ-rigid collective motions has been created in the presence of the rigidity parameter. The β-part of the collective potential has been chosen to be equal to the generalized Hulthen potential, while the γ-angular part of the problem is associated with Ring-shaped potential around the γ=π/6 and the Harmonic oscillation around the γ=0. In both cases, the effect of rigidity and free parameters on energy spectrum of Os-180, Dy-162, Gd-160, Ru-100, Pd-114, and Xe-124 nuclei have been investigated. Also, the rates of B(E2) transition have been calculated and compared with experimental data. This model has an appropriate description of energy spectra for the mentioned nuclei.
Keywords
Bohr Hamiltonian , Generalized Hulthen potential , Transition rates , Ring-shaped potential , Harmonic oscillation
Journal title
Radiation Physics and Engineering
Serial Year
2020
Record number
2526153
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