The energy levels of deformed nuclei could be determined by Nilsson model. In this model the deformation of a nucleus has an axial symmetry, but we have considered the energy levels of a non-spherical nucleus as an elliptic form, and solved it by a degenerate first order perturbation method. The original Hamiltonian is a mixture of Spherical Shell Model Hamiltonian and a perturbation term. We have solved this Hamiltonian with the quantum numbers corresponding to Nilsson model-parameters and deformed 3-axial model for the values of , then we obtained the corresponding energy levels and plot them.
M. Farhad Rahimi, , Vahid Mirzaei, and Rahim Khabaz, . (2019). Study of solid-liquid phase transition using the modified weighted density approximation of inhomogeneous hard sphere systems. Iranian Journal of Physics Research, 7(3), 137-146.
MLA
M. Farhad Rahimi, , , Vahid Mirzaei, , and Rahim Khabaz, . "Study of solid-liquid phase transition using the modified weighted density approximation of inhomogeneous hard sphere systems", Iranian Journal of Physics Research, 7, 3, 2019, 137-146.
HARVARD
M. Farhad Rahimi , Vahid Mirzaei , Rahim Khabaz . (2019). 'Study of solid-liquid phase transition using the modified weighted density approximation of inhomogeneous hard sphere systems', Iranian Journal of Physics Research, 7(3), pp. 137-146.
CHICAGO
M. Farhad Rahimi, Vahid Mirzaei and Rahim Khabaz, "Study of solid-liquid phase transition using the modified weighted density approximation of inhomogeneous hard sphere systems," Iranian Journal of Physics Research, 7 3 (2019): 137-146,
VANCOUVER
M. Farhad Rahimi , Vahid Mirzaei , Rahim Khabaz . Study of solid-liquid phase transition using the modified weighted density approximation of inhomogeneous hard sphere systems. Iranian Journal of Physics Research. 2019;7(3):137-146 (In Persian).
