Nuclear energy levels in 58Ni
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Abstract
Energy levels, total angular momenta and parity for two nucleons that present outside closed core 56Ni (Nickel) which occupied FP nuclear shell have been calculated using nuclear shell model application. We have used FP M3YE interaction to calculate energy levels of 58Ni, in addition, the results are compared with experimental data, modified surface delta interaction (MSDI), Reid's potential (RP) and non-zero pairing shell model (NZPSM).
Harmonic Oscillator potential is used to generate single particle wave functions in FP shell and considering as an inert core.
Oxford Buenos Aires Shell Model (OXBASH) code for nuclear shell model calculation has been utilized to carry out the calculations and comparison with experimental data had been done.
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References
[1] Hmood, F.M. (2016). Longitudinal Electron Scattering from Factors of 58,60,62Ni Isotopes. M.Sc. thesis, Baghdad University, Baghdad, Iraq: 100 pp.
[2] Sagawa, H.; Zhou, X.R.; and Zhang, X.Z. (2005). Evolution of Deformations in Medium-Mass Nuclei. Phys. Rev., C72(5):054311/1-054311/12.
[3] Waghmare, Y.; Gupta, R. and Kumar, N. (1964). S-State Interactions in Effective Two-Body Forces. Progress of Theoretical Physics. 31(5):765-771.
[4] Pandia, S.P. and Singh, B.P. (1974). Effective Interactions and Charges in 58Ni. Pamana., 3(2):61-73.
[5] Kenn, O. et al. (2001). Measurements of g Factors and Lifetimes of Low Lying States in 58–64Ni and Their Shell Model Implications. Phys. Rev., C63(6):064306/1-064306/7.
[6] Kalmykov, Y. et al. (2007). Spin- and Parity-Resolved Level Densities from the Fine Structure of Giant Resonances. Phys. Rev. Lett., 99(20):202502/1-202502/4.
[7] Brussaard, P.J. and Glademans, P.W.M. (1977). Shell-Model Application in Nuclear Spectroscopy. North-Holland Publishing Company, Amsterdam: 452 pp.
[8] Kris, L.G. (1994). The Nuclear Shell Model. Study Edition, Springer Verlag, Berlin Heidelberg: 393 pp.
[9] Farhan, S. (2005). Calculation of Energy Levels for Nuclei (48Ca, 42Ti, 42Sc) by Using Surface Delta Interaction. M.Sc. thesis, Kufa University, Kufa, Iraq: 198 pp.
[10] Hadi, J.M.; Jarallah, N.T.; Ebrahiem, S.A. and Rabee, R.F. (2013). Theoretical Calculation of the Binding and Excitation Energies for