ساب معاملي التشوه ( لنظائر التنجستن الشفعية- شفعية
DOI:
https://doi.org/10.65405/1ffxzc15Keywords:
Deformation parameters, electric transition probability Intrinsic, electric quadrupole moment, Tungsten Isotopes, even-even IsotopesAbstract
In this study the and deformation parameters for the even-even 168-188W isotopes have been calculated by the electric transition probability and the intrinsic electric quadrupole moment respectively. our results have good agreement with the y-rast experimental results. This research showed that the maximum values of the deformation parameters of the under study isotopes were happened at and near the mid-shell(N=104).
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1. Ridha, Ali Abdulwahab. (2009) "Deformation parameters and nuclear radius of Zirconium (Zr) isotopes using the Deformed Shell Model." Journal of Wasit for Science and Medicine 2.1: 115-125.
2. Jarallah, N,T.(2019). Quadrupole Moment and Deformation Parameter for Even-Even 38Sr(A=76-102) Nuclide .Energy Procedia, 157, pp 276-282.
3. Margraf, J . Heil, R. Kneissl, U. Maier, U. Pitz, H, H. Friedrich, H.and Zilges, A. (1993). Deformation Dependence of low Lying M1 . Strengths in Even-Even Nd Isotopes. Physical Review C,47(4), 1474.
4. Bonatsos, D, Lenis, Minkov, N., Petrellis, D., Raychev, P.P., & Terziev, P.A.(2004). Ground state bands of the E(5) and X(5) critical symmetries obtained fromDavidson, 584, 40 -46 .
5. Bonatsos, D. (1988). Interacting Boson Model of Nuclear structure ED. Hodgson p. ox ford University press New.York. pp 1-264.
6. Casten, R. (2000). Nuclear structure from a simple perspective (Vol. 23). Oxford university press .
7. Stránský, P., Frank, A., and Bijker, R. (2011, October). On prolate shape predominance in nuclear deformation. In Journal of Physics: Conference Series (Vol. 322, No. 1, p. 012018). IOP Publishing.
8. .A,E, Ezwam and S, A, Sallam (2025). Study of Nuclear structure for even – even 178-184OS. Isotopes. The Libyan Journal of Science. University of Tripoli. Vol.28 No1. Pp 05-13 .
9. Cook, N. D. (2010). Models of the atomic nucleus: unification through a lattice of nucleons (Vol. 2). Berlin: Springer.
10. Boboshin, I. Ishkhanov, B. Komarov, S. Orlin, V. Peskov, N, and Varlamov, V. (2007). Investigation of Quadrupole Deformation of Nucleus and its Surface Dynamic Vibration. In International Conference on Nuclear Data for Science and Techology pp 65-68. EDP Sciences.
11. Ebraheem, S. A., & Zghair, H. A. (2018, May). Estimation of geometrical shapes of mass-formed nuclei (A=102-178) from the calculation of deformation parameters for two elements (Sn & Yb). In Journal of Physics: Conference Series (Vol. 1003, No. 1, p. 012095). IOP Publishing.
12. Krane, K. S. (1988). Introductory Nuclear Physics, copyright by John Wiley & Son.
13. NNDC database, (http://www.nndc.bnl.gov/ensdf).
14.Safa, M, I. Abdallah, B, R. and Sameera,A, E. (2024) Calculating the Radii of the Even-Even Nickel Isotopes. Baghdad Science Journal. P-ISSN:2078-8665-E-2411-7986.
15.Bonatsos, D. (1988). Interacting Boson Model of Nuclear structure ED. Hodgson p. ox ford University press New.York. pp 1-264 .
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