NORMALIZATION OF WAVE FUNCTION OF THE BAND STATES
DOI:
https://doi.org/10.31436/iiumej.v16i1.550Abstract
Low – lying band states are one of the most fundamental excitation modes in the energy spectra of deformed nuclei. Present paper a theoretically analysis the properties of deformed nucley within the phenomenological model (Usmanov 2010). The normalization of the wave functions of low – lying excited band states are calculated.Downloads
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References
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[7] Fahlander C, Varnestig B, Bäcklin F., Svensson L.E., Disdier D., Kraus L., Linck I., Schulz N. Pedersen J. (1992) Coulomb excitation of 172Yb. Nucl. Phys., A147:157-172
[2] Leander GA. (1985) in Nuclear Structure, eds. Broglia RA, Hagemann GB, Herskind B, North–Holland, Amsterdam, pp. 249.
[3] Mikhaylov IN, Usmanov Ph.N, Okhunov AA, Briancon Sh. (1992) Quadruple electrical transitions in isotopes 156,158,160,162,164Dy. Izv AS USSR, ser. Fiz., 56(1):121-128.
[4] Gromov KYa, Usmanov Ph.N, Xolmatov A.X, Butabaev Yu.S, Niyazov R. A. (1993) Nonadiabaticity of monopole and quadrupole transitions of 156Gd Yadernay Fizika, 56(12): p.28
[5] Bohr A, Mottelson B. (1997) Nuclear Structure, Vvol. 1,2 (New York: Benjamin)
[6] Usmanov Ph.N, Mikhailov IN. (1997) Effects of nonadiabaticity of collective motion in even–even deformed nuclei. Phys. Part. Nucl. 28(4):348–373
[7] Fahlander C, Varnestig B, Bäcklin F., Svensson L.E., Disdier D., Kraus L., Linck I., Schulz N. Pedersen J. (1992) Coulomb excitation of 172Yb. Nucl. Phys., A147:157-172
