The limiting total excitation energy of the nucleus and Levinson's theorem
F A Almeida; Y T Chen; M S Hussein; R Donangelo; F A Almeida; Inst. de Fisica, Sao Paulo Univ., Brazil; Y T Chen; Inst. de Fisica, Sao Paulo Univ., Brazil; M S Hussein; Inst. de Fisica, Sao Paulo Univ., Brazil; R Donangelo; Inst. de Fisica, Sao Paulo Univ., Brazil
Журнал:
Journal of Physics G: Nuclear Physics
Дата:
1988-04-01
Аннотация:
The limiting total excitation energy of <sup>208</sup>Pb is calculated using the nuclear grand partition function. A temperature-dependent shell-model potential and an energy-dependent nucleon-nucleus optical potential are employed to generate the temperature-dependent bound single particle energies epsilon <sub>k</sub> and the continuum level density rho ( epsilon ) respectively. Levinson's theorem is used to make the relevant change in rho ( epsilon ) due to the T dependence of epsilon <sub>k</sub>(T). The calculated limiting total excitation energy is about half of the one recently obtained by Dean and Mosel (1985).
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