2001
DOI: 10.1016/s0375-9474(01)01123-x
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Barrier penetration and rotational damping of thermally excited superdeformed nuclei

Abstract: We construct a microscopic model of thermally excited superdeformed states that describes both the barrier penetration mechanism, leading to the decay-out transitions to normal deformed states, and the rotational damping causing fragmentation of rotational E2 transitions. We describe the barrier penetration by means of a tunneling path in the two-dimensional deformation energy surface, which is calculated with the cranked Nilsson-Strutinsky model. The individual excited superdeformed states and associated E2 t… Show more

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Cited by 30 publications
(33 citation statements)
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“…The approach introduced here allows, by the particular choice of the two physically relevant orthogonal collective degrees of freedom associated with the mode along the fission path and the transverse vibrations, for a more realistic prediction of the shape of the one-dimensional effective fission barriers which can serve as an input to the calculations of fission half-lives within the traditional WKB method. As a consequence of the separation of the mentioned two modes, the reduction of the full two-dimensional vibrational Hamiltonian (9) to the one-dimensional one of the transverse variable x and the derivative ∂ ∂x is possible with the help of the transformation (14). In order to describe the vibrational excitations associated with the transverse collective movement, the reduced one-dimensional (GCM+GOA) collective Hamiltonian readŝ…”
Section: Collective Vibrations Across the Fission Pathmentioning
confidence: 99%
“…The approach introduced here allows, by the particular choice of the two physically relevant orthogonal collective degrees of freedom associated with the mode along the fission path and the transverse vibrations, for a more realistic prediction of the shape of the one-dimensional effective fission barriers which can serve as an input to the calculations of fission half-lives within the traditional WKB method. As a consequence of the separation of the mentioned two modes, the reduction of the full two-dimensional vibrational Hamiltonian (9) to the one-dimensional one of the transverse variable x and the derivative ∂ ∂x is possible with the help of the transformation (14). In order to describe the vibrational excitations associated with the transverse collective movement, the reduced one-dimensional (GCM+GOA) collective Hamiltonian readŝ…”
Section: Collective Vibrations Across the Fission Pathmentioning
confidence: 99%
“…for the average background contribution and 8) for the average fluctuation contribution to the average decay intensity. Eq.…”
Section: §1 Introductionmentioning
confidence: 99%
“…(17) of Ref. [20]. The level spacing d = 1/ρ FG , where ρ FG is the Fermi-gas density of states [also taken from Ref.…”
mentioning
confidence: 99%
“…The level spacing d = 1/ρ FG , where ρ FG is the Fermi-gas density of states [also taken from Ref. [20], Eq. (14)]; ρ FG was calculated at energies U above yrast with level density parameter a = 9.9 MeV −1 .…”
mentioning
confidence: 99%
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