1998
DOI: 10.1016/s0370-2693(97)01541-4
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A smoothly terminating rotational band in Zn

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Cited by 35 publications
(35 citation statements)
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“…[18]. Thus, there are now three calculated bands which must be assigned to the two calculated signature partner configurations, [22,13] and [22,23], shown in Fig. 29.…”
Section: −Ementioning
confidence: 99%
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“…[18]. Thus, there are now three calculated bands which must be assigned to the two calculated signature partner configurations, [22,13] and [22,23], shown in Fig. 29.…”
Section: −Ementioning
confidence: 99%
“…[18] that the SD1 and SD2 bands should be assigned to the [22,23] configuration with a higher spin content than the [22,13] configuration, which is thus assigned to the SD5 band. A problem with that interpretation is that the SD1 and SD2 bands are essentially signature degenerate which is a typical feature of the [22,13] bands with one neutron hole in the 1f 7/2 orbitals but not for the [22,23] bands with an odd number of f p neutrons. On the other hand, the calculated [22,23] bands might very well become signature degenerate with a small change of the single-particle parameters.…”
Section: −Ementioning
confidence: 99%
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“…7 are shown up to the socalled termination points, i.e., up to the point where the angular-momentum contents of the involved orbitals does not allow for a further angular momentum build up, see Ref. [37], without a significant rearrangement of the nucleons.…”
Section: Hartree-fock Calculations With the T =0 N-p Pairing Confmentioning
confidence: 99%
“…[6,9] highlighted the role of cross-shell proton excitations, at least for the understanding of neutron-rich Ni isotopes. Indeed, the importance of particles in orbitals of 0g 9/2 character and, maybe even more, of holes in the 0f 7/2 core orbitals was pointed out already when collective high-spin bands were first observed in the A = 60 region [32][33][34][35]. A few years later, it was concluded [36] that, for low-spin states in configurations of the 59 Cu nucleus, both the spectroscopic quadrupole moment and the quadrupole deformation increase linearly with q = q 1 + q 2 , where q 1 is the total number of f 7/2 holes and q 2 is the total number of g 9/2 particles.…”
Section: Introductionmentioning
confidence: 98%