2008
DOI: 10.1140/epja/i2008-10621-7
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E2 transition probabilities in the decoupled band of the 129La nucleus

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Cited by 13 publications
(6 citation statements)
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“…The low-lying levels in 128 Ba are fitted well by the irrotational type of qudrupole-rotor model with the deformation parameters γ = 22 • and β = 0.236, which is consistent with the analysis shown in Ref. [31]. It should be noted that the rigid type of rotor with any β and γ deformations is not used to describe the low-lying spectrum of 128 Ba due to the well-known fact that the inertial parameters in the theory are too small.…”
Section: The Model Fits To 128 Basupporting
confidence: 90%
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“…The low-lying levels in 128 Ba are fitted well by the irrotational type of qudrupole-rotor model with the deformation parameters γ = 22 • and β = 0.236, which is consistent with the analysis shown in Ref. [31]. It should be noted that the rigid type of rotor with any β and γ deformations is not used to describe the low-lying spectrum of 128 Ba due to the well-known fact that the inertial parameters in the theory are too small.…”
Section: The Model Fits To 128 Basupporting
confidence: 90%
“…9(b), where the intraband transitional behavior in the γ band of 128 Ba is better described by the results of the IBM than by those of the rotor model. Actually, the distinctive character of the intraband E2 transitions in 128 Ba has never been satisfactorily explained in the theory [29,31], while the present analysis indicates that IBM image of the triaxial rotor may provide a better description than the original rotor model. It should be emphasized here that one can always choose a suitable SU(3) irrep by adjusting the parameters t and t in order to better describe the experimental data.…”
Section: The Model Fits To 128 Bacontrasting
confidence: 60%
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“…Should the peak at the forward (backward) angle show broadening at the high (low)-energy side, the difference spectrum would produce a characteristic shape, which crosses zero at the centroid of the peak. This curve is then analyzed to extract the lifetime using the flight-fraction method (for more details on this method see [18]) illustrated in fig. 2(d).…”
mentioning
confidence: 99%