Elsevier

Nuclear Physics A

Volume 133, Issue 1, 11 August 1969, Pages 50-64
Nuclear Physics A

The retarded transitions in 181Ta and 175Lu and the effective magnetic moment operator

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Abstract

The retarded transitions assigned as 52, 52+[402]→72, 72+[404] in 181Ta (482 keV) and 175Lu (343 keV) are analysed with special regard to the large hindrance of the M1 radiation in 181Ta. The E2 component is dominated by the band mixing which is thus determined by B(E2). For the analysis of B(M1), we exploit the relation between the Coriolis and M1 intrinsic matrix elements. The result shows a marked difference between 181Ta and 175Lu. Calculations with extended models for particle motion indicate possible effects of the detailed deformation structure for the two cases. Furthermore, the predicted tensor term k2[Y2, s]1 in the μ operator gives a significant contribution to B(M1), when k2 is of the order of unity. The present data are consistent with the condition k2 ⪅ 0.6, whereas k2is 0 preferred because of consistency with the model calculations.

The effective magnetic moment operator can be written in the form μ ≈ (gl0 + δglex)l+(gs0+δgspol+δgsex)s+(k2pol+k2ex)[Y2, s]1, where gl0 and gs0 are the unrenormalized nucleon g-factors. The term δgspol represents the well-known gs renormalization due to spin polarization (δgsex is small). We have estimated the pion-exchange contributions, giving τ3glex ≈ 0.1 and τ3k2ex ≈ − 1. When our preferred range for k2 from the present analysis is combined with previous data from other work, we can give the conservative semiempirical estimate 0 < τ3k2pol ⪅ 2.5 for the spin polarization contribution when this is assumed to have isovector character.

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    Present address: State University of New York at Stony Brook, Stony Brook, Long Island, N.Y., USA.

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