Transition Strengths in Magnetic Dipole Bands in 82Rb, 83Rb and 84Rb A,E
R. Schwengner, G. Rainovski1, H. Schnare, A. Wagner, F. Dönau, M. Hausmann2, O. Iordanov2, A. Jungclaus2, K.P. Lieb2, D.R. Napoli3, G. de Angelis3, M. Axiotis3, F. Brandolini4, N. Marginean3, C. Rossi Alvarez4


Searching for magnetic rotation in the mass region around A = 80 we studied the isotopes 82Rb45, 83Rb46 and 84Rb47. We found magnetic dipole (M1) sequences with varying properties in each nucleus. The M1 bands in the odd-odd nuclei 82Rb and 84Rb follow the regular rotational behaviour (E ~ J(J + 1), i.e. J ~ (h/2p) w) which can be seen in Fig. 1. B(M1)/B(E2) ratios determined from branching ratios of transitions within the M1 bands reach values up to 25 (mN/eb)2 and decrease smoothly with increasing spin in a range of 13 £ J £ 16. This behaviour is typical for magnetic rotation and caused by the gradual alignment of the spins of the involved proton and neutron orbitals (shears mechanism). The regular negative-parity M1 bands in 82Rb and 84Rb are well described within the tilted-axis cranking (TAC) model [1] on the basis of the lowest-lying four-quasiparticle (4-qp) configuration: p(fp) p(g9/22n(g9/2) [2].

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Fig. 1 Spin as a function of rotational frequency in the M1 bands of 82Rb (left panel), 83Rb (middle panel) and 84Rb (right panel). Lines are drawn to guide the eye.

So far, the interpretation of the M1 bands was based on B(M1)/B(E2) ratios deduced from g-ray intensities. However, a detailed test of the predictions of the tilted-axis cranking model requires the knowledge of absolute M1 and E2 transition strengths. Therefore, we carried out a measurement of level lifetimes using the reaction 11B + 76Ge (E = 45 MeV) at the XTU tandem accelerator of the LNL Legnaro. Gamma rays were detected with the spectrometer GASP. A thick target was used to stop the recoil nuclei. Level lifetimes were deduced from a lineshape analysis applying the Doppler-shift-attenuation method.
Absolute experimental transition strengths within the M1 band of 84Rb derived from the present lifetime measurement are compared with predictions of TAC calculations [2] in Fig. 2. The experimental B(M1) values show a smooth decrease with increasing rotational frequency which may indicate the shears mechanism, but is not as pronounced as the calculated behaviour. The experimental B(E2) values increase up to (h/2p)w » 0.6 MeV and decrease strongly towards higher frequency which may indicate a loss of collectivity due to a change of the structure. However, the calculated B(E2) values stay almost constant over the considered frequency range.
In contrast to the odd-odd isotopes, the negative-parity M1 sequence in the odd-even nucleus 83Rb is not regular, which can be seen in Fig. 1. Moreover, the B(M1)/B(E2) ratios reveal a pronounced staggering that is not compatible with the shears mechanism [3] and cannot be described in the TAC model. Based on the present lifetime measurement we deduced absolute transition strengths within the negative-parity M1 sequence of 83Rb which are shown in Fig. 3.

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Fig. 2 Experimental and calculated B(M1) (left panel) and B(E2) (right panel) transition strengths versus the rotational frequency in the M1 band of 84Rb.

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Fig. 3 Experimental and calculated B(M1) (left panel) and B(E2) (right panel) transition strengths versus the rotational frequency in the negative-parity M1 sequence of 83Rb.

The experimental B(M1) as well as the B(E2) values show an irregular behaviour which is considered as the consequence of the even neutron number of this isotope in difference to the two odd-odd neighbours 82Rb45 and 84Rb47. In 83Rb, the breakup of a neutron pair is necessary to generate excitations that include unpaired nucleons of both kinds. A possible configuration of negative parity is the 3-qp configuration p(g9/2n(g9/2n(fp). This configuration has one g9/2 particle less than the 4-qp configuration assumed for the odd-odd isotopes and, therefore, less possibilities to generate high spins. This and the specific neutron orbitals obviously lead to a spin coupling which cannot realize the shears mechanism. A further possible configuration similar to the one in the odd-odd isotopes is the 4-qp configuration p(fp) p(g9/22n(g9/22) which may occur at higher energy.
The different behaviour of the isotopes with odd numbers of N = 45, 47 on the one hand and an even number of N = 46 on the other hand demonstrates the delicate balance between irregular and coherent collective motion in this mass region.


1 FZR and Faculty of Physics, University of Sofia, 1164 Sofia, Bulgaria
2 II. Physikalisches Institut, Universität Göttingen, 37073 Göttingen
3 INFN, Laboratori Nazionali di Legnaro, 35020 Legnaro, Italy
4 INFN and Dipartimento di Fisica dell'Universita di Padova, 35131 Padova, Italy

References
[1] S. Frauendorf, Nucl. Phys. A 557, 259c (1993)
[2] H. Schnare et al., Phys. Rev. Lett. 82, 4408 (1999)
[3] R. Schwengner et al., J. of Res. of NIST 105, 133 (2000)

FZR
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