%0 Journal Article %1 THOMAS201496 %A Thomas, T. %A Régis, J.-M. %A Jolie, J. %A Heinze, S. %A Albers, M. %A Bernards, C. %A Fransen, C. %A Radeck, D. %D 2014 %J Nuclear Physics A %K jolie myown %P 96 - 111 %R https://doi.org/10.1016/j.nuclphysa.2014.02.002 %T Bose–Fermi symmetry in the odd–even gold isotopes %U http://www.sciencedirect.com/science/article/pii/S0375947414000281 %V 925 %X Abstract In this work the results of an in-beam experiment on 195Au are presented, yielding new spins, multipole mixing ratios, and new low-lying states essential for the understanding of this nucleus. The positive-parity states from this work together with compiled data from the available literature for 185–199Au are compared to Interacting Boson Fermion Model calculations employing the Spin(6) Bose–Fermi symmetry. The evolution of the parameters for the τ splitting and the J splitting reveals a smooth behavior. Thereby, a common description based on the Bose–Fermi symmetry is found for 189–199Au. Furthermore, the calculated E2 transition strengths are compared to experimental values with fixed effective boson and fermion charges for all odd–even gold isotopes, emphasizing that the Spin(6) Bose–Fermi symmetry is valid for the gold isotopes.

@article{THOMAS201496, abstract = {Abstract In this work the results of an in-beam experiment on 195Au are presented, yielding new spins, multipole mixing ratios, and new low-lying states essential for the understanding of this nucleus. The positive-parity states from this work together with compiled data from the available literature for 185–199Au are compared to Interacting Boson Fermion Model calculations employing the Spin(6) Bose–Fermi symmetry. The evolution of the parameters for the τ splitting and the J splitting reveals a smooth behavior. Thereby, a common description based on the Bose–Fermi symmetry is found for 189–199Au. Furthermore, the calculated E2 transition strengths are compared to experimental values with fixed effective boson and fermion charges for all odd–even gold isotopes, emphasizing that the Spin(6) Bose–Fermi symmetry is valid for the gold isotopes.}, added-at = {2018-01-20T19:00:04.000+0100}, author = {Thomas, T. and Régis, J.-M. and Jolie, J. and Heinze, S. and Albers, M. and Bernards, C. and Fransen, C. and Radeck, D.}, biburl = {https://www.bibsonomy.org/bibtex/2c0e6f4d5f08dbfd53427dca3c859b577/ikpcologne}, description = {Bose–Fermi symmetry in the odd–even gold isotopes - ScienceDirect}, doi = {https://doi.org/10.1016/j.nuclphysa.2014.02.002}, interhash = {26cfeec46afc46a54f8f5c85f3cb0365}, intrahash = {c0e6f4d5f08dbfd53427dca3c859b577}, issn = {0375-9474}, journal = {Nuclear Physics A}, keywords = {jolie myown}, pages = {96 - 111}, timestamp = {2020-01-13T16:28:17.000+0100}, title = {Bose–Fermi symmetry in the odd–even gold isotopes}, url = {http://www.sciencedirect.com/science/article/pii/S0375947414000281}, volume = 925, year = 2014 }