Abstract
The study of the hyperfine (hfs) anomaly in neutron rich nuclei can give a very specific and unique way to study the neutron distribution and the clustering structure. We study the sensitivity of the hfs anomaly to the clustering effects in the $^{9}\mathrm{Be}$ isotope using two different nuclear wave functions obtained in the three-cluster ($\ensuremath{\alpha}+\ensuremath{\alpha}+n$) model. The results are compared to those obtained for $^{9,11}\mathrm{Be}$ in a two-body core+neutron model to examine whether the hfs anomaly is sensitive to a halo structure in $^{11}\mathrm{Be}$.
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