Xiangxiang SUN, Shangui ZHOU. Deformed halo nuclei and shape decoupling effects[J]. NUCLEAR TECHNIQUES, 2023, 46(8): 080015

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- NUCLEAR TECHNIQUES
- Vol. 46, Issue 8, 080015 (2023)
 The proton (x<0) and the neutron (x>0) densities, (b) The density of the neutron core, (c) The density of the neutron halo](/richHtml/hjs/2023/46/8/080015/img_01.jpg)
Fig. 1. Density distributions of 44Mg[17](a) The proton (x<0) and the neutron (x>0) densities, (b) The density of the neutron core, (c) The density of the neutron halo
![Single neutron levels of 44Mg in the canonical basis[17]](/richHtml/hjs/2023/46/8/080015/img_02.jpg)
Fig. 2. Single neutron levels of 44Mg in the canonical basis[17]

Fig. 3. Neutron halo, neutron core, and neutron density distributions of 0+, 2+, and 4+ states of 44Mg by using the DRHBc theory with angular momentum projection
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Table 1. Quadrupole deformation parameter, two- or one- neutron separation energy, root-mean-square matter radius, and the amplitude of s-wave components of the halo nuclei in born and carbon isotopes from the DRHBc calculations with the density functional PK1[62]. Available experimental values are included for comparison. The experimental data of neutron-separation energies are taken from AME2020[63]

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