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Missed prediction of the neutron halo in ³⁷Mg
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Missed prediction of the neutron halo in ³⁷Mg
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Halo phenomena have long been an important frontier in both experimental and theoretical nuclear physics. $^{37}$Mg was identified as a halo nucleus in 2014 and remains the heaviest nuclear halo system to date. While the halo phenomenon in $^{37}$Mg was not predicted before the discovery, its description has been still challenging afterwards. In this Letter, we report a microscopic and self-consistent description of the neutron halo in $^{37}$Mg using the deformed relativistic Hartree-Bogoliubov theory in continuum (DRHBc) that was developed in 2010. The experimental neutron separation energies and empirical matter radii of neutron-rich magnesium isotopes as well as the deformed $p$-wave halo characteristics of $^{37}$Mg are well reproduced without any free parameters. In particular, the orbital occupied by the halo neutron in $^{37}$Mg, exhibiting $p$-wave components comparable to those suggested in experiments, remains consistent across various employed density functionals including PC-F1, PC-PK1, NL3*, and PK1. The DRHBc theory investigated only even-even magnesium isotopes in previous works and for that reason missed predicting $^{37}$Mg as a halo nucleus before 2014. Although the core and the halo of $^{37}$Mg are both prolate, higher-order shape decoupling on the hexadecapole and hexacontatetrapole levels is predicted.
Forward citations
Cited by 2 Pith papers
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Deformed neutron halo nuclei and soft dipole excitations in the 40<A<90 mass region
DRHBc calculations identify unique density features in possible s- and p-wave deformed halo nuclei and demonstrate that low-energy dipole response sensitively probes halo components and deformation in the 40<A<90 region.
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Deformed neutron halo nuclei and soft dipole excitations in the 40<A<90 mass region
DRHBc calculations on three candidate nuclei show unique density features in deformed halos and indicate that low-energy dipole response is sensitive to halo wave-function components and deformation.
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