Emergence of clusters: Halos, Efimov states, and experimental signals
arXiv:1705.08718 · doi:10.1103/PhysRevLett.120.052502
Abstract
We investigate emergence of halos and Efimov states in nuclei by use of a newly designed model which combines self-consistent mean-field and three-body descriptions. Recent interest in neutron heavy calcium isotopes makes Ca (Ca+n+n) an ideal realistic candidate on the neutron dripline, and we use it as a representative example that illustrates our broadly applicable conclusions. By smooth variation of the interactions we simulate the crossover from well-bound systems to structures beyond the threshold of binding, and find that halo-configurations emerge from the mean-field structure for three-body binding energy less than keV. Strong evidence is provided that Efimov states cannot exist in nuclei. The structure that bears the most resemblance to an Efimov state is a giant halo extending beyond the neutron-core scattering length. We show that the observable large-distance decay properties of the wave function can differ substantially from the bulk part at short distances, and that this evolution can be traced with our combination of few- and many-body formalisms. This connection is vital for interpretation of measurements such as those where an initial state is populated in a reaction or by a beta-decay.
arXiv comment5 pages, 5 figures, under review
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- Three-body forces and Efimov physics in nuclei and atoms
- Universality of Efimov states in highly mass-imbalanced cold-atom mixtures with van der Waals and dipole interactions
- Possible halo structure of Ca by forbidden-state-free locally peaked Gaussians
- Combined few-body and mean-field model for nuclei
- Two-proton capture on the Se nucleus with a new self-consistent cluster model
- Two-cluster approach to the properties of one- and two-neutron-halo nuclei
- Deformation, halo, and bubble structure: A paradigm shift of exotic phenomena in light to medium mass nuclei
- Universal Efimov spectra and fermionic doublets in highly mass-imbalanced cold-atom mixtures with van der Waals and dipole interactions
- Uncertainty Quantification in Breakup Reactions
- Ca and Ca with the (Many- and Few-body) Unified Method