Tetrahedral Symmetry in Ground- and Low-Lying States of Exotic A ~ 110 Nuclei
arXiv:nucl-th/0311098 · doi:10.1103/PhysRevC.69.061305
Abstract
Recent theoretical calculations predict a possible existence of nuclei with tetrahedral symmetry: more precisely, the mean-field hamiltonians of such nuclei are symmetric with respect to double point-group Td. In this paper, we focus on the neutron-rich Zirconium isotopes as an example and present realistic mean-field calculations which predict tetrahedral ground-state configurations in 108,110Zr and low-lying excited states of tetrahedral symmetry in a number of N > 66 isotopes. The motivations for focusing on these nuclei, as well as a discussion of the possible experimental signatures of tetrahedral symmetry are also presented.
Accepted in Phys. Rev. C - Rapid Communications
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- Au40: A Large Tetrahedral Magic Cluster
- Nonaxial-octupole effect in superheavy nuclei
- Tetrahedral shapes of neutron-rich Zr isotopes from multidimensionally-constrained relativistic Hartree-Bogoliubov model
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- The impact of the surface energy coefficient on the deformation properties of atomic nuclei as predicted by Skyrme energy density functionals
- Nuclei with Tetrahedral Symmetry
- Tetrahedral symmetry in Zr nuclei: Calculations of low-energy excitations with Gogny interaction
- Nuclear tetrahedral configurations at spin zero
- Shape evolution of Zr nuclei and roles of tensor force
- Effect of tetrahedral shapes in heavy and superheavy nuclei
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- Shape co-existence and parity doublet in Zr isotopes
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- Anomalous shell effect in the transition from a circular to a triangular billiard
- Collective Rotation of Tetrahedral Nuclei in the Cranking Model
- Mass Probe of Tetrahedral Symmetry in Atomic Nuclei