Supershell Effect and Stability of Classical Periodic Orbits in Reflection-Asymmetric Superdeformed Oscillator
arXiv:nucl-th/9304019 · doi:10.1143/ptp/90.3.747
Abstract
A semiclassical analysis is made of the origin of an undulating pattern in the smoothed level density for a reflection-asymmetric superdeformed oscillator potential. It is suggested that, when the octupole-type deformation increases, an interference effect between two families of periodic orbit with the ratio of periods approximately 2:1 becomes stronger and thus a pronounced ``supershell'' structure appears.
arXiv comment8 pages, PHYZZX, figures are not included, KUNS1196
Cited by in corpus (7)
- The Information Geometry of the Spherical Model
- The Information Geometry of the One-Dimensional Potts Model
- The Information Geometry of the Ising Model on Planar Random Graphs
- Periodic Orbits and Shell Structure in Octupole Deformed Potentials
- Stochastic formulation of the renormalization group: supersymmetric structure and topology of the space of couplings
- Quantum Chaos, Degeneracies and Exceptional Points
- Relative entropy for compact Riemann surfaces