On the Backbending Mechanism of Cr
arXiv:nucl-th/9902057 · doi:10.1103/PhysRevLett.83.1922
Abstract
The mechanism of backbending in Cr is investigated in terms of the Projected Shell Model and the Generator Coordinate Method. It is shown that both methods are reasonable shell model truncation schemes. These two quite different quantum mechanical approaches lead to a similar conclusion that the backbending is due to a band crossing involving an excited band which is built on simultaneously broken neutron and proton pairs in the ``intruder'' subshell . It is pointed out that this type of band crossing is usually known to cause the second backbending in rare-earth nuclei.
4 pages, 4 figures, accepted for publication in Phys. Rev. Lett
Cited by in corpus (22)
- The Shell Model as Unified View of Nuclear Structure
- Shell model study of the isobaric chains A=50, A=51 and A=52
- Overview of Neutron-Proton Pairing
- Projected shell model study for the yrast-band structure of the proton-rich mass-80 nuclei
- Projected shell model study on nuclei near the N = Z line
- Single-Particle and Collective Motion for Proton-Rich Nuclei on the Astrophysical rp-Process Path
- Superdeformed Band in ^{36}Ar Described by Projected Shell Model
- Shell-model description of N ~ Z 1f7/2 nuclei
- Application of the extended P+QQ force model to fp shell nuclei
- Different particle alignments in N \approx Z Ru isotopes studied by the shell model
- Band Crossing and Signature Splitting in Odd Mass fp Shell Nuclei
- Variation after projection calculations for high-spin states
- Multi-Shell Shell Model for Heavy Nuclei
- Particle alignments and shape change in Ge and Ge
- The Cranked Nilsson-Strutinsky versus the Spherical Shell Model: A Comparative Study of pf-Shell Nuclei
- Projected shell model description of nuclear level density: Collective, pair-breaking, and multiquasiparticle regimes in even-even nuclei
- Quasidynamical symmetries in the backbending of chromium isotopes
- Description of collective and quasiparticle excitations in deformed actinide nuclei: The first application of the Heavy Shell Model
- Unique features of structure in an odd-proton nucleus As
- Can one identify the intrinsic structure of the yrast states in Cr after the backbending?
- Shell-model Hamiltonian from self-consistent mean-field model: nuclei
- Shell model for heavy nuclei and its application in nuclear astrophysics