Number of states for nucleons in a single- shell
arXiv:nucl-th/0509084 · doi:10.1103/PhysRevC.72.064333
Abstract
In this paper we obtain number of states with a given spin and a given isospin for systems with three and four nucleons in a single- orbit, by using sum rules of six- and nine- symbols obtained in earlier works.
arXiv commentto be published in Physical Review C
References in corpus (7)
- General pairing interactions and pair truncation approximations for fermions in a single-j shell
- Number of states with fixed angular momentum for identical fermions and bosons
- Alternate Derivation of Ginocchio-Haxton relation [(2j+3)/6]
- Classification of states of single- fermions with -pairing interaction
- -pairing interaction, number of states, and nine- sum rules of four identical particles
- Number of Spin States of Identical Particles
- Isospin relations for four nucleons in a single j shell
Cited by in corpus (5)
- Energy expressions for n=3 and 4 systems in a single-j shell
- Alternate proof of the Rowe-Rosensteel proposition and seniority conservation
- Total number of levels for identical particles in a single- shell using coefficients of fractional parentage
- Special 6j and 9j symbols for a single-j shell
- Number of spin-J states and odd-even staggering for identical particles in a single-j shell