Theory of Finite Nuclei

作者: K. A. Brueckner , J. L. Gammel , H. Weitzner

DOI: 10.1103/PHYSREV.110.431

关键词:

摘要: A theory of finite nuclei is formulated, based on the reaction-matrix nuclear many-body system. The reaction matrix appropriate to nucleus in exact determined by solution coupled Hartree-Fock and self consistency problems. This formal procedure extremely difficult carry out; finite-nucleus has instead been approximated local density, which a nonlocal coordinate space operator ($\mathrm{r}|K|{\mathrm{r}}^{\ensuremath{'}}$). It shown that this approximation equivalent assumption same short-range correlation structure as matter.

参考文章(22)
J. L. Gammel, R. M. Thaler, Spin-Orbit Coupling in the Neutron-Proton Interaction Physical Review. ,vol. 107, pp. 1337- 1340 ,(1957) , 10.1103/PHYSREV.107.1337
L. Wolfenstein, Possible Triple-Scattering Experiments Physical Review. ,vol. 96, pp. 1654- 1658 ,(1954) , 10.1103/PHYSREV.96.1654
K. A. Brueckner, C. A. Levinson, H. M. Mahmoud, Two-Body Forces and Nuclear Saturation. I. Central Forces Physical Review. ,vol. 95, pp. 217- 228 ,(1954) , 10.1103/PHYSREV.95.217
K. A. Brueckner, NUCLEAR SATURATION AND TWO-BODY FORCES. II. TENSOR FORCES Physical Review. ,vol. 96, pp. 508- 516 ,(1954) , 10.1103/PHYSREV.96.508
K. A. Brueckner, R. J. Eden, N. C. Francis, High-Energy Reactions and the Evidence for Correlations in the Nuclear Ground-State Wave Function Physical Review. ,vol. 98, pp. 1445- 1455 ,(1955) , 10.1103/PHYSREV.98.1445
K. A. Brueckner, R. J. Eden, N. C. Francis, Nuclear Energy Level Fine Structure and Configuration Mixing Physical Review. ,vol. 99, pp. 76- 87 ,(1955) , 10.1103/PHYSREV.99.76