摘要
据群链[SO(5)U(1)DSU(2)T][Sp(2j+1)O(3)],对j壳层核子按广义准旋[s,t]、同位旋T、角动量J和核子数n=2D+2j+1分类,分类重复度可因子化为SO(5)U(1)DSU(2)T与Sp(2j+1)O(3)约化重复度之积。给出上述两个约化重复度的简明计算公式,并列出部分结果。
According to the group chain [SO(5)U(1) DSU(2) T][Sp(2j+1)O(3)], the coupling states of j shell nucleons are classified by D=(n 2j-1)/2 ,isospin T,angular momentum J and generalized quasispin[ s,t ],where s is generalized siniority and t is reduced isospin;the multiplicities classified are products of SO(5)U(1) DSU(2) T and Sp(2j+1)O(3) group reduction multiplicities.The explicit formulas for the two group reduction multiplicities are presented,and some results calculated are listed.
出处
《计算物理》
CSCD
北大核心
1997年第4期472-474,共3页
Chinese Journal of Computational Physics