摘要
文中用谐振子乘积基展开法求解了四体系统的Schrdinger方程.通过分析波函数及形状密度函数在多维坐标空间的分布,比较了四体全对称0+态,四体金对称0-态和四体全反对称0+态,四体全反对称0-态的结构和内部运动的差异;讨论了对称性的影响.
The Schrodinger equation of a 4-body model system has been solved by using harmonic oscillator product states. The distribution of the wave functions and the shape-density functions in the multi-dimensional coordinate space has been investigated. A comparison has been made among the structures and internal motions of the totally symmetric states 0+, 0- and totally antisymmetric states 0+, 0-. The effect of symmetry has been discussed.
出处
《高能物理与核物理》
SCIE
CAS
CSCD
北大核心
1994年第5期454-459,共6页
High Energy Physics and Nuclear Physics
关键词
四体问题
对称性
结构
内部运动
few-body system 4-body problem, symmetry, geometric structure, modes of internal motion.