摘要
严格求解了三维非球谐振，势的Schrodinger方程给出了精确的能谱方程和归一化的径向波函数．获得了径向幂次算符r2的矩阵元和平均值的计算公式及其递推关系．
In this paper, the Schrodinger equation with a non-spherical harmonic oscillator potential in three dimensions V(r) = is solved. The exact energy equation and the normalized wave function are obtained. The calculation formulas andrecurrence formulas of matrix elements and mean values for any integer power operator rs are presented.
出处
《高能物理与核物理》
CSCD
北大核心
1999年第9期865-872,共8页
High Energy Physics and Nuclear Physics
基金
江苏省教育委员会自然科学基金
关键词
非球谐振子势
精确解
薛定谔方程
波函数
non-spherical harmonic oscillator, exact solution , Schrodinger equation
