摘要
讨论了Hartmann型标量势与矢量势相等的条件下Klein-Gordon方程的束缚态解.对变量分离后的角向θ和径向r的Klein-Gordon方程应用级数解法.结果表明,径向波函数可用广义Laguerre多项式表示,角向波函数可用超几何函数表示,并给出了归一化的波函数.
The bound states of Klein-Gordon equation with scalar and vector Hartmann-type potentials were discussed. The separated variables Klein-Gordon equation of the angle θ and the radial r was solved by series expansion method. It was showed that the radial wave functions could be expressed respectively by generalized Laguerre polynomial hypergeogetric functions and angular wave functions. The normalized wavefunction was also presented.
出处
《浙江师范大学学报（自然科学版）》
CAS
2005年第3期261-264,共4页
Journal of Zhejiang Normal University:Natural Sciences
