摘要
本文分别按Ｗｅｙｌ规则和Ｂｏｈｍ规则，给出了线性谐振子的任意力学量算符矩阵元的计算通式．现有文献中关于动力学变量的矩阵元通式可归为本文的特例．
This paper illustrates how to derive a general formula of the matrix elements of any quantum mechaniCal operator for linear harmonic oscillator by means of the Weyl's rule and the Bohm 's rule respectively.The results given in the present references resgarding general formulas of the mains elements of dynamical variables are some special cases of our work.
出处
《上海师范大学学报（自然科学版）》
1994年第4期39-46,共8页
Journal of Shanghai Normal University(Natural Sciences)
关键词
通式
矩阵元
谐振子
general formula
matrix element
harmonic oscillator
