摘要
运动原子与光场作用模型的薛定谔方程都是变系数微分方程,提出运动原子与光场共振作用的薛定谔方程经过适当方法处理可以变为常系数微分方程,能够得到精确解。
Both Schrdinger equations for atoms in motion and optical field are variable coefficient differential equations. However, handled properly, Schrdinger equations for atoms in motion and optical field interacting can be changed into ordinary differential equations and their exact solutions can be gained.
出处
《黄山学院学报》
2010年第3期18-20,共3页
Journal of Huangshan University
关键词
量子光学
薛定谔方程
变系数微分方程
常微分方程
quantum optics
Schrdinger equation
variable coefficient differential equation
ordinary differential equation