摘要
在适当的正则变换下,使含时阻尼谐振子纳入量子化轨道,并以此找到含时阻尼谐振子的不变量算符、不变量算符的本征值和本征函数。
By means of canonical transformation, a direct quantization scheme is found for a harmomic oscillator whose damping coefficient is time-dependent, the quantum invariant eigenvalue and eigen function of a damped harmonic oscillator with time-dependent damping coefficient are obtained.
出处
《常熟理工学院学报》
2005年第4期35-39,共5页
Journal of Changshu Institute of Technology
关键词
含时阻尼
谐振子
量子不变量
Lewis相
eigenvalue
eigenfunction
Quantum invariant
Time-dependent damped coefficient
Lewis-Riesenfeld Phase
