一维谐振子薛定谔方程的一种解法 A Solution of One-dimensional Schrdinger Equation for Harmonic Oscillator

@inproceedings{Ltj2008AS,
  title={一维谐振子薛定谔方程的一种解法 A Solution of One-dimensional Schrdinger Equation for Harmonic Oscillator},
  author={李体俊 Ltj},
  year={2008}
}
用一种新的方式求解了一维谐振子波方程,得出谐振子波函数新的表现形式ψzn ( x, t) . 当参量z = 0时,ψ0n ( x, t)表示谐振子的定态;当量子数n = 0时,ψz0 ( x, t)表示谐振子的相干态;当n≠0时,ψzn ( x,t)表示谐振子的激发相干态. The wave function ψzn(x,t)is explained from the application of Schrdinger equation for harmonic oscillator.When parameter z=0,ψ0n(x,t),it describes stationary states;when n=0,ψz0(x,t),it describes coherent states;when n≠0,ψzn(x,t),it describes excitation coherent states.