均匀外电场中三维荷电谐振子的量子化能谱与能量本征函数

The Quantization Energy Spectrum and Eigenfunction of Three-dimensional Charged Harmonic Oscillator in an Uniform Electric Field

分析了均匀外电场中三维荷电谐振子的哈密顿量构成特性,利用Feynman-Hellmann定理求出该量子系统的量子化能谱,并采用"波动方程法"求出该量子系统的能量本征函数.

The constitutive characteristic of Hamiltonian is analysed for three-dimensional Charged harmonic oscillator in an uniform electric field. The quantization energy spectrum of the system are derived by use of Feynman-Hellmann theorem, Then the quantization eigenfunction of charged harmonic oscillator are obtained by wave equation method.