在恒定弱电场中一维线性谐振子能级的计算  

Calculation of the energy level of one-dimensional linear harmonic oscillator in weak electric field

作　　者：邢淑芝[1] 谷开慧[1] 解玉鹏[2] 

机构地区：[1]长春理工大学光电信息学院,吉林长春130012 [2]吉林化工学院理学院,吉林吉林132022

出　　处：《吉林化工学院学报》2010年第3期84-86,共3页Journal of Jilin Institute of Chemical Technology

摘　　要：线性谐振子在量子力学中占有重要的地位,许多体系都可以近似地看做是线性谐振子.因此,对线性谐振子的研究具有重要意义.本文分别用配方法、微扰法求解出一维线性谐振子在恒定弱电场中的能量本征值,给出了求解在恒定弱电场中一维线性谐振子能级的两种典型方法.Linear harmonic oscillator takes an important role in quantum mechanics.Many systems can be taken approximately as of linear harmonic oscillator.Consequently,the study on linear harmonic oscillator is significant in many ways.Using methods of formula and perturbation,this paper finds out the energy eigenvalue of one-dimensional linear harmonic oscillator in weak electric field,and presents clearly two typical solutions for the energy level of one-dimensional linear harmonic oscillator in weak electric field.

关 键 词：一维线性谐振子 能量本征值 微扰 

分 类 号：O413.1[理学—理论物理]