电场中带电谐振子能量本征函数的不同解法比较  

Several Solutions to the Harmonic Oscillator with Electric Charge at the Electric Field

作　　者：葛泽玲[1] 

机构地区：[1]涪陵师范学院物理学及电子信息工程系,重庆涪陵408003

出　　处：《安庆师范学院学报（自然科学版）》2007年第1期74-75,94,共3页Journal of Anqing Teachers College(Natural Science Edition)

基　　金：涪陵师范学院重点学科建设基金资助(2003148)

摘　　要：分别利用定态微扰法、坐标平移法、升降算符、费曼-海尔曼定理等方法解电场中带电谐振子能量本征值,最终几种方法所得的结果一致。In this paper, the author uses the perturbation method, the translational motion of coordinates, the ladder operators and the Feynman-HeUmann theorem respectively to find the solution to the harmonic oscillator with electric charge in the electric field, As a result, she finds the results of thses methods are identical.

关 键 词：带电谐振子 能量本征值 哈密顿算符 

分 类 号：O413[理学—理论物理]