摘要
根据有效哈密顿方法导出了氢原子二级斯塔克效应的普遍计算公式,基于Mathematica平台,开发了一套用微扰论计算氢原子二级斯塔克效应的程序,并具体给出了氢原子(n=2,3,4)二级斯塔克效应能级分裂值及能级分裂图.
Based on the effective Hamiltonian method,the formula of calculating the second-order approximation for the Stark effect in hydrogen atom has been derived.By virtue of Mathematica language,a program is developed to calculate the second-order Stark effect in hydrogen atom,and then the second-order Stark effect in hydrogen atom（n=2,3,4）,which include both splitting energy level and corresponding pictures,are given.
出处
《鲁东大学学报（自然科学版）》
2012年第2期122-125,共4页
Journal of Ludong University:Natural Science Edition
基金
黄山学院自然科学研究项目(2008xkjq013)
黄山学院质量工程教研项目(2008hsujy010)
