Solution of the level of approximation analytic formula of hydrogen-like atom for the Debye shielding potential by means of the power series
The first-order~and the approximation analytical formula of the energy levels for hydrogen-like atoms in condition of the Debye shielding potential are achieved by means of the Rayleigh Schrodinger perturba-tion theory and the power series;meanwhile,the corresponding recurrence relations are got with the use of the so-lotion of power series. Basic on mentioned above and with the use of energy consistent method, the equivalent value of second-order revision in condition of the Debye shielding potential as well be got and the result is oom-pared with the data obtained by the numerical method. Beside, the critical bond-state and corresponding cut off of conditions are discussed.
分子物理 原子结构 原子光谱
胡先权 LUO Guang MA Yan CUEI Li-peng
国内会议
沈阳
英文
39-44
2007-08-01（万方平台首次上网日期，不代表论文的发表时间）