在分析双洞相关退激发对双洞态退激发的贡献较小的基础上,依据辐射-俄歇-双俄歇级联退激发模型(RACDA)研究了Mg^1+(1s^-1)(K壳层单洞态镁离子)和Mg^2+(1s^-2)(K壳层双洞态镁离子)的退激发过程,计算了它们的末电离态离子的分布,并与辐射-俄歇级联退激发模型的结果进行了比较.RACDA模型计算的Mg^1+(1s^-1)的4价末电离态离子的相对丰度较大,而辐射-俄歇级联退激发模型(RAC)的结果中就没有出现4价离子;两种模型计算Mg^2+(1s^-2)的6价末电离态离子的丰度非常大.而RAC模型下的Mg^2+(1s^-2)退激发后不产年6价离子.
Based on the conclusion that the contribution of correlated decay of two vacancies in atoms is small, the de-excitation process of Mg^1+ (ls^-1) hollow magnesium ions with single K-vacancy and Mg^2+ (ls^-2) double K-vacancy were treated by applying the radiative-single Auger - double Auger cascade model(RACDA). The final-charge-state distribution(FCSD) of these hollow ions were calculated, and compared with that obtained with the radiative-single Auger cascade model(RAC). The probability of tetravalent ion production via the de-excitation of Mg^1+ (1 s^-1 ) obtained by RACDA model is considerable, but tetravalent ion is not produced in the by RAC model. The probability of hexavalent ion production via the de-excitation of Mg^2+ ( 1 s^- 2 ) obtained by RACDA model is very large, but hexavalent ion is not produced in the RAC model.