引用本文: | 孙军强.电子组态中包含两个或两个以上非闭合壳层时原子静电能矩阵元的一种计算方法.[J].国防科技大学学报,1983,(2):143-153.[点击复制] |
Sun Junqiang.A Method for Calculating the Atomic Electrostatic Energy Matrix Elements while the Electronic Configuration Contains Two or More Nonclosed Shells[J].Journal of National University of Defense Technology,1983,(2):143-153[点击复制] |
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电子组态中包含两个或两个以上非闭合壳层时原子静电能矩阵元的一种计算方法 |
孙军强 |
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摘要: |
应用 Racah 代数和反对称化子技巧,求得了LS耦合下组态为 lnl′n'l"n" …的原子静电能矩阵元。在矩阵元的表达式中只含有 6j 、9j符号和单电子主亲态比系数。因此,可以比较容易地算出原子静电能。 有时烧蚀蒸汽中包含原子序数较高的原子或离子。利用这种方法可以计算出它们的能级。 |
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投稿日期:1983-03-11 |
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A Method for Calculating the Atomic Electrostatic Energy Matrix Elements while the Electronic Configuration Contains Two or More Nonclosed Shells |
Sun Junqiang |
Abstract: |
By using the technique of Racah algebra and antisymmetrizer,the atomic electrostatic energy matrix elements for electronic configuration l1n1 l2n2…lfnf in the LS coupling scheme are obtained. There are only 6-j, 9-j symbols and one-partical substantive coefficients of fractional parentage in the expressions of these elements. Therefore,the atomic electrostatic energy can be evaluated more easily.
This method can be used to calculate the energy levels of atoms and ions with higher atomic number,which are compositions of ablation vapor sometimes. |
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