类氟体系基态能量的相对论修正

Relativistic Corrections to the original-state Energies of the Florin-like Atoms

利用不可约张量理论,导出了氟原子(含类氟离子)能量的相对论修正的解析表达式,在此基础上具体计算了类氟体系(Z=9～13)基态[(1s)2(2s)2(2p)5]2P态的总能量,计算结果与实验数据符合得较好。

The analyzed expressions in the relativistic corrections of energies of fluorin or fluorin-like atoms are derived by the use of tensor theory. Then the total energies of the ground state, [（1s）^2（2s）^2（2p）^5]^2P,of fluorin-like atoms from 9 to 13 are calculated. The computational results are of good agreement with experimental data.