首页> 外文期刊>Technical physics >Angular Distribution of Auger Electrons for (M_3 → N_(2,3)N_(2,3)), (M_4 → N_(4,5)N_(4,5)), (M_4 → N_1N_3), and (M_(4,5) → O_(2,3)O_(2,3)) in a Xenon Atom
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Angular Distribution of Auger Electrons for (M_3 → N_(2,3)N_(2,3)), (M_4 → N_(4,5)N_(4,5)), (M_4 → N_1N_3), and (M_(4,5) → O_(2,3)O_(2,3)) in a Xenon Atom

机译:(M_3→N_(2,3)N_(2,3)),(M_4→N_(4,5)N_(4,5)),(M_4→N_1N_3)和(M_( 4,5)→氙原子中的O_(2,3)O_(2,3))

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摘要

The angular distribution of Auger electrons is considered, and the angular distribution anisotropy parameter α_2 for (M_3 → N_2N_3), (M_3 → N_3N_3), (M_4 → N_1N_3), (M_4 → N_4N_5), (M_4 → N_5N_5), and (M_(4,5) → O_(2,3)O_(2,3)) transitions in a xenon atom is calculated. The matrix elements are evaluated by the nonrelativistic Hartree-Fock method with LS coupling, as well as by the relativistic HartreeFock method with jj coupling (single-configuration approximation) and intermediate coupling (multiconfiguration approximation).
机译:考虑俄歇电子的角分布,并针对(M_3→N_2N_3),(M_3→N_3N_3),(M_4→N_1N_3),(M_4→N_4N_5),(M_4→N_5N_5)和(M_计算了氙原子中的(4,5)→O_(2,3)O_(2,3))跃迁。通过具有LS耦合的非相对论Hartree-Fock方法以及具有jj耦合(单配置近似)和中间耦合(多配置近似)的相对论HartreeFock方法评估矩阵元素。

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