将狄拉克方程的 R 矩阵变量法应用于 Be 原子

Chris H. Greene, Miguel A. Alarcón
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引用次数: 0

摘要

本文介绍了针对狄拉克方程的非迭代特征通道 R 矩阵方法的实现。它包括简要介绍、实现细节和铍原子光电离截面的结果。铍原子的相对论效应小而显著,因此是一个方便的测试对象。目前的计算与其他 R-matrix 计算和实验一致。它观察到了 (2pnd)1P 系列法诺线形状的变化,并揭示了在基态光离子化截面中可观察到的三重子和单重子系列之间以前未被注意到的耦合。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of the Variational R-matrix Method for the Dirac Equation to the Be Atom
This paper presents an implementation of the non-iterative eigenchannel R-matrix method for the Dirac equation. It includes a brief introduction, implementation details, and results for the photoionization cross-section of the beryllium atom. Beryllium is a convenient test due to small but significant relativistic effects. The current calculation aligns with other R-matrix calculations and experiments. It observes the change in the Fano line shape of the (2pnd)1P series and, reveals a previously unnoticed coupling between triplet and singlet series observable in the ground state photoionization cross-section.
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