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Maple procedures for the coupling of angular momenta. VIII. Spin-angular coefficients for single-shell configurations

机译:枫木角矩耦合程序。八。单壳结构的自旋角系数

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Matrix elements of physical operators are required when the accurate theoretical determination of atomic energy levels, orbitals and radiative transition data need to be obtained for open-shell atoms and ions. The spin-angular part for these matrix elements is typically based on standard quantities such as matrix elements of the unit tensor, the (reduced) coefficients of fractional parentage as well as a number of other reduced matrix elements concerning various products of electron creation and annihilation operators. Therefore, in order to facilitate the access to the matrix elements of one- and two-particle scalar operators, we present here an extension to the RACAH program for the full set of standard quantities and the pure spin-angular coefficients in LS- and jj-couplings. A flexible notation is introduced for defining and manipulating the electron creation and the electron annihilation operators. This will allow us to solve successfully various angular momentum problems in atomic physics.
机译:当需要为开壳原子和离子获得原子能级,轨道和辐射跃迁数据的准确理论确定值时,需要使用物理算符的矩阵元素。这些矩阵元素的自旋角部分通常基于标准量,例如单位张量的矩阵元素,分数母态的(降低的)系数以及与电子产生和an灭的各种产物有关的许多其他简化的矩阵元素操作员。因此,为了方便访问一维和两维标量算子的矩阵元素,我们在这里提出RACAH程序的扩展,用于全套标准量以及LS-和jj中的纯自旋角系数-联轴器。引入了一种灵活的表示法,用于定义和操纵电子生成和电子an灭算符。这将使我们能够成功解决原子物理学中的各种角动量问题。

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