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首页> 外文期刊>Atomic data and nuclear data tables >Coupled tensorial forms of the second-order effective Hamiltonian for open-subshell atoms in jj-coupling
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Coupled tensorial forms of the second-order effective Hamiltonian for open-subshell atoms in jj-coupling

机译:jj耦合中开放子壳原子的二阶有效哈密顿量的耦合张量形式

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摘要

General expressions for the second-order effective atomic Hamiltonian are derived for open-subshell atoms in jj-coupling. The expansion terms are presented as N-body (N=0,1,2,3) effective operators given in the second quantization representation in coupled tensorial form. Two alternative coupled tensorial forms for each expansion term have been developed. To reduce the number of expressions of the effective Hamiltonian, the reduced matrix elements of antisymmetric two-particle wavefunctions are involved in the consideration. The general expressions presented allow the determination of the spin-angular part of expansion terms when studying correlation effects dealing with a number of problems in atomic structure calculations.
机译:对于jj耦合中的开壳原子,推导出了二阶有效原子哈密顿量的一般表达式。扩展项以耦合张量形式表示为第二量化表示形式中给出的N体(N = 0,1,2,3)个有效算符。对于每个扩展项,已经开发了两种替代的耦合张量形式。为了减少有效哈密顿量的表达数量,考虑了反对称两粒子波函数的简化矩阵元素。当研究在原子结构计算中处理许多问题的相关效应时,所提供的一般表达式可以确定扩展项的自旋角部分。

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