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Two-component multi-configurational second-order perturbation theory with Kramers restricted complete active space self-consistent field reference function and spin-orbit relativistic effective core potential

机译:具有Kramers约束的完整主动空间自洽场参考函数和自旋轨道相对论有效核心势的两分量多配置二阶摄动理论

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摘要

We report the formulation and implementation of KRCASPT2, a two-component multi-configurational second-order perturbation theory based on Kramers restricted complete active space self-consistent field (KRCASSCF) reference function, in the framework of the spin-orbit relativistic effective core potential. The zeroth-order Hamiltonian is defined as the sum of nondiagonal one-electron operators with generalized two-component Fock matrix elements as scalar factors. The Kramers symmetry within the zeroth-order Hamiltonian is maintained via the use of a state-averaged density, allowing a consistent treatment of degenerate states. The explicit expressions are derived for the matrix elements of the zeroth-order Hamiltonian as well as for the perturbation vector. The use of a fully variational reference function and nondiagonal operators in relativistic multi-configurational perturbation theory is reported for the first time. A series of initial calculations are performed on the ionization potential and excitation energies of the atoms of the 6p-block; the results display a significant improvement over those from KRCASSCF, showing a closer agreement with experimental results. Accurate atomic properties of the superheavy elements of the 7p-block are also presented, and the electronic structures of the low-lying excited states are compared with those of their lighter homologues. (c) 2014 AIP Publishing LLC.
机译:我们在自旋轨道相对论有效核心势的框架下报告了KRCASPT2的制定和实现,这是一种基于Kramers约束的完整有源空间自洽场(KRCASSCF)参考函数的两组分多配置二阶摄动理论。 。零阶哈密顿量定义为非对角单电子算子的总和,其中广义两分量Fock矩阵元素为标量因子。通过使用状态平均密度来保持零阶哈密顿量内的Kramers对称性,从而可以对退化状态进行一致的处理。对于零阶哈密顿量的矩阵元素以及摄动矢量,导出了明确的表达式。首次报道了相对论多构型摄动理论中完全变分参考函数和非对角算子的使用。对6p嵌段原子的电离势和激发能进行了一系列的初始计算。结果表明,与KRCASSCF相比,该方法有显着改进,与实验结果更加吻合。还介绍了7p嵌段的超重元素的准确原子性质,并将低激发态的电子结构与其较轻同系物的电子结构进行了比较。 (c)2014 AIP Publishing LLC。

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