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基于冻结核心四分量相对论多组态准简并微扰理论的CeF电子结构

Electronic structure of CeF from frozen-core four-component relativistic multiconfigurational quasidegenerate perturbation theory.

作者信息

Tatewaki Hiroshi, Yamamoto Shigeyoshi, Watanabe Yoshihiro, Nakano Haruyuki

机构信息

Graduate School of Natural Sciences, Nagoya City University, Nagoya, Aichi 467-8501, Japan.

出版信息

J Chem Phys. 2008 Jun 7;128(21):214901. doi: 10.1063/1.2924118.

Abstract

We have investigated the ground state and the two lowest excited states of the CeF molecule using four-component relativistic multiconfigurational quasidegenerate perturbation theory calculations, assuming the reduced frozen-core approximation. The ground state is found to be (4f(1))(5d(1))(6s(1)), with Omega = 3.5, where Omega is the total electronic angular momentum around the molecular axis. The lowest excited state with Omega = 4.5 is calculated to be 0.104 eV above the ground state and corresponds to the state experimentally found at 0.087 eV. The second lowest excited state is experimentally found at 0.186 eV above the ground state, with Omega = 3.5 based on ligand field theory calculations. The corresponding state having Omega = 3.5 is calculated to be 0.314 eV above the ground state. Around this state, we also have the state with Omega = 4.5. The spectroscopic constants R(e), omega(e), and nu(1-0) calculated for the ground and first excited states are in almost perfect agreement with the experimental values. The characteristics of the CeF ground state are discussed, making comparison with the LaF(+) and LaF molecules. We denote the d- and f-like polarization functions as d() and f(). The chemical bond of CeF is constructed via {Ce(3.6+)(5p(6)d(*0.3)f(*0.1))F(0.6-)(2p(5.6))}(3+) formation, which causes the three valence electrons to be localized at Ce(3.6+).

摘要

我们采用四分量相对论多组态准简并微扰理论计算方法,在简化的冻结核心近似下,研究了CeF分子的基态和两个最低激发态。发现基态为(4f(1))(5d(1))(6s(1)),Ω = 3.5,其中Ω是围绕分子轴的总电子角动量。计算得出Ω = 4.5的最低激发态比基态高0.104 eV,对应于实验上在0.087 eV处发现的态。实验发现第二低激发态比基态高0.186 eV,基于配体场理论计算其Ω = 3.5。计算得出具有相同Ω = 3.5的相应态比基态高0.314 eV。在这个态附近,我们还有Ω = 4.5的态。计算得到的基态和第一激发态的光谱常数R(e)、ω(e)和ν(1 - 0)与实验值几乎完全一致。通过与LaF(+)和LaF分子进行比较,讨论了CeF基态的特性。我们将类d和类f极化函数记为d()和f()。CeF的化学键通过{Ce(3.6+)(5p(6)d(*0.3)f(*0.1))F(0.6-)(2p(5.6))}(3+)的形成构建,这使得三个价电子定域在Ce(3.6+)上。

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