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使用价电子和全电子方法对六氟化铀和五氟化铀的性质及热化学进行密度泛函研究。

Density functional investigations of the properties and thermochemistry of UF6 and UF5 using valence-electron and all-electron approaches.

作者信息

Batista Enrique R, Martin Richard L, Hay P Jeffrey, Peralta Juan E, Scuseria Gustavo E

机构信息

Los Alamos National Laboratory, Theoretical Division, MS B268, New Mexico 87545, USA.

出版信息

J Chem Phys. 2004 Aug 1;121(5):2144-50. doi: 10.1063/1.1768518.

DOI:10.1063/1.1768518
PMID:15260768
Abstract

The structural properties and thermochemistry of UF6 and UF5 have been investigated using both Hartree-Fock and density functional theory (DFT) approximations. Within the latter approach, the local spin-density approximation, the generalized gradient approximation, and hybrid density functionals were considered. To describe the uranium atom we employed small-core (60 electrons) and large-core (78 electrons) relativistic effective core potentials (RECPs), as well as the all-electron approximation based on the two-component third-order Douglas-Kroll-Hess Hamiltonian. For structural properties, we obtained very good agreement with experiment with DFT and both large and small-core RECPs. The best match with experiment is given by the hybrid functionals with the small-core RECP. The bond dissociation energy (BDE) was obtained from the relative energies of the fragments [UF6 --> UF5 + F], corrected for zero-point energy and spin-orbit interaction. Very good agreement was found between the BDE obtained from all-electron calculations and those calculated with the small-core RECP, while those from the large-core RECP are off by more than 50%. In order to obtain good agreement with experiment in the BDE it is imperative to work with hybrid density functionals and a small-core RECP.

摘要

利用哈特里-福克方法和密度泛函理论(DFT)近似对六氟化铀(UF6)和五氟化铀(UF5)的结构性质和热化学性质进行了研究。在后者的方法中,考虑了局域自旋密度近似、广义梯度近似和杂化密度泛函。为了描述铀原子,我们采用了小核(60个电子)和大核(78个电子)相对论有效核势(RECP),以及基于双组分三阶道格拉斯-克罗尔-赫斯哈密顿量的全电子近似。对于结构性质,我们通过DFT以及大核和小核RECP与实验结果取得了很好的一致性。与实验的最佳匹配由采用小核RECP的杂化泛函给出。键解离能(BDE)从碎片[UF6→UF5 + F]的相对能量获得,并对零点能和自旋轨道相互作用进行了校正。全电子计算得到的BDE与小核RECP计算得到的BDE之间发现了很好的一致性,而大核RECP得到的BDE偏差超过50%。为了在BDE方面与实验取得良好的一致性,必须使用杂化密度泛函和小核RECP。

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