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Re(CO)5X(X = Cl、Br和I)价光电子能谱的理论研究:自旋轨道DK3对称适配簇/对称适配簇-组态相互作用研究

Theoretical study of valence photoelectron spectra of Re(CO)5X (X=Cl, Br, and I): a spin-orbit DK3 symmetry-adapted cluster/symmetry-adapted cluster-configuration interaction study.

作者信息

Nakajima Takahito, Hane Shintaro, Hirao Kimihiko

机构信息

Department of Applied Chemistry, Graduate School of Engineering, The University of Tokyo, Tokyo 113-865 6, Japan.

出版信息

J Chem Phys. 2006 Jun 14;124(22):224307. doi: 10.1063/1.2206186.

Abstract

The valence photoelectron spectra of Re(CO)(5)X (X=Cl, Br, and I) are studied theoretically using symmetry-adapted cluster (SAC)/SAC-configuration interaction (SAC-CI) theory. The relativistic effects are included by the third-order Douglas-Kroll (DK3) method, and the spin-orbit coupling is also considered. Both electron correlation and relativistic effects are significant in assigning the valence photoelectron spectra of Re(CO)(5)X (X=Cl, Br, and I). DK3-SAC/SAC-CI provides values for the relative peak positions in a reasonable agreement with the observed photoelectron spectra. The sequence of ionization energies for Re(CO)(5)Cl, Re(CO)(5)Br, and Re(CO)(5)I are calculated as e(')[a(1)(Cl)]>e(')[e(Re+Cl)] approximately e(")[e(Re+Cl)]>e(")[b(2)(Re)]>e(')[e(Re-Cl)]>e(")[e(Re-Cl)], e(')[a(1)(Br)]>e(')[e(Re+Br)]>e(")[e(Re+Br)+b(2)(Re)]>e(")[b(2)(Re)+e(Re+Br)]>e(')[e(Re-Br)]>e(")[e(Re-Br)], and e(')[e(Re+I)+a(1)(I)]>e(")[b(2)(Re)+e(Re+I)] approximately e(')[a(1)(I)+e(Re+I)]>e(")[e(Re+I)+b(2)(Re)]>e(')[e(Re-I)]>e(")[e(Re-I)], respectively. These assignments are quite new and different from previous assignments.

摘要

利用对称适配簇(SAC)/SAC-组态相互作用(SAC-CI)理论对Re(CO)(5)X(X = Cl、Br和I)的价光电子能谱进行了理论研究。通过三阶道格拉斯-克罗尔(DK3)方法计入相对论效应,并考虑了自旋-轨道耦合。电子关联和相对论效应在确定Re(CO)(5)X(X = Cl、Br和I)的价光电子能谱中都很重要。DK3-SAC/SAC-CI给出的相对峰位置值与观测到的光电子能谱合理相符。计算得到Re(CO)(5)Cl、Re(CO)(5)Br和Re(CO)(5)I的电离能顺序分别为e(')[a(1)(Cl)]>e(')[e(Re+Cl)]≈e(")[e(Re+Cl)]>e(")[b(2)(Re)]>e(')[e(Re-Cl)]>e(")[e(Re-Cl)],e(')[a(1)(Br)]>e(')[e(Re+Br)]>e(")[e(Re+Br)+b(2)(Re)]>e(")[b(2)(Re)+e(Re+Br)]>e(')[e(Re-Br)]>e(")[e(Re-Br)],以及e(')[e(Re+I)+a(1)(I)]>e(")[b(2)(Re)+e(Re+I)]≈e(')[a(1)(I)+e(Re+I)]>e(")[e(Re+I)+b(2)(Re)]>e(')[e(Re-I)]>e(")[e(Re-I)]。这些归属相当新颖,与之前的归属不同。

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