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C2的X1Sigmag+、B1Deltag和B'1Sigmag+态:重整化耦合簇方法和多参考方法与全组态相互作用基准的比较

The X1Sigmag+, B1Deltag, and B' 1Sigmag+ states of C2: a comparison of renormalized coupled-cluster and multireference methods with full configuration interaction benchmarks.

作者信息

Sherrill C David, Piecuch Piotr

机构信息

Center for Computational Molecular Science and Technology, School of Chemistry and Biochemistry, Georgia Institute of Technology, Atlanta, Georgia 30332-0400, USA.

出版信息

J Chem Phys. 2005 Mar 22;122(12):124104. doi: 10.1063/1.1867379.

Abstract

Unusual bonding and electronic near degeneracies make the lowest-lying singlet states of the C2 molecule particularly challenging for electronic structure theory. Here we compare two alternative approaches to modeling bond-breaking reactions and excited states: sophisticated multireference configuration interaction and multireference perturbation theory methods, and a more "black box," single-reference approach, the completely renormalized coupled-cluster method. These approximate methods are assessed in light of their ability to reproduce the full configuration interaction potential energy curves for the X1Sigmag+, B1Deltag, and B' 1Sigmag+ states of C2, which are numerically exact solutions of the electronic Schrodinger equation within the space spanned by a 6-31G* basis set. Both the multireference methods and the completely renormalized coupled-cluster approach provide dramatic improvements over the standard single-reference methods. The multireference methods are nearly as reliable for this challenging test case as for simpler reactions which break only single bonds. The completely renormalized coupled-cluster approach has difficulty for large internuclear separations R in this case, but over the wide range of R=1.0-2.0 A, it compares favorably with the more complicated multireference methods.

摘要

独特的键合和电子近简并性使得C2分子的最低单重态对电子结构理论而言极具挑战性。在此,我们比较了两种用于模拟断键反应和激发态的替代方法:复杂的多参考组态相互作用和多参考微扰理论方法,以及一种更“黑箱”式的单参考方法——完全重整化耦合簇方法。这些近似方法根据其重现C2分子X1Sigmag+、B1Deltag和B' 1Sigmag+态的全组态相互作用势能曲线的能力进行评估,这些势能曲线是在由6 - 31G*基组所跨越的空间内电子薛定谔方程的数值精确解。多参考方法和完全重整化耦合簇方法都比标准单参考方法有显著改进。对于这个具有挑战性的测试案例,多参考方法几乎与处理仅断裂单键的更简单反应一样可靠。在这种情况下,完全重整化耦合簇方法在大核间距R时存在困难,但在R = 1.0 - 2.0 Å的广泛范围内,它与更复杂的多参考方法相比具有优势。

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