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Long-range potentials and dipole moments of the CO electronic states converging to the ground dissociation limit

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Abstract

The asymptotic, R → ∞, behavior of the potential-energy and dipole-moment functions (PEFs and DMFs) for all six (1,2)Σ+, (1,2)Π, Σ, and Δ electronic states converging to the ground C(3P) + O(3P) dissociation limit of the CO molecule are studied in the framework of long-range (LR) perturbation theory. The analytical expressions for the leading coefficients of the LR expansion, C5/R5 for PEF and d4/R4 for DMF, in terms of the atomic quadrupole constants and static dipole polarizabilities are derived. The exact relationships between the LR coefficients for the states of different spatial symmetry are established as well. The analytical results are complemented with the first-principles calculation of the PEFs and DMFs for all the above states at large distances (R = 5–20 Å). The electronic structure calculation is conducted by means of the multi-reference configuration interaction and the averaged-coupled-pair functional methods, which both implemented the aug-cc-pwCVXZ (X = T, Q, and 5) basis sets and finite-field approach. The dispersion coefficients, C5 and C6, extracted from the ab initio PEFs, are found to be very close to their present and previous theoretical counterparts. The analytically estimated d4 = −5 DÅ4 obtained for the ground X1Σ+ state perfectly agrees with the present ab initio DMF but diverges significantly from the literature data.

Graphical abstract: Long-range potentials and dipole moments of the CO electronic states converging to the ground dissociation limit

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Supplementary files

Article information


Submitted
29 Mar 2020
Accepted
05 May 2020
First published
07 May 2020

Phys. Chem. Chem. Phys., 2020, Advance Article
Article type
Paper

Long-range potentials and dipole moments of the CO electronic states converging to the ground dissociation limit

V. G. Ushakov, V. V. Meshkov, A. Yu. Ermilov, A. V. Stolyarov, I. E. Gordon and E. S. Medvedev, Phys. Chem. Chem. Phys., 2020, Advance Article , DOI: 10.1039/D0CP01696A

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