An open-shell coupled-cluster method for the direct calculation of excitation energies is presented. As a first test, applications to atomic Be and Ne are carried out, with exact inclusion of T, and T2 operators and lowest-order inclusion of T3. Quasicomplete model spaces are used. Two ionization p
Three-electron excitation in open-shell coupled-cluster theory
โ Scribed by Azizul Haque; Uzi Kaldor
- Publisher
- Elsevier Science
- Year
- 1985
- Tongue
- English
- Weight
- 335 KB
- Volume
- 120
- Category
- Article
- ISSN
- 0009-2614
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โฆ Synopsis
The three-electron excitation operator TJ is included approximalely in the coupled-cluster method with single and double excilalions for open shells (CCSD). The resulting CCSD +T scheme incorporales all energy diagrams up to and including third order in the perturbation. All ten valence-shell energy difrerences of 0 and ils ions were calculated. They show significanl __ ekcts of TX and are within 0.1 eV OC the basis set limit.
๐ SIMILAR VOLUMES
The open-shell coupled-cluster method IS applied to 21 SIZG of C. 0, O2 and their ION\_ Only two-electron excitations (T2) are taken into account Good agreement with experiment (better than 0.2 eV) is obtamed for the ten excitation enerwes and seven of the eight ionization potentials cakulaled. tie
The application of the coupled cluster method restricted to single and double excitations (CCSD) to a non-Hat-tree-Fock determinantal reference wavefunction is examined, with particular emphasis on the case of spin-restricted open shell reference states. By considering the perturbation expansions of
The linked-cluster theorem (LCT) holds good in open-shell coupled-cluster theory Car incomplete model spaces provided the intermediate normalization condition (IN) for the eigenfunctions is abandoned. The crucial requirement for proving the LCT is the valence u~vers~ty of the wave operator 52. Thus
The open-shell coupled-cluster method and the diagrams needed for its implementation are described. The method is applied to the electron ainities of Li and Na, which are calculated in two ways: as the ionization potential of the anions or as the energy of adding the second electron to the cations.
The unitary group based open-shell state specific (SS) coupled-cluster (CC) theory is used to compute energies and ionization potentials for several electronic states of methylene, using a double-zeta plus polarization basis set model. The results are compared with the exact full configuration inter