Model studies of the impact of the choice of molecular orbital sets on the accuracy of the results of the state-universal coupled-cluster method involving one-and Ž . two-body excitations SU-CCSD were performed for the H4 model, which offers a straightforward way of representing any symmetry-adapted
Model study of the impact of orbital choice on the accuracy of coupled-cluster energies. II. Valence-universal coupled-cluster method
✍ Scribed by K. Jankowski; J. Gryniaków; K. Rubiniec
- Publisher
- John Wiley and Sons
- Year
- 1998
- Tongue
- English
- Weight
- 229 KB
- Volume
- 67
- Category
- Article
- ISSN
- 0020-7608
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✦ Synopsis
The impact of the choice of molecular orbital sets on the results of the Ž valence-universal coupled cluster method involving up to three-body amplitudes VU-. CCSDT was studied for the H4 model. This model offers a straightforward way of representing all possible symmetry-adapted orbitals. Moreover, the degree of quasidegeneracy of its lowest 1 A states can be varied over a wide range by changing its 1 geometry. Calculations were performed both for 13 sets of standard quantum chemical orbitals and for a vast variety of nonstandard orbital sets defined by nodes of a two-dimensional orbital grid. The performance of various standard orbital sets in VU-CCSDT calculations is compared. It is also documented that for every quasi-degeneracy region there exist nonstandard orbital sets which allow one to obtain more accurate VU-CCSDT energies than the standard orbital sets. In an attempt to provide a general interpretation for some of the alternative orbital sets, we defined a set of orbitals which maximize the proximity of the model and target spaces-maximum proximity orbitals Ž . MPO . It is demonstrated that outside the strong quasi-degeneracy region the energies obtained for the VU-CCSDT approach based on the MPOs are more accurate than for the standard orbital sets.
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The impact of the choice of molecular orbital sets on the results of Ž . single-reference-state coupled-cluster CC methods was studied for the H4 model. This model offers a straightforward way of taking into account all possible symmetry-adapted orbitals. Moreover, the degree of quasi-degeneracy of