## Abstract Based on the allβvalence ZDO SCF approximation a procedure for estimating the basis set superposition error (BSSE) in semiempirical CNDO/INDO methods has been proposed. The results of the calculation show that the BSSE effect may improve the results obtained from the standard CNDO/INDO
Ghost orbitals and the basis set extension effects
β Scribed by N.S. Ostlund; D.L. Merrifield
- Publisher
- Elsevier Science
- Year
- 1976
- Tongue
- English
- Weight
- 305 KB
- Volume
- 39
- Category
- Article
- ISSN
- 0009-2614
No coin nor oath required. For personal study only.
β¦ Synopsis
The use of identical basis sets for monomer and dimer, in intermolecular ealcuhtions, is discussed. Evidence is presented that such a technique eliminates a basis set extension effect and gives a considerably better description of the intermolecular interaction than normal supermolecule calculations.
Wc wish to report here a dramatic illustration of the basis set extension effect* and the results of a practical procedure which avoids it.
The ab mitio calculation of intermolecular interactions is a subject of considerable current interest.
-When wavefunctions for monomers A and B overIap strongly, long-range theories are inappropriate, and a majority of_calculations use the "supermolecule" approach, i.e. they treat the dimer Al3 as one large molecule. The change in any property P as a function of the intermolecular distance* R, is the calculated property of the dimer AB, minus the sum of the calculated properties of the two monomers, AP(R) = P,&R)-PA-Ps-The basis set for the dimer calculation is the union of the basis sets of the two monomers.
A serious problem with this approach is the basis set extension effect; if the monomer basis sets are incomplete and, particularly, if they are smah, then -as the two monomers approach, the orbit& on B improve the monomer properties of A, the orbit& on A improve the monomer properties of B, and one obtains a poor representation of the interaction. Thii effect may be particularly disasterous, by virtue of the variational principle, if the interaction energy is * The effec; is probably familiar to many researchers in the field. It appears to have been most recently discussed in -ref. [l]. :
π SIMILAR VOLUMES
## Abstract A new procedure is presented for introducing arbitrary orbitalβorthogonality constraints in the variational optimization of otherwise nonorthogonal multiconfiguration electronic wave functions. It is based on suitable analytical changes to the expressions for the first and second deriva
Basis sets developed for use with effective core potentials describe pseudo-orbitals rather than orbitals. The primitive Gaussian functions and the contraction coefficients in the basis set must therefore both describe the valence region effectively and allow the pseudo-orbital to be small in the co