The product of two Gaussians having different centers is itself a one-center Gaussian, thus multicenter integrals with a Cartesian Gaussian basis can be reduced to one-center integrals. Recurrence relations for overlap integrals and ลฝ . electron repulsion integrals ERIs are derived at these centers.
Optimization of molecular electronic structure calculations. 2. Calculation of symmetry-reduced matrix elements
โ Scribed by A. B. Kovrikov
- Publisher
- John Wiley and Sons
- Year
- 1990
- Tongue
- English
- Weight
- 324 KB
- Volume
- 38
- Category
- Article
- ISSN
- 0020-7608
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โฆ Synopsis
Abstract
A suggested formalism of the local symmetricized orbitals in conjunction with the selection technique for independent blocks of integrals in an original basis is used for a construction of multielectron Hamiltonian matrix elements in the symmetry orbital basis. The optimal molecular electronic structure calculation algorithm with the HartreeโFockโRoothaan method in the symmetricized basis was obtained as a result. The minimal number of fundamentally distinguished (symmetry attributed) elements both in original and in symmetricized basis is used in the calculations.
๐ SIMILAR VOLUMES
## Abstract A formalism is suggested of the soโcalled local symmetricized orbitals to be used for the construction of a symmetricized basis in molecular electronic structure calculations. The local symmetricized orbitals are defined as additive contributions to the symmetry orbitals of a molecule t
## Abstract AM1 calculations show that taspine has the three energyโminima along the rotationโlike nuclear displacement of the dimethylaminoethyl group. They correspond to two enantiomeric structures and a __Cs__ structure, which have nearly equal energies. The energy barrier between the enantiomer