The electronic energy of atoms and molecules may be evaluated accurately by the use of wave functions where the interelectronic distances are explicitly present. In particular, explicitly correlated Gaussian-type functions make these types of calculations feasible and computationally tractable even
The equivalence of explicitly correlated Slater and Gaussian functions in variational quantum chemistry computations: The ground state of H2
β Scribed by Jacek Rychlewski; Wojciech Cencek; Jacek Komasa
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 407 KB
- Volume
- 229
- Category
- Article
- ISSN
- 0009-2614
No coin nor oath required. For personal study only.
β¦ Synopsis
It is demonstrated that variational calculations based on explicitly correlated Gaussian functions for the hydrogen molecule in its ground state lead to energies of the same level of accuracy as those based on the Kotos-Wolniewicz functions. The energies obtained are the lowest reported so far, in contrast to the well-known bad asymptotic properties of Gaussian functions.
π SIMILAR VOLUMES
Explicitly correlated Gaussian functions with $ ; exp( -P62) factors have been used in variational calculations of the ground state of the helium atom. Additional correlation factors in the form of even powers of rii were introduced to the Gaussian functions with exponential correlation components b
## Abstract Explicitly correlated Gaussian functions have been used in variational calculations on the ground state of the helium atom. The major problem of this application, as well as in other applications of the explicitly correlated Gaussian functions to compute electronic energies of atoms and