Non-non-crossings in molecular potential energy curves
β Scribed by G.J. Hatton; W.L. Lichten; N. Ostrove
- Publisher
- Elsevier Science
- Year
- 1976
- Tongue
- English
- Weight
- 338 KB
- Volume
- 40
- Category
- Article
- ISSN
- 0009-2614
No coin nor oath required. For personal study only.
β¦ Synopsis
This article points out a new aspect of approximate calculations of molecular potential curves_ Two curves that cross in an exact solution of the ekctronic wave equation may avoid each other when an approsimate method is used. This is in direct contradiction to the usual interpretation of the van Neumann-Wigner non-crossing rule. Examples of this behavior are shown in one-electron systems. The question is, to what extent are calculated avoidances real, and to what extent are they artifacts of incomplete cdculations?
We suzest that this question is unanswered at present and mention possible moIecules for critical theoretical investigations.
π SIMILAR VOLUMES
A melhod IS suggesmd Tar modelhng the poknual energy cures of dlaIomxs II mvolves a search Tor the mappmg v.hxh ~nnsCers the su-uc~ural deWs from an analyCcally prescribed reference po~enl~al For the ground-slale poten~lals or ze\en covnlen~ molecules the accuracy m descnbmg the specuoscoplc regon I
It is shown that the non-crossing rule for the intersection of potential energy curves of diatomic molecules applies also to potential energy surfaces of polyatomic molecules.