Home / Articles / Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies

Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies

Valerii Grigor'evich Dashevskii 1
Valerii Grigor'evich Dashevskii
1 A. N. Nesmeyanov Institute of Organoelement Compounds, USSR Academy of Sciences, Moscow
Published 30 November 1972
Communication , Volume 42, Issue 12, 969-985
11
Share
Cite this
GOST
 | 
Cite this
GOST
Dashevskii V. G. Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies // Russian Chemical Reviews. 1973. Vol. 42. No. 12. pp. 969-985.
GOST all authors (up to 50)
Dashevskii V. G. Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies // Russian Chemical Reviews. 1973. Vol. 42. No. 12. pp. 969-985.
RIS
 | 
Cite this
RIS
TY - JOUR
DO - 10.1070/RC1973v042n12ABEH002778
UR - https://rcr.colab.ws/publications/10.1070/RC1973v042n12ABEH002778
TI - Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies
T2 - Russian Chemical Reviews
AU - Dashevskii, Valerii Grigor'evich
PY - 1973
DA - 1972/11/30
PB - ANO Editorial Board of the journal Uspekhi Khimii
SP - 969-985
IS - 12
VL - 42
ER -
BibTex
 | 
Cite this
BibTex (up to 50 authors)
@article{1973_Dashevskii,
author = {Valerii Grigor'evich Dashevskii},
title = {Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies},
journal = {Russian Chemical Reviews},
year = {1973},
volume = {42},
publisher = {ANO Editorial Board of the journal Uspekhi Khimii},
month = {Nov},
url = {https://rcr.colab.ws/publications/10.1070/RC1973v042n12ABEH002778},
number = {12},
pages = {969--985},
doi = {10.1070/RC1973v042n12ABEH002778}
}
MLA
Cite this
MLA
Dashevskii, Valerii Grigor'evich. “Semi-empirical Quantum-mechanical Methods for the Calculation of Molecular Geometry and Conformational Energies.” Russian Chemical Reviews, vol. 42, no. 12, Nov. 1973, pp. 969-985. https://rcr.colab.ws/publications/10.1070/RC1973v042n12ABEH002778.
Views / Visits / Downloads
15 / 15 / 1

Abstract

The LCAO–MO approximation is considered in the Hartree–Fock problem for many-electron systems, and Roothaan's equations are given, various "simplifications" of which form the foundation for most current semi-empirical methods for calculating the electronic structure of polyatomic molecules. Accounts are given of the most popular semi-empirical schemes enabling the geometry of a molecule to be predicted and several related properties – conformational energies, barriers to internal rotation, and energies of formation – to be calculated. The possibilities and limits of application of these methods are discussed. A list of 171 references is included.