INVESTIGADORES
ENRIZENRIZ] ricardoricardo] danieldaniel]
artículos
Título:
Dynamics of Flexible Cycloalkanes. Ab initio and DFT Study of the Conformational Energy Hypersurface of Cyclononane
Autor/es:
”. FERNANDO D. SUVIRE, LUIS N. SANTAGATA, JOSÉ A. BOMBASARO AND RICARDORICARDO] D. ENRIZENRIZ]
Revista:
JOURNAL OF COMPUTATIONAL CHEMISTRY
Editorial:
Wyley Interscience
Referencias:
Lugar: New Jersey; Año: 2006 vol. 27 p. 188 - 188
ISSN:
0192-8651
Resumen:
The multidimensional Potential Energy Hypersurface (PEHS) for the cyclononane molecule was comprehensively investigated at the Hartree–Fock (HF), and Density Functional Theory (DFT) levels of theory. Second-order Møller–Plesset perturbation theory (MP2) optimizations were also carried out to confirm the low-energy conformations. The previously reported Geometrical Algorithm to Search Conformational Space (GASCOS) has been used to generate the starting geometries for the conformational analysis. The GASCOS algorithm combined with ab initio and DFT  optimization permits searching of the potential energy hypersurface for all minimum-energy conformations as well as transition structures connecting the low-energy forms. The search located all previously reported structures together with 11 transition states, some of which were not found by earlier searching techniques. Altogether, 16 geometries (five low-energy conformations and 11 transition states) were found to be important for a description of the conformational features of cyclononane. RB3LYP/aug-cc-pVTZ//RB3LYP/6-31G(d) calculations suggest a conformational mixture between the twist boat– chair and twist chair– boat conformations as the preferred forms. In addition only the twist chair– chair conformation with 1.52 kcal/mol above the global minimum should contribute somewhat to the equilibrium mixture of conformations. Our results allow us to form a concise idea about the internal intricacies of the 9D vector space describing the conformation of cyclononane as well as the associated conformational potential energy hypersurface of nine independent variables.
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