STRUCTURES AND ENERGIES OF SELENO DERIVATIVES OF BIURET - AB-INITIO COMPARATIVE-STUDIES OF DISELENOBIURET, SELENOBIURET, AND SELENOTHIOBIURET

Citation
A. Jabalameli et al., STRUCTURES AND ENERGIES OF SELENO DERIVATIVES OF BIURET - AB-INITIO COMPARATIVE-STUDIES OF DISELENOBIURET, SELENOBIURET, AND SELENOTHIOBIURET, Structural chemistry, 8(4), 1997, pp. 245-256
Citations number
24
Categorie Soggetti
Chemistry
Journal title
ISSN journal
10400400
Volume
8
Issue
4
Year of publication
1997
Pages
245 - 256
Database
ISI
SICI code
1040-0400(1997)8:4<245:SAEOSD>2.0.ZU;2-B
Abstract
Ab initio studies (LCAO-MO method) on conformers of three seleno deriv atives of the biuret molecules diselenobiuret [I], selenobiuret [II], and selenothiobiuret [III] were carried out at the Hartree-Fock (HF) a nd MP2 levels. The molecular geometries of these species were fully op timized at the HF level and characterized by analysis of the harmonic vibrational frequencies using a split-valence triple-zeta basis set au gmented by a set of d polarization functions on heavy atoms and p pola rization functions on hydrogen atoms [TZP(d, p)]. The total energies o f the HF-optimized structures were calculated at the MP2 (frozen core) level using a larger TZP (2df, 2pd) basis set. The potential energy s earches revealed a total of 11 minimum-energy conformers (assigned as trans-trans, trans-cis, cis-trans, and cis-cis) and seven transition-s tate species for the title molecules. The two predicted conformers for diselenobiuret (Ia = trans-trans and Ic = cis-cis) are characterized by C-2 and the third by C-s symmetry. For selenothiobiuret two forms ( IIIa = trans-trans and IIId = cis-cis) possess C-1 and two (IIIb = tra ns-cis and IIIc = cis-trans) possess C-s symmetries, respectively. For selenobiuret, four forms IIa = trans-trans (C-1), IIb = trans-cis (C- s), IIc = cis-trans (C-1), and IId = cis-cis (C-1), were obtained as a result of gradient optimization. Comparison of the relative energies for the considered species indicated that the cis-trans forms are the most stable conformations for all three systems at both the HF and MP2 levels of theory.