Conformational analysis, Part 32. NMR, solvation and theoretical investigation of conformational isomerism in 3-fluorobutan-2-one and 3,3-difluorobutan-2-one

Citation
Rj. Abraham et al., Conformational analysis, Part 32. NMR, solvation and theoretical investigation of conformational isomerism in 3-fluorobutan-2-one and 3,3-difluorobutan-2-one, J CHEM S P2, (8), 1999, pp. 1663-1667
Citations number
21
Categorie Soggetti
Physical Chemistry/Chemical Physics
Journal title
JOURNAL OF THE CHEMICAL SOCIETY-PERKIN TRANSACTIONS 2
ISSN journal
03009580 → ACNP
Issue
8
Year of publication
1999
Pages
1663 - 1667
Database
ISI
SICI code
0300-9580(199908):8<1663:CAP3NS>2.0.ZU;2-V
Abstract
The solvent and temperature dependence of the H-1 and C-13 NMR spectra of 3 -fluorobutan-2-one (FB) and 3,3-difluorobutan-2-one (DFB) are reported and the (4)J(HF), (1)J(CF) and (2)J(CF) couplings analysed using ab initio calc ulations and solvation theory. The solvent dependence of the IR spectra (ca rbonyl band) was also measured. In FB, ab initio theory at the 6-31G**/MP2 level gives only two energy minima for the cis (F-C-C=O 22 degrees) and tra ns (F-C-C=O 178 degrees) rotamers. The gauche rotamer was not a minimum in the energy surface. Assuming only the cis and trans forms, the observed cou plings when analysed by solvation theory lead to the energy difference (E-c is - E-trans) between the cis and trans rotamers of 3.7 kcal mol(-1) in the vapour phase, decreasing to 2.5 kcal mol(-1) in CCl4 and to 0.1 kcal mol(- 1) in DMSO. In all solvents used the trans rotamer is more stable than the cis. The vapour state energy difference compares very well with that calcul ated [3.67 kcal mol(-1) including a zero-point energy correction (ZPE)]. In DFB ab initio calculations at this level and also at (6-311G**/MP2 and ZPE ) gave only one minimum in the potential energy surface corresponding to th e cis rotamer (C-C-C=O 0 degrees). The H-1 and C-13 NMR data, (4)J(HF), (1) J(CF) and (2)J(CF) couplings do not change with solvent confirming that the re is only one rotamer in solution for DFB, in agreement with the ab initio calculations.