Abstract:In 1975 a large number of coupling constants were measured in 2-fluorobenzamide labeled with (15)N. Some of them were assigned to couplings through intramolecular N-H...F hydrogen bonds (HBs). These couplings change dramatically when CDCl(3) is replaced by DMSO-d(6). In this theoretical paper we provide density functional theory (DFT) calculations that justify the existence of a weak HB in the absence of solvent, while solvents that act as HB acceptors break down the intramolecular hydrogen bond (IMHB) of 2-fl… Show more
“…The values of the 2h J(F,H) coupling constant increase in the absolute size as the ρ electron density increases. [28] A decrease of the 1h J (N,H) and 2h J(N,N) coupling constants in 1-and 2-Z,Z appears to be connected with a decrease of the ρ H· · ·N and ∇ 2 ρ H· · ·N parameters as compared with 1-and 2-Z,E. In other words, an electronic channel for transmission of the spin-spin information through a hydrogen bridge is depleted on going from the simple to bifurcated hydrogen bond.…”
Section: Aim Analysismentioning
confidence: 97%
“…It occurs due to the formation of the intermolecular N-H· · ·O hydrogen bond with the DMSO molecule. [28] The attenuation of the trans-hydrogen couplings in 1-and 2-Z,Z can be supposed to originate from the weakening of the N-H· · ·N bridge as result of the bifurcated hydrogen bonding. In consequence of the weakening, the r(H· · ·N) and r(N· · ·N) distances in 1-and 2-Z,Z become longer in comparison with the molecules 1-and 2-Z,E having simple hydrogen bond.…”
Section: Trans-hydrogen Bond Coupling Constants 1h J(nh) and 2h J(nmentioning
confidence: 99%
“…Such conclusion agrees with calculations of the topological parameters in the other molecules having bifurcated hydrogen bonds. [31] The trans-hydrogen bond coupling constants have been recognized [28] to be related to the magnitude of ρ parameter. The values of the 2h J(F,H) coupling constant increase in the absolute size as the ρ electron density increases.…”
According to the density functional theory calculations, the X...H...N (X=N, O) intramolecular bifurcated (three-centered) hydrogen bond with one hydrogen donor and two hydrogen acceptors causes a significant decrease of the (1h)J(N,H) and (2h)J(N,N) coupling constants across the N-H...N hydrogen bond and an increase of the (1)J(N,H) coupling constant across the N-H covalent bond in the 2,5-disubstituted pyrroles. This occurs due to a weakening of the N-H...N hydrogen bridge resulting in a lengthening of the N...H distance and a decrease of the hydrogen bond angle at the bifurcated hydrogen bond formation. The gauge-independent atomic orbital calculations of the shielding constants suggest that a weakening of the N-H...N hydrogen bridge in case of the three-centered hydrogen bond yields a shielding of the bridge proton and deshielding of the acceptor nitrogen atom. The atoms-in-molecules analysis shows that an attenuation of the (1h)J(N,H) and (2h)J(N,N) couplings in the compounds with bifurcated hydrogen bond is connected with a decrease of the electron density rho(H...N) at the hydrogen bond critical point and Laplacian of this electron density nabla(2)rho(H...N). The natural bond orbital analysis suggests that the additional N-H...X interaction partly inhibits the charge transfer from the nitrogen lone pair to the sigma*(N-H) antibonding orbital across hydrogen bond weakening of the (1h)J(N,H) and (2h)J(N,N) trans-hydrogen bond couplings through Fermi-contact mechanism. An increase of the nitrogen s-character percentage of the N-H bond in consequence of the bifurcated hydrogen bonding leads to an increase of the (1)J(N,H) coupling constant across the N-H covalent bond and deshielding of the hydrogen donor nitrogen atom.
“…The values of the 2h J(F,H) coupling constant increase in the absolute size as the ρ electron density increases. [28] A decrease of the 1h J (N,H) and 2h J(N,N) coupling constants in 1-and 2-Z,Z appears to be connected with a decrease of the ρ H· · ·N and ∇ 2 ρ H· · ·N parameters as compared with 1-and 2-Z,E. In other words, an electronic channel for transmission of the spin-spin information through a hydrogen bridge is depleted on going from the simple to bifurcated hydrogen bond.…”
Section: Aim Analysismentioning
confidence: 97%
“…It occurs due to the formation of the intermolecular N-H· · ·O hydrogen bond with the DMSO molecule. [28] The attenuation of the trans-hydrogen couplings in 1-and 2-Z,Z can be supposed to originate from the weakening of the N-H· · ·N bridge as result of the bifurcated hydrogen bonding. In consequence of the weakening, the r(H· · ·N) and r(N· · ·N) distances in 1-and 2-Z,Z become longer in comparison with the molecules 1-and 2-Z,E having simple hydrogen bond.…”
Section: Trans-hydrogen Bond Coupling Constants 1h J(nh) and 2h J(nmentioning
confidence: 99%
“…Such conclusion agrees with calculations of the topological parameters in the other molecules having bifurcated hydrogen bonds. [31] The trans-hydrogen bond coupling constants have been recognized [28] to be related to the magnitude of ρ parameter. The values of the 2h J(F,H) coupling constant increase in the absolute size as the ρ electron density increases.…”
According to the density functional theory calculations, the X...H...N (X=N, O) intramolecular bifurcated (three-centered) hydrogen bond with one hydrogen donor and two hydrogen acceptors causes a significant decrease of the (1h)J(N,H) and (2h)J(N,N) coupling constants across the N-H...N hydrogen bond and an increase of the (1)J(N,H) coupling constant across the N-H covalent bond in the 2,5-disubstituted pyrroles. This occurs due to a weakening of the N-H...N hydrogen bridge resulting in a lengthening of the N...H distance and a decrease of the hydrogen bond angle at the bifurcated hydrogen bond formation. The gauge-independent atomic orbital calculations of the shielding constants suggest that a weakening of the N-H...N hydrogen bridge in case of the three-centered hydrogen bond yields a shielding of the bridge proton and deshielding of the acceptor nitrogen atom. The atoms-in-molecules analysis shows that an attenuation of the (1h)J(N,H) and (2h)J(N,N) couplings in the compounds with bifurcated hydrogen bond is connected with a decrease of the electron density rho(H...N) at the hydrogen bond critical point and Laplacian of this electron density nabla(2)rho(H...N). The natural bond orbital analysis suggests that the additional N-H...X interaction partly inhibits the charge transfer from the nitrogen lone pair to the sigma*(N-H) antibonding orbital across hydrogen bond weakening of the (1h)J(N,H) and (2h)J(N,N) trans-hydrogen bond couplings through Fermi-contact mechanism. An increase of the nitrogen s-character percentage of the N-H bond in consequence of the bifurcated hydrogen bonding leads to an increase of the (1)J(N,H) coupling constant across the N-H covalent bond and deshielding of the hydrogen donor nitrogen atom.
“…Alkorta et al [48] have shown by DFT calculations that introducing one solvent molecule (acetone) into a 2-fluorobenzamide calculation retains the intramolecular NH..F hydrogen bond but adding a further solvent molecule breaks the hydrogen bond. The intramolecular NH..F hydrogen bond in the trans form restricts any intermolecular hydrogen bond with the solvent to only one of the NH 2 atoms resulting in ca.…”
A refined Lanthanide-Induced-Shift Analysis (LISA) is used with molecular mechanics and ab initio calculations to investigate the conformations of benzamide (1), N-methylbenzamide (2), N,N-dimethylbenzamide (3) and the conformational equilibria of 2-fluoro (4), 2-chloro (5) and N-methyl-2-methoxy benzamide (6). The amino group in 1 is planar in the crystal but is calculated to be pyramidal with the CO/phenyl torsional angle (ω) of 20-25°. The LISA analysis gave acceptable agreement factors (Rcryst ≤ 1%) for the ab initio geometries when ω was decreased to 0°, the other geometries were not as good. In 2, the N-methyl is coplanar with the carbonyl group in all the geometries. Good agreement was obtained for the RHF geometries, with ω 25°, the other geometries were only acceptable with increased values of ω. In 3, good agreement for the RHF and PCModel geometries was found when ω was changed from the calculated values of 40° (RHF) and 90° (PCModel) to ca. 60°, the X-ray and B3LYP geometries were not as good. The two substituted compounds 4, 5 and 6 are interconverting between the cis (O,X) and trans (O,X) conformers. The more stable trans conformer is planar in 4 and 6 but the cis form non-planar. Both the cis and trans conformers of 5 are non-planar. There is an additional degree of freedom in 6 due to the 2-methoxy group, which can be either planar or orthogonal to the phenyl ring in both conformers. The conformer ratios were obtained from the LISA analysis to give Ecis-Etrans in 4 > 2.3 kcal/mol (CDCl3 ) and 1.7 kcal/mol (CD3 CN), in 5 0.0 kcal/mol (CD3 CN) and in 6 > 2.5 kcal/mol (CDCl3 ) and 2.0 kcal/mol (CD3 CN). These values were used with the observed versus calculated (1) H shifts to determine the conformer ratios and energies in DMSO solvent to give Ecis-Etrans 1.1, -0.1 and 1.8 kcal/mol for (4), (5) and (6). Comparison of the observed versus calculated conformer energies show that both the MM and ab initio calculations overestimate the NH..F hydrogen bond in (4) by ca. 2 kcal/mol.
“…In the case of benzene as solvent, we have calculated the aromatic solvent-induced shifts (ASIS) with a considerable success [188]. In the case of fluorobenzamide (66), we have calculated the effect of water and acetone on the chemical shifts using the 1: 1 and 1: 2 complexes [19]. One can consider the solid state as a special case of solvation; only, instead of solvent there are other molecules in the unit cell.…”
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