Abstract:A remarkable difference for (2)J(C(2)-H(f)) coupling constant in syn and anti conformers of 5-X-furan-2-carboxaldehydes (X = CH(3), Ph, NO(2), Br) and a rationalization of this difference are reported. On the basis of the current knowledge of the Fermi-contact term transmission, a rather unusual dual-coupling pathway in the syn conformer is presented. The additional coupling pathway resembles somewhat that of the J(H-H) in homoallylic couplings, which are transmitted by hyperconjugative interactions involving … Show more
“…It is seldom observed that a negative hyperconjugative interaction33 takes place for a synperiplanar configuration between a lone pair and an antibonding orbital. Similar interactions were discussed for 2 ‐CHO‐pyridine,34 and furfural 35. Doubtless, the ‘acetaldehyde effect’ is one of the main effects leading to the differences between 2 J C 3 H 2 and 2 J C 2 H 3 SSCCs in furan ( 1a ) and in pyridine ( 2b ), since in both cases only the former SSCC is contributed to by that effect.…”
Adequate analyses of canonical molecular orbitals (CMOs) can provide rather detailed information on the importance of different σ-Fermi contact (FC) coupling pathways (FC term transmitted through the σ-skeleton). Knowledge of the spatial distribution of CMOs is obtained by expanding them in terms of natural bond orbitals (NBOs). Their relative importance for transmitting the σ-FC contribution to a given spin-spin coupling constants (SSCCs) is estimated by resorting to the expression of the FC term given by the polarisation propagator formalism. In this way, it is possible to classify the effects affecting such couplings in two different ways: delocalisation interactions taking place in the neighbourhood of the coupling nuclei and 'round the ring' effects. The latter, associated with σ-ring currents, are observed to yield significant differences between the FC terms of (2)J(C2H3) and (2)J(C3H2) SSCCs which, consequently, are taken as probes to gauge the differences in σ-ring currents for the five-membered rings (furan, thiophene, selenophene and pyrrol) and also for the six-membered rings (benzene, pyridine, protonated pyridine and N-oxide pyridine) used in the present study.
“…It is seldom observed that a negative hyperconjugative interaction33 takes place for a synperiplanar configuration between a lone pair and an antibonding orbital. Similar interactions were discussed for 2 ‐CHO‐pyridine,34 and furfural 35. Doubtless, the ‘acetaldehyde effect’ is one of the main effects leading to the differences between 2 J C 3 H 2 and 2 J C 2 H 3 SSCCs in furan ( 1a ) and in pyridine ( 2b ), since in both cases only the former SSCC is contributed to by that effect.…”
Adequate analyses of canonical molecular orbitals (CMOs) can provide rather detailed information on the importance of different σ-Fermi contact (FC) coupling pathways (FC term transmitted through the σ-skeleton). Knowledge of the spatial distribution of CMOs is obtained by expanding them in terms of natural bond orbitals (NBOs). Their relative importance for transmitting the σ-FC contribution to a given spin-spin coupling constants (SSCCs) is estimated by resorting to the expression of the FC term given by the polarisation propagator formalism. In this way, it is possible to classify the effects affecting such couplings in two different ways: delocalisation interactions taking place in the neighbourhood of the coupling nuclei and 'round the ring' effects. The latter, associated with σ-ring currents, are observed to yield significant differences between the FC terms of (2)J(C2H3) and (2)J(C3H2) SSCCs which, consequently, are taken as probes to gauge the differences in σ-ring currents for the five-membered rings (furan, thiophene, selenophene and pyrrol) and also for the six-membered rings (benzene, pyridine, protonated pyridine and N-oxide pyridine) used in the present study.
“…[20 -22] Since many years ago, it is known that the FC term can be transmitted by an intermediate moiety, [23,24] like for instance, that suggested by Mallory et al, [25] in which a coupling 6 J F -F = 6.4 Hz is transmitted through a phenyl ring. A recently reported unusual case is that of the stereo-chemical dependence of the 2 J CH coupling involving the formyl proton in several 5-X-furfurals [26] where an FC pathway involving the overlap between the lone-pairs of both oxygen atoms is activated for the syn but not for the anti conformations.…”
Section: Coupling Constants Chemical Shifts and Preferred Conformationsmentioning
In the process of studying the chemistry of perfluoro[2.2]paracyclophanes (PFPCs), a novel class of compounds, it became necessary to identify some disubstituted products. To achieve this goal, we characterize in this work some monosubstituted PFPCs, identifying their (19)F-(19) F coupling patterns, and establishing a methodology for the assignment of their (19)F chemical shifts. The pattern of coupling constants indicates a skewed geometry in which the upper deck moves towards or away from the substituent, depending on the substituent electron-donor character and size. Quantum chemical calculations, performed at the HF/6-311 + G(d,p)//B3LYP/EPR-III level of theory, confirmed the conformations inferred from coupling constants and reproduced well the values of the couplings. Transmission mechanisms for the FC term of four- and five-bond (19)F-(19) F couplings are discussed in detail. Understanding the conformational preferences of PFPCs and how they are reflected by the coupling constants facilitates the assignment of (19)F chemical shifts in monosubstituted PFPCs and the identification of the disubstituted products.
“…In fact, in his equation, he included an additional sin(2y) term to improve the fitting. It was later utilized also by Altona [14,16] and in more recent studies [87,[91][92][93][94][95][96][97] particularly devoted to carbohydrates. In ordinary proteins, asymmetry is expected in coupling constants 3 3 J(N,C g ), and 3 J(C 0 ,C g ), which are governed by the dihedral angle w related to the amino acid side-chain torsion [83].…”
Section: J-coupling Dependence Upon Dihedral Angles 31 Analytic Expmentioning
confidence: 99%
“…In this sense, exploring the dependence of a given J-coupling over the entire range of values of the corresponding dihedral angle can be better achieved using ab initio calculations [24,80,[87][88][89][90][91][92][93][94][95][96][97][98][99][100][101][102][103][104]107,[111][112][113][114][115][116][117][118][119][120][121][122][123]. Whether or not the associated Karplus fit will improve over the empirical ones for structure determination critically depends on the ability of the computational model (i.e.…”
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