1985
DOI: 10.1002/mrc.1260230512
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An equation utilizing empirically derived substituent constants for the prediction of vicinal coupling constants in substituted ethanes

Abstract: The equation is a cosine series in 8, the torsion angle between vicinal hydrogens. The feature which distinguishes this equation from similar equations is the inclusion of ASi terms, which describe the magnitude of each substituent's effect. These substituent constants have been defined from experimental data. An orientation effect which is dependent on the torsion angle(s) between substituent(s) and a vicinal hydrogen is included. Substituent constants have been defined for 39 groups, of which 15 have been ex… Show more

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Cited by 79 publications
(49 citation statements)
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“…This conformation leads to some particularities in the JH NMR spectra. Despite its limitations (Karplus, 1963), the Karplus equation, which relates 3Jn_r~ coupling constants and dihedral angles, is a very valuable model for probing molecular geometries (Colucci, Jungk & Gandour, 1985). The structure assignment of (1), made at the same time by two-dimensional NMR techniques, has revealed some surprising vicinal coupling constants especially between HI6 and H10 (Jcalc = 3"8, Jobs = 4"7 Hz), H12 and H10 (Jcalc = 2"3, Jobs = 3 Hz) and H15 and HI0 (Jca~ --1.2, Jobs = 0Hz), which could be explained by the corresponding dihedral angles [H16--CI6--C13/H10--C13--C16 = 50 (2); H12~ C14--C13/HI0--C13--C14 = 61 (2); H15--C16--C13/H10---C13--C16 = 108 (2) The analysis establishes the structure of this reaction product.…”
mentioning
confidence: 99%
“…This conformation leads to some particularities in the JH NMR spectra. Despite its limitations (Karplus, 1963), the Karplus equation, which relates 3Jn_r~ coupling constants and dihedral angles, is a very valuable model for probing molecular geometries (Colucci, Jungk & Gandour, 1985). The structure assignment of (1), made at the same time by two-dimensional NMR techniques, has revealed some surprising vicinal coupling constants especially between HI6 and H10 (Jcalc = 3"8, Jobs = 4"7 Hz), H12 and H10 (Jcalc = 2"3, Jobs = 3 Hz) and H15 and HI0 (Jca~ --1.2, Jobs = 0Hz), which could be explained by the corresponding dihedral angles [H16--CI6--C13/H10--C13--C16 = 50 (2); H12~ C14--C13/HI0--C13--C14 = 61 (2); H15--C16--C13/H10---C13--C16 = 108 (2) The analysis establishes the structure of this reaction product.…”
mentioning
confidence: 99%
“…The contri bution of the distance between coupling protons is of lesser importance, whereas the influence of the elec tronegativities of the substituents, bonded to a-C atom, is only of marginal statistical importance. Figure 1 illustrates how the coupling constants cal culated according to (7) correlate with the observed ones. It is obvious that the points are uniformly dis tributed over the entire range from 1 Hz to 13 Hz.…”
Section: J (Calc) Hzmentioning
confidence: 82%
“…It is of interest to examine the importance of each term in (7). The order of contributions of the terms was determined by excluding each term, one by one, Fig.…”
Section: Resultsmentioning
confidence: 99%
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