2004
DOI: 10.1007/s11224-004-0735-y
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Paradigms and Paradoxes: The Position of the Lone Pair in Amines: A Comparison Between Bader?s AIM Approach and Pure Geometrical Considerations

Abstract: The position of the lone pair of 17 amines has been located with the help of Bader's AIM methodology. This position has been compared with those estimated with simple geometrical models. It appears that these models are convenient only for some symmetrical or undistorted cases.

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Cited by 46 publications
(57 citation statements)
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“…[27] This assertion is also supported by the optimized d(O 1 · · ·O C ) distance in 1-syn, (see Table 1) which is shorter than the sum of their van der Vaals radii, 2 × 1.52 Å = 3.04 Å. [28] Recently, this type of interaction between two proximate O atoms was studied, [29] using the Bader's [30] atoms in molecules approach, yielding important insight into its nature and suggesting that such interaction yields at least a stabilizing effect. Similar fluorine lone-pairs overlap was studied previously, [29] showing that it constitutes an efficient pathway for transmitting through space the FC interaction of SSCCs.…”
Section: Resultsmentioning
confidence: 77%
See 1 more Smart Citation
“…[27] This assertion is also supported by the optimized d(O 1 · · ·O C ) distance in 1-syn, (see Table 1) which is shorter than the sum of their van der Vaals radii, 2 × 1.52 Å = 3.04 Å. [28] Recently, this type of interaction between two proximate O atoms was studied, [29] using the Bader's [30] atoms in molecules approach, yielding important insight into its nature and suggesting that such interaction yields at least a stabilizing effect. Similar fluorine lone-pairs overlap was studied previously, [29] showing that it constitutes an efficient pathway for transmitting through space the FC interaction of SSCCs.…”
Section: Resultsmentioning
confidence: 77%
“…[28] Recently, this type of interaction between two proximate O atoms was studied, [29] using the Bader's [30] atoms in molecules approach, yielding important insight into its nature and suggesting that such interaction yields at least a stabilizing effect. Similar fluorine lone-pairs overlap was studied previously, [29] showing that it constitutes an efficient pathway for transmitting through space the FC interaction of SSCCs. [31] In the present case, the overlapping lone-pairs belong to atoms with spin-less nuclei and, therefore, a J O -O SSCC cannot be transmitted through space.…”
Section: Resultsmentioning
confidence: 99%
“…We have transformed the absolute shields (σ , ppm) into chemical shifts (δ, ppm) using the following equations: δ 1 H = 31.0 − 0.97 σ 1 H; δ 13 C = 175.7 − 0.963 σ 13 C; δ 15 N = −154 − 0.98 σ 15 N; δ 19 F = 128.6 − 0.84 σ 19 F. [14,15,20] At the same level of calculation, the absolute shieldings of the references are: 31 Table 6. Calculated coupling constants (Hz); in the case of nitrogen they correspond to 15 The experimental chemical shifts are reasonably well reproduced except δNH d (δNH c ) ( Tables 1 and 5) because the experimental value includes the effect of intermolecular HBs).…”
Section: Chemical Shiftsmentioning
confidence: 99%
“…Such an angular dependence of through-space J(F,F) couplings has recently also been supported by theoretical calculations. [8][9][10][11][12][13] Scheme 2. Compounds studied earlier with regard to through-space F,F coupling.…”
Section: Introductionmentioning
confidence: 99%