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Steric effects of the alkyl groups: evaluation on isolated molecules by means of isodesmic reactions

机译:烷基的立体效应:通过等渗反应评估分离的分子

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Several possible scales of steric effects of the alkyl groups were suggested on the basis of isodesmic model reactions, in which a sterically crowded compound is formally synthesized from simpler derivatives. The reaction energies were calculated within the framework of the density functional theory at the level B3LYP/6-311+G(d.p)//B3LYP/6-311+G(d.p) for 6 model systems and 7 various alkyl groups. The most important systems were cis-l,2-dialkylcyclopropanes 1 synthesized from two mono derivatives and sterically crowded derivatives of bicyclo[2.2.2]octane 2 with C_3 symmetry. The scales of steric effects evaluated from the two models were rather different: the first scale depended in effect only on the C atoms in the a and β positions and the effects were almost equal for all primary alkyls. The second scale depended also on the y position and the effect of the CH_2-t-Bu group was much greater than that of the ethyl group. Any relationship between various systems was found rarely, only in the case of very similar reaction series; even in such cases the relationship was sometimes linear, sometimes distinctly curvilinear. It is concluded that any universal scale of steric effects is in principle not possible since these effects depend specifically on the surroundings of the substituent in a particular reaction. Nevertheless, there is a similarity between various scales; a bulky group appears as bulky in any scale. Therefore, very rough correlations of steric effects are possible.
机译:根据等渗模型反应,提出了几种可能的烷基空间效应标度,其中由较简单的衍生物正式合成了空间拥挤的化合物。在6个模型系统和7个不同的烷基基团的密度泛函理论框架内,在B3LYP / 6-311 + G(d.p)// B3LYP / 6-311 + G(d.p)的水平上计算了反应能。最重要的系统是由具有C_3对称性的双环[2.2.2]辛烷2的两个单价衍生物和空间拥挤的衍生物合成的cis-1,2-二烷基环丙烷1。从两个模型评估的空间效应的标度存在很大差异:第一个标度仅取决于a和β位置的C原子,并且对于所有伯烷基几乎相同。第二等级也取决于y位置,CH_2-t-Bu基的作用远大于乙基。仅在非常相似的反应序列的情况下,很少发现各种系统之间的任何关系。即使在这种情况下,这种关系有时是线性的,有时是明显的曲线的。结论是,原则上不可能实现任何通用的空间效应,因为这些效应特别取决于特定反应中取代基的周围环境。然而,各个尺度之间存在相似之处。庞大的组在任何规模上都显得庞大。因此,空间效应的非常粗略的相关性是可能的。

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