Department of Chemistry, University of Copenhagen, Universitetsparken 5, 2100 Copenhagen Ø, Denmark.
Chemistry. 2013 Jul 15;19(29):9542-8. doi: 10.1002/chem.201300167. Epub 2013 Jun 6.
Linear free-energy relationships, like Hammett correlations, are fundamental in physical organic chemistry for the elucidation of reaction mechanisms. In this work, we show that Hammett correlations exist for the ring closure of six different model systems of vinylheptafulvenes (VHFs) to their corresponding dihydroazulenes (DHAs). These first-order reactions were easily followed by UV/Vis absorption spectroscopy on account of the significantly different absorption characteristics between VHFs and DHAs. Opposing effects displayed by substituent groups at two different positions are conveniently accounted for by simply subtracting the two Hammett σ values of each group. The linear correlations readily allow us to obtain unknown and approximate Hammett σ values for previously uninvestigated substituents. We also show that they can provide alternative values to the standard ones. We present values for a variety of substituent groups ranging from alkynes, sulfones, sulfoxides, and different heteroaromatics. The electronic effects exerted by substituent groups on VHFs are also reflected in their absorption maxima. Thus, we have established an empirical relationship between the absorption maximum of the VHF and the Hammett σ values of its substituents. This fine-tuning of electronic properties is particularly important for the ongoing efforts of using the DHA/VHF molecular switch in molecular electronics devices.
线性自由能关系,如 Hammett 相关关系,在物理有机化学中对于阐明反应机制是非常基础的。在这项工作中,我们表明,对于六种不同的乙烯庚富烯(VHF)模型体系环合为相应的二氢吖啶(DHA),存在 Hammett 相关关系。由于 VHF 和 DHA 之间明显不同的吸收特性,这些一级反应很容易通过 UV/Vis 吸收光谱来跟踪。两个不同位置的取代基基团表现出相反的影响,可以通过简单地减去每个基团的两个 Hammett σ 值来方便地解释。线性相关性使我们能够轻松获得以前未研究过的取代基的未知和近似 Hammett σ 值。我们还表明,它们可以提供标准值的替代值。我们提出了各种取代基基团的数值,范围从炔烃、砜、亚砜和不同的杂芳烃。取代基基团对 VHF 施加的电子效应也反映在它们的吸收最大值上。因此,我们在 VHF 的吸收最大值和其取代基的 Hammett σ 值之间建立了一个经验关系。这种电子性质的微调对于使用 DHA/VHF 分子开关在分子电子器件中的持续努力特别重要。