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密度泛函理论研究 Rh(I)催化的 1-烯-和 1-炔-乙烯基环丙烷的分子内[3+2]环加成反应的机理和立体化学。

Density functional theory study of the mechanisms and stereochemistry of the Rh(I)-catalyzed intramolecular [3+2] cycloadditions of 1-ene- and 1-yne-vinylcyclopropanes.

机构信息

Beijing National Laboratory for Molecular Sciences (BNLMS), College of Chemistry, Peking University, Beijing 100871, China.

出版信息

J Am Chem Soc. 2011 Jan 26;133(3):447-61. doi: 10.1021/ja107396t. Epub 2010 Dec 17.

Abstract

The mechanisms, structures of all stationary points involved, and kinetic and thermodynamic parameters of the Rh(I)-catalyzed intramolecular [3+2] cycloaddition reactions of 1-ene- and 1-yne-vinylcyclopropanes (1-ene-VCPs and 1-yne-VCPs) have been investigated using density functional theory (DFT) calculations. The computational results showed that the [3+2] reactions of 1-ene/yne-VCPs studied here occur through a catalytic cycle of substrate-catalyst complex formation, cyclopropane cleavage, alkene/alkyne insertion, and reductive elimination. Alkene/alkyne insertion is the rate- and stereoselectivity-determining step of these multistep [3+2] cycloadditions. The experimentally observed high reactivity of 1-yne-VCPs compared to 1-ene-VCPs is well rationalized by the differences of steric effects in the alkyne/alkene insertion transition states. DFT calculations unveiled that the relative orientation of the tethers in the 1-ene/yne-VCPs plays a key role in controlling the stereochemistry of the [3+2] cycloadducts. In addition, DFT calculation results are used to explain why, in some cases, the formation of the β-hydride elimination byproduct can compete with the [3+2] pathway.

摘要

采用密度泛函理论(DFT)计算方法研究了 Rh(I)催化的 1-烯-和 1-炔-乙烯基环丙烷(1-ene-VCPs 和 1-yne-VCPs)的分子内[3+2]环加成反应涉及的所有稳定点的机制、结构以及动力学和热力学参数。计算结果表明,此处研究的 1-ene/yne-VCPs 的[3+2]反应通过底物-催化剂配合物形成、环丙烷裂解、烯烃/炔烃插入和还原消除的催化循环进行。烯烃/炔烃插入是这些多步[3+2]环加成反应的速率和立体选择性决定步骤。实验观察到 1-炔-VCPs 比 1-烯-VCPs 具有更高的反应活性,这可以通过炔烃/烯烃插入过渡态中的空间效应差异得到很好的解释。DFT 计算揭示了 1-ene/yne-VCPs 中连接体的相对取向在控制[3+2]环加成产物的立体化学中起着关键作用。此外,DFT 计算结果用于解释为什么在某些情况下,β-氢消除副产物的形成可以与[3+2]途径竞争。

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