1. London Dispersion Interactions Rather than Steric Hindrance Determine the Enantioselectivity of the Corey–Bakshi–Shibata Reduction
- Author
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Christian Eschmann, Lijuan Song, and Peter R. Schreiner
- Subjects
Steric effects ,CBS reduction ,borane reduction ,010402 general chemistry ,01 natural sciences ,London dispersion force ,steric repulsion ,Catalysis ,noncovalent interactions ,Computational chemistry ,Non-covalent interactions ,Research Articles ,chemistry.chemical_classification ,010405 organic chemistry ,Organocatalysis ,Enantioselective synthesis ,Substrate (chemistry) ,asymmetric catalysis ,General Chemistry ,General Medicine ,0104 chemical sciences ,chemistry ,Dispersion (chemistry) ,Selectivity ,Research Article - Abstract
The well‐known Corey–Bakshi–Shibata (CBS) reduction is a powerful method for the asymmetric synthesis of alcohols from prochiral ketones, often featuring high yields and excellent selectivities. While steric repulsion has been regarded as the key director of the observed high enantioselectivity for many years, we show that London dispersion (LD) interactions are at least as important for enantiodiscrimination. We exemplify this through a combination of detailed computational and experimental studies for a series of modified CBS catalysts equipped with dispersion energy donors (DEDs) in the catalysts and the substrates. Our results demonstrate that attractive LD interactions between the catalyst and the substrate, rather than steric repulsion, determine the selectivity. As a key outcome of our study, we were able to improve the catalyst design for some challenging CBS reductions., London dispersion (LD) interactions facilitate the enantioselectivity in the Corey–Bakshi–Shibata (CBS) reduction. Employing a combination of computational and experimental studies, we provide a modern view on the origin of enantioselectivity in this powerful organocatalyzed reaction. The results demonstrate that attractive LD interactions between the catalyst and the substrate rather than steric repulsion determine the selectivity.
- Published
- 2021