Garcia Arman C, Shavlik Michael, Harms Michael J, Pluth Michael D
Department of Chemistry and Biochemistry, Materials Science Institute, Knight Campus for Accelerating Scientific Impact, and Institute of Molecular Biology, University of Oregon, Eugene, Oregon, 97403-1253, United States.
Chemistry. 2024 Oct 11;30(57):e202401981. doi: 10.1002/chem.202401981. Epub 2024 Sep 24.
Cucurbit[n]urils (CB[n]s) are cyclic macrocycles with rich host-guest chemistry. In many cases, guest binding in CB[n]s results in host structural deformations. Unfortunately, measuring such deformations remains a major challenge, with only a handful of manual estimations reported in the literature. To address this challenge, we have developed the public program ElliptiCB[n], which is available on GitHub, that provides a robust and automated method for measuring the elliptical deformations in CB[n] hosts. We outline the development and validation of this approach, apply ElliptiCB[n] to measure the ellipticity of the 1113 available CB[n] structures from the Cambridge Structural Database (CSD), and directly investigate the structural deformations of CB[5], CB[6], CB[7], CB[8], and CB[10] hosts. We also report the general landscape of accessible CB[n] elliptical deformations and compare ellipticity distributions across CB[n] hosts and host-guest complexes. We found that in almost all cases guest binding significantly impacts the distribution of host ellipticity distributions and that these distributions are dissimilar across host-guest complexes of differently sized CB[n]s. We anticipate that this work will provide a useful approach for understanding of the flexibility of CB[n] hosts and will also enable future measurement and standardization of ellipticity measurements of CB[n]s.
葫芦[n]脲(CB[n])是一类具有丰富主客体化学性质的环状大环化合物。在许多情况下,客体与CB[n]的结合会导致主体结构变形。遗憾的是,测量这种变形仍然是一项重大挑战,文献中仅报道了少数人工估算方法。为应对这一挑战,我们开发了公开程序ElliptiCB[n],可在GitHub上获取,它提供了一种强大且自动化的方法来测量CB[n]主体中的椭圆变形。我们概述了该方法的开发与验证过程,应用ElliptiCB[n]测量了剑桥结构数据库(CSD)中1113个可用CB[n]结构的椭圆率,并直接研究了CB[5]、CB[6]、CB[7]、CB[8]和CB[10]主体的结构变形。我们还报告了可及的CB[n]椭圆变形的总体情况,并比较了不同CB[n]主体及主客体配合物的椭圆率分布。我们发现,在几乎所有情况下,客体结合都会显著影响主体椭圆率分布,并且这些分布在不同大小CB[n]的主客体配合物之间存在差异。我们预计这项工作将为理解CB[n]主体的灵活性提供一种有用的方法,也将为未来CB[n]椭圆率测量的标准化和测量提供可能。