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短寡肽远紫外圆二色光谱结构和溶剂依赖性的新解释。

A new interpretation of the structure and solvent dependence of the far UV circular dichroism spectrum of short oligopeptides.

机构信息

Department of Chemical & Environmental Engineering, Materials Science & Engineering Program, University of California-Riverside, 900 University Avenue, Riverside, CA 92521, USA.

出版信息

Chem Commun (Camb). 2019 May 14;55(40):5701-5704. doi: 10.1039/c9cc01513b.

Abstract

UV circular dichroism (UVCD) spectroscopy is a prominent tool for exploring secondary structures of polypeptides and proteins. In the unfolded state of these biomolecules, most of the individual residues primarily sample a conformation called polyproline II. Its CD spectrum contains a negatively biased positive couplet with a pronounced negative maximum below and a weak positive maximum above 200 nm. It is traditionally rationalized in terms of an excitonic coupling mechanism augmented by polarization effects. In this work, we carry out new time-dependent density functional theory calculations on the cationic tripeptide GAG in implicit and explicit water to determine the transitions that give rise to the observed CD signals of polyproline II and β-strand conformations. Our results reveal a plethora of electronic transitions that are governed by configurational interactions between multiple molecular orbital transitions of comparable energy. We also show that reproducing the CD spectra of polyproline II and β-strand conformations requires the explicit consideration of water molecules. The structure dependence of delocalized occupied orbitals contributes to the experimentally-observed invalidation of Flory's isolated pair hypothesis.

摘要

紫外圆二色性(UVCD)光谱学是研究多肽和蛋白质二级结构的重要工具。在这些生物分子的无规卷曲状态下,大多数单个残基主要采用一种称为反式吡咯烷酮 II 的构象。其 CD 光谱在 200nm 以下具有负偏正偶,在 200nm 以上具有较弱的正极大值。传统上,它可以根据激子耦合机制和极化效应来合理化。在这项工作中,我们在隐式和显式水环境中对阳离子三肽 GAG 进行了新的含时密度泛函理论计算,以确定导致观察到的反式吡咯烷酮 II 和 β-折叠构象的 CD 信号的跃迁。我们的结果揭示了大量的电子跃迁,这些跃迁由多个分子轨道跃迁之间的构象相互作用所控制,这些跃迁的能量相当。我们还表明,要重现反式吡咯烷酮 II 和 β-折叠构象的 CD 光谱,需要显式考虑水分子。离域占据轨道的结构依赖性导致了实验观察到的 Flory 孤立对假设的失效。

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