Amplification of Asymmetry for Dynamic Helical Polymers through 1:1 Host–Guest Interactions: Theoretical Models for Majority Rule and Sergeants and Soldiers Effects

IF 14.4 1区 化学 Q1 CHEMISTRY, MULTIDISCIPLINARY
Nozomu Suzuki, Daisuke Taura, Yusuke Furuta
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引用次数: 0

Abstract

Amplification of asymmetry (chiral amplification) is one of the distinctive phenomena of dynamic helical polymers whose helical sense excess is significantly enhanced with a small amount of chiral units through the strong cooperative interactions among the monomer units. The Ising model for the amplification of asymmetry in the dynamic helical copolymers bearing the chiral side chains has been well-established. However, the theoretical models have not yet been developed for the amplification of asymmetry in the dynamic helical polymers induced by noncovalent intermolecular (host–guest) interactions of the achiral side chains with the chiral/chiral (majority rule effect) and chiral/achiral (sergeants and soldiers effect) guest molecules. In this work, we propose the theoretical models for two types of 1:1 host–guest interactions: the majority rule effect type 1:1 host–guest interaction (MRHG) and sergeants and soldiers effect type 1:1 host–guest interaction (SSHG) models, in which each twisting unit of the dynamic helical polymers is assumed to interact with one guest molecule. The excess energy of the helical reversal state (ΔGr), per unit energy favoring one helical state over the other (2ΔGh), and enantioselectivity (α) can be effectively determined using the MRHG model. Moreover, it was revealed that the chiral solvation model reported by Green, Morawetz, and co-workers is a particular solution of the SSHG model.

Abstract Image

通过1:1的主客相互作用放大动态螺旋聚合物的不对称性:多数规则和中士和士兵效应的理论模型
不对称放大(手性放大)是动态螺旋聚合物的独特现象之一,少量的手性单元通过单体单元之间的强协同相互作用使螺旋感过剩显著增强。建立了具有手性侧链的动态螺旋共聚物不对称放大的Ising模型。然而,对于非共价分子间(主-客体)非手性侧链与手性/手性(多数规则效应)和手性/非手性(中士和士兵效应)客体分子相互作用诱导的动态螺旋聚合物不对称性的放大,尚未建立理论模型。在这项工作中,我们提出了两种类型的1:1主-客相互作用的理论模型:多数规则效应型1:1主-客相互作用(MRHG)和中士和士兵效应型1:1主-客相互作用(SSHG)模型,其中假设动态螺旋聚合物的每个扭曲单元与一个客体分子相互作用。利用MRHG模型可以有效地确定螺旋反转态的多余能量(ΔGr)、每单位能量对一种螺旋态的偏爱(2ΔGh)和对映体选择性(α)。此外,还揭示了Green、Morawetz等人报道的手性溶剂化模型是SSHG模型的特解。
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来源期刊
CiteScore
24.40
自引率
6.00%
发文量
2398
审稿时长
1.6 months
期刊介绍: The flagship journal of the American Chemical Society, known as the Journal of the American Chemical Society (JACS), has been a prestigious publication since its establishment in 1879. It holds a preeminent position in the field of chemistry and related interdisciplinary sciences. JACS is committed to disseminating cutting-edge research papers, covering a wide range of topics, and encompasses approximately 19,000 pages of Articles, Communications, and Perspectives annually. With a weekly publication frequency, JACS plays a vital role in advancing the field of chemistry by providing essential research.
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