Achieving Multiple Quantum-Interfered States via Through-Space and Through-Bond Synergistic Effect in Foldamer-Based Single-Molecule Junctions

化学 债券定单 空格(标点符号) 量子 单一债券 拓扑(电路) 分子 分子开关 化学物理 纳米技术 量子力学 粘结长度 物理 计算机科学 数学 材料科学 烷基 有机化学 操作系统 组合数学
作者
Jinshi Li,Zeyan Zhuang,Pingchuan Shen,Shaoxin Song,Ben Zhong Tang,Zujin Zhao
出处
期刊:Journal of the American Chemical Society [American Chemical Society]
卷期号:144 (18): 8073-8083 被引量:5
标识
DOI:10.1021/jacs.2c00322
摘要

The construction of multivalued logic circuits by multiple quantum-interfered states at the molecular level can make full use of molecular diversity and versatility, broadening the application of molecular electronics. Understanding charge transport through different conducting pathways and how they interact with each other in molecules with a secondary structure is an indispensable foundation to achieve this goal. Herein, we elucidate the synergistic effect from through-space and through-bond conducting pathways in foldamers derived from ortho-pentaphenylene by the separate modulation on these pathways. The shrinkage of central heterocycles' sizes allows foldamers to stack with larger overlap degrees, resulting in level-crossing and thus transformation from constructive quantum interference (CQI) to destructive quantum interference (DQI) in a through-space pathway. The alteration of central heterocycles' connection sites enhances through-bond conjugation, leading to amplified contribution from a through-bond pathway. The enhanced through-bond pathway destructively interferes with the through-space pathway, exerting a suppression effect on transmission. Therefore, four quantum-interfered states of through-space and through-bond combination are generated, including through-space CQI-dominated states, through-space DQI-dominated states, through-space CQI states with through-bond suppression, and through-space DQI states with through-bond suppression. These findings enable us to regulate charge transport within high-order structures via multiple conducting pathways and provide a proof of concept to construct multivalued logic circuits.
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