直接的
衍生工具(金融)
基态
化学
位阻效应
密度泛函理论
碳氢化合物
电子顺磁共振
三重态
反应性(心理学)
自旋(空气动力学)
计算化学
光化学
分子
立体化学
单重态
物理
原子物理学
核磁共振
有机化学
激发态
医学
替代医学
病理
金融经济学
经济
热力学
作者
Leoš Valenta,Maximilian Mayländer,Pia Kappeler,Olivier Blacque,Tomáš Šolomek,Sabine Richert,Michal Jurı́ček
标识
DOI:10.26434/chemrxiv-2021-gsrtp
摘要
Triangulene is a prototypical non-Kekulé diradical known as Clar’s hydrocarbon. It is the smallest non-Kekulé graphene fragment comprised of six benzenoid rings fused in a triangular shape. In accordance with Hund’s rule, a triplet ground state is predicted for this hydrocarbon. However, because of its high reactivity, synthesis of a stable or persistent derivative of neutral triangulene to validate this prediction has been an elusive goal for almost 70 years. Herein, we report the synthesis and characterization of the first persistent derivative of triangulene, kinetically stabilized by three sterically demanding substituents installed at the most reactive positions in the centers of the zigzag edges. The triplet ground state of this hydrocarbon is unequivocally confirmed by pulse electron paramagnetic resonance spectroscopy and supported by density functional theory. The realization of a long-sought-after persistent triangulene derivative will motivate the synthesis of analogous open-shell graphene fragments as prospective building blocks of high-spin materials for the newly emerging field of organic spintronics.
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