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arXiv 2209.05041physics.chem-ph
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三角形计数规则:一种预测苯多环烃磁性质的方法

Triangle Counting Rule: An Approach to Forecast the Magnetic Properties of Benzenoid Polycyclic Hydrocarbons

Yuyi Yan, Fengru Zheng, Boyu Qie, Jiayi Lu, Hao Jiang, Zhiwen Zhu, Qiang Sun

AI总结:

针对开壳苯多环烃磁性质预测难题,本研究通过构建结构数据库并结合紧束缚和平均场Hubbard计算,提出三角形计数规则(TCR),实现了对其磁性基态的有效预测,为开壳碳纳米结构设计提供了新方法。

摘要:

开壳苯多环烃(BPHs)是未来量子应用中极具前景的材料。然而,由于BPHs存在巨大的化学空间,寻找并实现具有理想性质的开壳BPHs是一项极具挑战性的任务,需要在理论理解和实验进展上采取新策略。在本研究中,通过图形枚举构建BPHs结构数据库,进行数据驱动分析,并结合紧束缚和平均场Hubbard计算,我们发现BPH图的内部顶点数与其开壳特性密切相关。我们进一步建立了一系列简单规则,即三角形计数规则(TCR),用于预测BPHs的磁性基态。这些发现不仅提供了一个开壳BPHs数据库,还扩展了著名的Lieb定理和Ovchinnikov规则,并为设计开壳碳纳米结构提供了直接方法。这些见解可能有助于探索新兴量子相以及开发用于技术应用的磁性碳材料。

英文摘要:

Open-shell benzenoid polycyclic hydrocarbons (BPHs) are promising materials for future quantum applications. However, the search and realization of open-shell BPHs with desired properties is a challenging task due to the gigantic chemical space of BPHs, requiring new strategies for both theoretical understanding and experimental advancement. In this work, by building a structure database of BPHs through graphical enumeration, performing data-driven analysis, and combining tight-binding and mean-field Hubbard calculations, we discovered that the number of the internal vertices of the BPH graphs is closely correlated to their open-shell characters. We further established a series of simple rules, the triangle counting rule (TCR), to predict the magnetic ground state of BPHs. These findings not only provide a database of open-shell BPHs, but also extend the well-known Lieb's theorem and Ovchinnikov's rule and provide a straightforward method for designing open-shell carbon nanostructures. These insights may aid in the exploration of emerging quantum phases and the development of magnetic carbon materials for technology applications.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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