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arXiv 1612.03434physics.chem-phmath-phmath.ATmath.MP
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拓扑法计算有机半导体体系的激发态数

Counting the number of excited states in organic semiconductor systems using topology

Michael J. Catanzaro, Tian Shi, Sergei Tretiak, Vladimir Y. Chernyak

摘要:

激子散射(ES)理论通过假设光学激发的准粒子图像,将准一维分子材料中的激发电子态归因于驻波。分支中心的准粒子性质由相应的散射矩阵描述。在这里,我们确定了散射中心的拓扑不变量,称之为它的缠绕数,并应用拓扑相交理论计算准一维系统中的量子态的数目。

英文摘要:

Exciton Scattering (ES) theory attributes excited electronic states to standing waves in quasi-one-dimensional molecular materials by assuming a quasi-particle picture of optical excitations. The quasi-particle properties at branching centers are described by the corresponding scattering matrices. Here we identify the topological invariant of scattering center, referred to as its winding number, and apply topological intersection theory to count the number of quantum states in a quasi-one-dimensional system.

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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