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arXiv 2302.06367cond-mat.mtrl-sci
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独立石墨烯能量损失谱中的激子效应

Excitonic effects in energy loss spectra of freestanding graphene

Alberto Guandalini, Ryosuke Senga, Yung-Chang Lin, Kazu Suenaga, Andrea Ferretti, Daniele Varsano, Andrea Recchia, Paolo Barone, Francesco Mauri, Thomas Pichler… 展开作者

Alberto Guandalini, Ryosuke Senga, Yung-Chang Lin, Kazu Suenaga, Andrea Ferretti, Daniele Varsano, Andrea Recchia, Paolo Barone, Francesco Mauri, Thomas Pichler, Christian Kramberger

AI总结:

本文通过高分辨 EELS 与逐级从头算计算研究独立石墨烯,证明 GW 准粒子修正和 Bethe–Salpeter 激子效应对定量解释激发隙与 π 等离子体谱特征均不可或缺。

摘要:

在本工作中,我们以高能量和动量分辨率对独立石墨烯进行电子能量损失谱(EELS)测量,以在接近光学极限处区分准弹性散射与 Dirac 电子的激发隙。通过将测得的 EELS 与理论层次逐步提高的从头算计算进行比较,我们展示了有限转移动量下多体效应对电子激发的重要性。准粒子修正和激子效应分别在 GW 近似和 Bethe–Salpeter 方程框架内处理。这两种效应对于描述 EEL 谱并与实验达成定量一致都至关重要;激发隙和 π 等离子体的位置、色散及形状均受到激子效应的显著影响。

英文摘要:

In this work we perform electron energy-loss spectroscopy (EELS) of freestanding graphene with high energy and momentum resolution to disentangle the quasielastic scattering from the excitation gap of Dirac electrons close to the optical limit. We show the importance of many-body effects on electronic excitations at finite transferred momentum by comparing measured EELS with ab initio calculations at increasing levels of theory. Quasi-particle corrections and excitonic effects are addressed within the GW approximation and Bethe-Salpeter equation, respectively. Both effects are essential in the description of the EEL spectra to obtain a quantitative agreement with experiments, with the position, dispersion, and shape of both the excitation gap and the $π$ plasmon being significantly affected by excitonic effects.

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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