非晶态材料介电函数的角分辨电子能量损失谱推导方法用于激子尺寸评价。

Tomoya Saito, Yohei K Sato, Masami Terauchi
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引用次数: 0

摘要

利用角分辨电子能量损失谱(AR-EELS)精确地推导介电函数ε(q, ω)的动量传递依赖关系,是评估材料中平均电子空穴距离即激子尺寸的必要条件。实现精确的激子尺寸评估将促进对光催化剂等材料光学功能的理解。然而,对于非晶态材料,由于EELS谱中源自非晶态结构的弹性散射强度和与弹性散射相关的非弹性散射强度重叠,很难精确地推导出ε(q, ω)。在这项研究中,提出了一种从EELS光谱中去除这些重叠强度的方法,以准确地推导出非晶材料的ε(q, ω)。对非晶SiO2 (am-SiO2)进行了AR-EELS测量,利用该方法去除非晶结构引起的强度后得到了am-SiO2的ε(q, ω)。然后,对激子的吸收强度和激子尺寸进行了评价。应用所提出的方法,在1.0 Å-1之后的q区激子吸收强度被明显抑制,其中源自非晶结构的弹性和非弹性散射强度占主导地位。激子尺寸为2 nm (1 nm),与理论预测的~1 nm一致。因此,该方法可以有效地得到精确的ε(q, ω),便于利用AR-EELS评估非晶材料的激子尺寸。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Derivation method of the dielectric function of amorphous materials using angle-resolved electron energy loss spectroscopy for exciton size evaluation.

Accurately deriving the momentum transfer dependence of the dielectric function ε(q, ω) using angle-resolved electron energy loss spectroscopy (AR-EELS) is necessary for evaluating the average electron-hole distance, i.e. the exciton size, in materials. Achieving accurate exciton size evaluations will promote the comprehension of optical functionality in materials such as photocatalysts. However, for amorphous materials, it is difficult to accurately derive ε(q, ω) because the elastic scattering intensity originating from the amorphous structure and the inelastic scattering intensity associated with elastic scattering overlap in the EELS spectrum. In this study, a method to remove these overlapping intensities from the EELS spectrum is proposed to accurately derive ε(q, ω) of an amorphous material. Amorphous SiO2 (am-SiO2) was subjected to AR-EELS measurements, and ε(q, ω) of am-SiO2 was derived after removing the intensity due to the amorphous structure using the proposed method. Thereafter, the exciton absorption intensity and the exciton size were evaluated. Applying the proposed method, the exciton absorption intensity was considerably suppressed in the q-region after 1.0 Å-1, where the elastic and inelastic scattering intensities originating from the amorphous structure are dominant. The exciton size evaluated was 2 nm ($ \pm $ 1 nm), consistent with the theoretically predicted size of ∼1 nm. Therefore, the proposed method is effective for deriving accurate ε(q, ω), facilitating exciton size evaluation for amorphous materials using AR-EELS.

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