悬浮单层石墨烯的片浓度和温度相关电阻率建模

D. Saha, S. Bhattacharya, S. Mahapatra
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引用次数: 0

摘要

在本文中,我们解决了一个简化的基于物理的分析模型,用于独立单层石墨烯片的温度-以及片浓度依赖的电阻率。解析解是通过将薄片浓度作为外部电流的函数来实现的。为了确定石墨烯悬浮层(SLG)的电阻率随温度和薄片浓度的变化,我们在扩散极限中使用了Landauer形式。此外,在考虑面内声子和弯曲声子的情况下,计算了不同散射机制的总体贡献。本文所建立的分析模型与现有的实验数据吻合较好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling of sheet-concentration and temperature-dependent resistivity of a suspended monolayer graphene
In this paper, we address a simplified physics-based analytical model for the temperature - as well as the sheet-concentration-dependent resistivity of the free-standing monolayer graphene sheet. The analytical solution is achieved through the formulation of the sheet-concentration as the function of the external current. To determine the temperature-and sheet-concentration-dependent resistivity of the suspended layer of graphene (SLG), we have utilized the Landauer formalism in the diffusive limit. Besides, the overall contribution of different scattering mechanisms has been calculated considering both the in-plane and the flexural phonons. The analytical model presented in this work is in good agreement with the available experimental data.
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