Chen Junjie, Meng Lingyu
Department of Energy and Power Engineering, School of Mechanical and Power Engineering, Henan Polytechnic University, 2000 Century Avenue, Jiaozuo, Henan 454000, P. R. China.
ACS Omega. 2022 May 27;7(23):20186-20194. doi: 10.1021/acsomega.2c02039. eCollection 2022 Jun 14.
Understanding the effect of phonon scattering is of primary significance in the study of the thermal transport properties of graphene. While phonon scattering negatively affects the thermal conductivity, the exact effect of microscopic phonon scattering is still poorly understood when full phonon dispersions are taken into account. The heat transport properties of graphene ribbons were investigated theoretically by taking into account different polarization branches with different frequencies in order to understand the physical mechanism of the thermal transport phenomenon at the nanoscale. The effects of grain size, chiral angle, Grüneisen anharmonicity parameter, specularity parameter, and mass-fluctuation-scattering parameter were evaluated, taking into account of the restrictions imposed by boundary, Umklapp, and isotope scattering mechanisms. The contribution from each phonon branch was estimated, and the anisotropic coefficients were determined accordingly. The results indicated that the graphene ribbons are very efficient at conducting heat in all the cases studied. All the acoustical branches contribute significantly to the heat transport properties, and the temperature strongly affects the relative contribution of the phonon branches. The lattice thermal conductivity varies periodically with the chiral angle. The maximum thermal conductivity is achieved in the zigzag direction, and the minimum thermal conductivity is obtained in the armchair direction. The lattice thermal conductivity and anisotropic coefficient depend heavily upon the roughness of the edges and the width of the ribbons. The specularity parameter and mass-fluctuation-scattering parameter significantly affect the lattice thermal conductivity, and the effect arising from isotope scattering is significant in the context of natural isotopic abundance. The dependence of the Grüneisen anharmonicity parameter on phonon branches must be taken into account when making predictions. The results have significant implications for the understanding of the relations between phonon scattering and thermal properties.
理解声子散射的影响对于研究石墨烯的热输运性质至关重要。虽然声子散射对热导率有负面影响,但在考虑完整的声子色散时,微观声子散射的确切影响仍知之甚少。为了理解纳米尺度下热输运现象的物理机制,通过考虑不同频率的不同极化分支,对石墨烯带的热输运性质进行了理论研究。考虑到边界、倒逆散射和同位素散射机制所施加的限制,评估了晶粒尺寸、手性角、格林艾森非谐性参数、镜面反射参数和质量涨落散射参数的影响。估计了每个声子分支的贡献,并据此确定了各向异性系数。结果表明,在所研究的所有情况下,石墨烯带在导热方面都非常高效。所有声学分支对热输运性质都有显著贡献,温度强烈影响声子分支的相对贡献。晶格热导率随手性角呈周期性变化。在锯齿方向上实现了最大热导率,在扶手椅方向上获得了最小热导率。晶格热导率和各向异性系数在很大程度上取决于边缘粗糙度和带的宽度。镜面反射参数和质量涨落散射参数对晶格热导率有显著影响,在天然同位素丰度的情况下,同位素散射产生的影响也很显著。在进行预测时,必须考虑格林艾森非谐性参数对声子分支的依赖性。这些结果对于理解声子散射与热性质之间的关系具有重要意义。