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首页> 外文期刊>Advances in Natural Sciences: Nanoscience and Nanotechnology >Two-point Green functions of free Dirac fermions in single-layer graphene ribbons with zigzag and armchair edges - IOPscience
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Two-point Green functions of free Dirac fermions in single-layer graphene ribbons with zigzag and armchair edges - IOPscience

机译:带有锯齿形和扶手椅状边缘的单层石墨烯碳带中的自由Dirac费米子的两点Green函数-IOPscience

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Green function technique is a very efficient theoretical tool for the study of dynamical quantum processes in many-body systems. For the study of dynamical quantum processes in graphene ribbons it is necessary to know two-point Green functions of free Dirac fermions in these materials. The purpose of present work is to establish explicit expressions of two-point Green functions of free Dirac fermions in single-layer graphene ribbons with zigzag and armchair edges. By exactly solving the system of Dirac equations with appropriate boundary conditions on the edges of graphene ribbons we derive formulae determining wave functions of free Dirac fermions in above-mentioned materials. Then the quantum fields of free Dirac fermions are introduced, and explicit expressions of two-point Green functions of free Dirac fermions in single-layer graphene ribbons with zigzag and armchair edges are established.
机译:格林函数技术是研究多体系统中动态量子过程的一种非常有效的理论工具。为了研究石墨烯带中的动力学量子过程,有必要了解这些材料中自由狄拉克费米子的两点格林函数。本工作的目的是在带有锯齿形和扶手椅状边缘的单层石墨烯碳带中建立自由狄拉克费米子的两点格林函数的明确表示。通过在石墨烯带的边缘上精确求解带适当边界条件的Dirac方程组,我们得出确定上述材料中自由Dirac费米子波函数的公式。然后介绍了自由狄拉克费米子的量子场,并建立了具有锯齿形和扶手椅状边缘的单层石墨烯带中的自由狄拉克费米子的两点格林函数的明确表达式。

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