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arXiv 1612.01705cond-mat.mes-hall
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掺杂石墨烯带内记忆函数和记忆函数电导率公式

Intraband memory function and memory-function conductivity formula in doped graphene

I. Kupcic

摘要:

本文用广义自洽场方法描述了一般多带电子系统中的带内弛豫过程,该系统具有弱的剩余电子-电子相互作用。由此产生的记忆功能的电导率公式示出具有相同的结构作为一个更准确的方法的基础上的量子动力学方程的结果。结果被应用到重掺杂和轻掺杂的石墨烯。结果表明,声子对传导电子的散射导致了带内电导率谱权重在很宽的频率范围内的重新分布,但这种重新分布符合部分横向电导率求和规则。本形式的带内记忆函数被发现正确地描述散射的量子涨落的晶格,在与半经典玻尔兹曼输运方程,在这种散射通道是不存在的差异。这是至关重要的定量理解的反射率测量的数据在轻掺杂的石墨烯,以及在不同的低维强相关的电子系统,如铜酸盐超导体。

英文摘要:

The generalized self-consistent field method is used to describe intraband relaxation processes in a general multiband electronic system with presumably weak residual electron-electron interactions. The resulting memory-function conductivity formula is shown to have the same structure as the result of a more accurate approach based on the quantum kinetic equation. The results are applied to heavily doped and lightly doped graphene. It is shown that the scattering of conduction electron by phonons leads to the redistribution of the intraband conductivity spectral weight over a wide frequency range, however, in a way consistent with the partial transverse conductivity sum rule. The present form of the intraband memory function is found to describe correctly the scattering by quantum fluctuations of the lattice, at variance with the semiclassical Boltzmann transport equations, where this scattering channel is absent. This is shown to be of fundamental importance in quantitative understanding of the reflectivity data measured in lightly doped graphene as well as in different low-dimensional strongly correlated electronic systems, such as the cuprate superconductors.

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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