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Landauer-Datta-Lundstrom Generalized Transport Model for Nanoelectronics

机译:Landauer-Datta-Lundstrom纳米电子学的广义传输模型

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The Landauer-Datta-Lundstrom electron transport model is briefly summarized. If a band structure is given, the number of conduction modes can be evaluated and if a model for a mean-free-path for backscattering can be established, then the near-equilibrium thermoelectric transport coefficients can be calculated using the final expressions listed below for 1D, 2D, and 3D resistors in ballistic, quasiballistic, and diffusive linear response regimes when there are differences in both voltage and temperature across the device. The final expressions of thermoelectric transport coefficients through the Fermi-Dirac integrals are collected for 1D, 2D, and 3D semiconductors with parabolic band structure and for 2D graphene linear dispersion in ballistic and diffusive regimes with the power law scattering.
机译:简要总结了Landauer-Datta-Lundstrom电子传输模型。如果给出了能带结构,则可以评估传导模式的数量,并且可以建立用于反向散射的平均自由程模型,那么可以使用下面列出的最终表达式来计算近平衡热电传输系数:当器件两端的电压和温度均存在差异时,采用弹道,准弹道和扩散线性响应方式的1D,2D和3D电阻器。通过费米-狄拉克(Fermi-Dirac)积分的热电输运系数的最终表达式是针对具有抛物线能带结构的1D,2D和3D半导体以及在具有幂律散射的弹道和扩散区中的2D石墨烯线性色散收集的。

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