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Mesoscopic density-operator in a uniform magnetic field

机译:均匀磁场中的介观密度算符

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摘要

A self-consistent linear-response theory for a two-lead mesoscopic structure in Landauer's viewpoint for transport is developed. A density operator relevant in this viewpoint, in a uniform magnetic field is derived. It is shown that this operator differs from the one given in Kubo's viewpoint by a term that represents the self-consistent effects. Hence, a special emphasis is devoted to the diagonal master equation where an exact solution is obtained in the framework of elastic scattering theory.
机译:在兰道尔的运输观点中,提出了一种双引线介观结构的自洽线性响应理论。得出在均匀磁场中与此观点相关的密度算子。结果表明,该算子与久保认为的算子的不同之处在于它代表了自洽效应。因此,特别强调对角线主方程,在弹性散射理论的框架内获得精确解。

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