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Theoretical Analysis of the Transmission Phase Shift of a Quantum Dot in the Presence of Kondo Correlations

机译:近藤相关性下量子点传输相移的理论分析

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摘要

In a recent Letter, Jerez, Vitushinsky, and Lavagna (JVL) propose an interpretation of the measurements of the transmission phase shift, δ_(ABI), through a quantum dot (QD) in the Kondo regime, as deduced from placing the QD in a double-slit Aharonov-Bohm interferometer (ABI). Describing the QD (coupled to two reservoirs via one-dimensional leads) by the single level Anderson model (SLAM), JVL argue that the zero magnetic field (H = 0) conductance through the QD is given by G ∝ sin~2(δ_G), with δ_G = δ_(ABI)/2. This Comment questions the validity of this result for the SLAM, since it fails in several exactly known limits. Whether the SLAM describes the experiment is irrelevant to the theoretical problem posed here.
机译:赫雷斯(Jerez),维图辛斯基(Vitushinsky)和拉瓦尼亚(Lavagna)(JVL)在最近的一封信中提出了一种解释,这些解释是通过将近距离量子点(KD)放置在近藤系统中的量子点(QD)来测量透射相移δ_(ABI)的。双缝Aharonov-Bohm干涉仪(ABI)。 JVL用单级安德森模型(SLAM)描述了QD(通过一维引线耦合到两个储层),JVL认为通过QD的零磁场(H = 0)电导由G ∝ sin〜2(δ_G)给出。 ),其中δ_G=δ_(ABI)/ 2。该评论质疑该结果对SLAM的有效性,因为它在几个确切已知的范围内均失败。 SLAM是否描述实验与此处提出的理论问题无关。

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