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The Dip Effect under Integer Quantized Hall Conditions

机译:整数量化霍尔条件下的倾角效应

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摘要

In this work we investigate an unusual transport phenomenon observed intwo-dimensional electron gas under integer quantum Hall effect conditions. Ourcalculations are based on the screening theory, using a semi-analytical model.The transport anomalies are \emph{dip} and overshoot effects, where the Hallresistance decreases (or increases) unexpectedly at the quantized resistanceplateaus intervals. We report on our numerical findings of the \emph{dip}effect in the Hall resistance, considering GaAs/AlGaAs heterostructures inwhich we investigated the effect under different experimental conditions. Weshow that, similar to overshoot, the amplitude of the dip effect is stronglyinfluenced by the edge reconstruction due to electrostatics. It is observedthat the steep potential variation close to the physical boundaries of thesample results in narrower incompressible strips, hence, the experimentalobservation of the dip effect is limited by the properties of these currentcarrying strips. By performing standard Hall resistance measurements on gatedefined narrow samples, we demonstrate that the predictions of the screeningtheory is in well agreement with our experimental findings.
机译:在这项工作中,我们研究了在整数量子霍尔效应条件下在二维电子气中观察到的异常传输现象。我们的计算是基于筛选理论,使用半分析模型。传输异常是\ emph {dip}和过冲效应,其中霍尔电阻在量化的电阻高原时间间隔意外降低(或增加)。考虑到GaAs / AlGaAs异质结构,我们报告了霍尔电阻\ emph {dip}效应的数值发现,并在其中研究了不同实验条件下的效应。我们显示,与过冲类似,由于静电作用,边缘重构对浸入效应的幅度有很大影响。可以观察到,接近样品物理边界的陡峭电势变化导致较窄的不可压缩条带,因此,浸入效应的实验观察受到这些载流条带的性能的限制。通过对门限狭窄样品进行标准霍尔电阻测量,我们证明了筛选理论的预测与我们的实验结果非常吻合。

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