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arXiv 1503.01998cond-mat.mes-hall
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二维磁电横向超晶格中的可公度共振

Commensurability resonances in two-dimensional magneto-electric lateral superlattices

J. Schluck, S. Fasbender, T. Heinzel, K. Pierz, H. W. Schumacher, D. Kazazis, U. Gennser

摘要:

在$\mathrm{Ga[Al]As}$异质结构中制备了由正方形反点阵列和周期性一维磁调制组成的混合横向超晶格。暴露于这些超晶格的二维电子气的特征在于在消失的平均垂直磁场的磁输运实验。尽管没有封闭的轨道,在垂直于磁调制的方向上的对角磁阻显示出明显的经典共振。它们位于磁场中,在那里蛇的轨迹存在,这是准相称的反点晶格。在磁调制方向上的对角磁阻率在阈值磁场以上急剧增加,并且没有显示出精细结构。借助基于半经典Kubo模型的数值模拟对实验结果进行了解释。

英文摘要:

Hybrid lateral superlattices composed of a square array of antidots and a periodic one-dimensional magnetic modulation are prepared in $\mathrm{Ga[Al]As}$ heterostructures. The two-dimensional electron gases exposed to these superlattices are characterized by magnetotransport experiments in vanishing average perpendicular magnetic fields. Despite the absence of closed orbits, the diagonal magnetoresistivity in the direction perpendicular to the magnetic modulation shows pronounced classical resonances. They are located at magnetic fields where snake trajectories exist which are quasi-commensurate with the antidot lattice. The diagonal magnetoresistivity in the direction of the magnetic modulation increases sharply above a threshold magnetic field and shows no fine structure. The experimental results are interpreted with the help of numerical simulations based on the semiclassical Kubo model.

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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