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arXiv 0807.3425cond-mat.mes-hall
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含磁性杂质量子点的输运

Transport through quantum dots with magnetic impurities

M. Tolea, A. Aldea, B. R. Bulka

摘要:

我们分析了电子通过含有磁性杂质的量子点的输运。电子的相干输运受量子点内部的量子限制控制,但也受与杂质的交换相互作用的影响。这两者之间的相互作用提高了可用于隧穿电子的能级的单重态-三重态分裂。在本文中,我们关注的电荷波动,更准确地说,电导峰的高度。我们表明,对应于三重态水平的电导峰是三倍高于对应于单重态水平,如果电子相关性被忽略(对于非相互作用的点,当一个精确的解决方案可以得到)。接下来,我们考虑库仑排斥和多体关联。在这种情况下,单重峰/三重峰的峰高比具有复杂的行为。通常,最高峰对应于能量最低的状态(基态),而不管它是单重态还是三重态。最后,我们得到了这样一个系统的近藤政权的见解,并显示了三个近藤峰的形成。我们使用适当解耦的运动方程方法。

英文摘要:

We analyze the electronic transport through a quantum dot that contains a magnetic impurity. The coherent transport of electrons is governed by the quantum confinement inside the dot, but is also influenced by the exchange interaction with the impurity. The interplay between the two gives raise to the singlet-triplet splitting of the energy levels available for the tunneling electron. In this paper, we focus on the charge fluctuations and, more precisely, the height of the conductance peaks. We show that the conductance peaks corresponding to the triplet levels are three times higher than those corresponding to singlet levels, if electronic correlations are neglected (for non-interacting dots, when an exact solution can be obtained). Next, we consider the Coulomb repulsion and the many-body correlations. In this case, the singlet/triplet peak height ratio has a complex behavior. Usually the highest peak corresponds to the state that is lowest in energy (ground state), regardless if it is singlet or triplet. In the end, we get an insight on the Kondo regime for such a system, and show the formation of three Kondo peaks. We use the equation of motion method with appropriate decoupling.

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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