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Spin-polarized transport through parallel double quantum dots coupled to ferromagnetic leads

机译:通过耦合到铁磁引线的平行双量子点的自旋极化传输

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We theoretically study the spin-polarized transport phenomena of the parallel double quantum dots coupled to two ferromagnetic leads by the Anderson Hamiltonian. The Hamiltonian is solved by means of the equation-of-motion approach. We analyse the transmission probability of this system in both the equilibrium and nonequilibrium cases, and our results reveal that the transport properties show some noticeable characteristics depending upon both the spin-polarized strength p and the value of the magnetic flux Phi. Moreover, in the parallel configuration, the position of the Kondo peak shifts while it remains unchanged for the antiparallel configuration. These effects might have some potential applications in spintronics.
机译:我们从理论上研究了由安德森·哈密顿量耦合到两个铁磁引线的平行双量子点的自旋极化输运现象。哈密​​顿量是通过运动方程法求解的。我们分析了该系统在平衡和非平衡情况下的传输概率,我们的结果表明,传输特性根据自旋极化强度p和磁通强度Phi的值显示出一些明显的特性。此外,在平行配置中,近藤峰的位置发生偏移,而对于反平行配置,其保留不变。这些效应可能在自旋电子学中有一些潜在的应用。

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