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Spin-orbit coupling, electron transport and pairing instabilities in two-dimensional square structures

机译:二维正方形结构中的自旋轨道耦合,电子传输和配对不稳定性

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Rashba spin-orbit effects and electron correlations in the two-dimensional cylindrical lattices of square geometries are assessed using mesoscopic two-, three- and four-leg ladder structures. Here the electron transport properties are systematically calculated by including the spin-orbit coupling in tight binding and Hubbard models threaded by a magnetic flux. These results highlight important aspects of possible symmetry breaking mechanisms in square ladder geometries driven by the combined effect of a magnetic gauge fieldspin-orbit interaction and temperature. The observed persistent current, spin and chargepolarizations in the presence of spin-orbit coupling are driven by separation of electron and hole charges and opposite spins in real-space. The modeled spin-flip processes on the pairing mechanism induced by the spin-orbit coupling in assembled nanostructures (as arrays of clusters) engineered in various two-dimensional multi-leg structures provide an ideal playground for understanding spatial charge and spin density inhomogeneities leading to electron pairing and spontaneous phase separation instabilities in unconventional superconductors. Such studies also fall under the scope of current challenging problems in superconductivity and magnetism, topological insulators and spin dependent transport associated with numerous interfaces and heterostructures.
机译:使用介观的两腿,三腿和四腿阶梯结构评估Rashba自旋轨道效应和正方形几何形状的二维圆柱晶格中的电子相关性。在这里,通过在紧密结合中包括自旋轨道耦合和由磁通量穿过的Hubbard模型,系统地计算了电子传输特性。这些结果突出了由磁轨场自旋轨道相互作用和温度的综合作用所驱动的方梯形几何结构中可能的对称破坏机理的重要方面。自旋-轨道耦合存在下观察到的持续电流,自旋和电荷极化是由电子和空穴电荷的分离以及实空间中相反的自旋驱动的。在各种二维多腿结构中工程化的组装纳米结构(作为簇的阵列)中,由自旋-轨道耦合引起的配对机制的模型自旋翻转过程为理解空间电荷和自旋密度的不均匀性提供了理想的场所非常规超导体中的电子对和自发相分离不稳定性。这些研究也属于当前具有挑战性的问题,这些问题包括超导性和磁性,拓扑绝缘体以及与众多界面和异质结构相关的自旋相关输运。

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