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arXiv 1502.01402cond-mat.mes-hall
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准一维系统中的可调磁相位

Tunable magnetic phases in quasi-one-dimensional systems

Alfredo X. Sánchez, Jean-Pierre Leburton

摘要:

由于载流子的一维(1D)排列引起的增强的多体效应,量子线中奇异自旋现象的发生一直存在相当大的争论。我们解释了各种观察到的自旋效应,如载流子密度依赖的自旋翻转在稀准一维系统和量子点接触的自旋极化的可变性,通过使用一个无限制的Hartree-Fock方法与三维(3D)库仑相互作用。模型维数在识别随约束和磁场而变化的磁相的复杂图案中是关键的。在消失的磁场的限制,我们显示了一个简并的激发态的出现与相反的自旋极化以上的约束依赖的一维浓度阈值,这是一致的观察电导高原在一半的电导量子$G_{0}/2=e^{2}/h$,即使在没有自旋轨道相互作用。此外,自旋极化消失在高度不对称的限制线,严格的二维系统。

英文摘要:

There has been considerable debate on the onset of exotic spin phenomena in quantum wires due to enhanced many-body effects caused by the one-dimensional (1D) alignment of charge carriers. We explain various observed spin effects, such as a carrier density-dependent spin-flip in dilute quasi-1D systems and the variability of the spin polarization in quantum point contacts, by using an unrestricted Hartree-Fock approach with a three-dimensional (3D) Coulomb interaction. The model dimensionality is critical in identifying a complex pattern of magnetic phases varying with confinement and magnetic field. In the limit of vanishing magnetic fields, we show the emergence of a degenerate excited state with opposite spin polarization above a confinement-dependent 1D concentration threshold, which is consistent with observations of a conductance plateau at half the conductance quantum $G_{0}/2=e^{2}/h$, even in the absence of spin-orbit interactions. Moreover, spin polarization disappears in highly-asymmetrically confined wires, and strictly two-dimensional systems.

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