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Non-equilibrium charge and spin transport in superconducting–ferromagnetic–superconducting point contacts

机译:超导-铁磁-超导点接触中的非平衡电荷和自旋输运

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摘要

The conventional Josephson effect may be modified by introducing spin-active scattering in the interface layer of the junction. Here, we discuss a Josephson junction consisting of two s-wave superconducting leads coupled over a classical spin that precesses with the Larmor frequency due to an external magnetic field. This magnetically active interface results in a time-dependent boundary condition with different tunnelling amplitudes for spin-up and -down quasi-particles and where the precession produces spin-flip scattering processes. As a result, the Andreev states develop sidebands and a non-equilibrium population that depend on the details of the spin precession. The Andreev states carry a steady-state Josephson charge current and a time-dependent spin current, whose current–phase relations could be used to characterize the precessing spin. The spin current is supported by spin-triplet correlations induced by the spin precession and creates a feedback effect on the classical spin in the form of a torque that shifts the precession frequency. By applying a bias voltage, the Josephson frequency adds another complexity to the situation and may create resonances together with the Larmor frequency. These Shapiro resonances manifest as torques and, under suitable conditions, are able to reverse the direction of the classical spin in sub-nanosecond time. Another characteristic feature is the subharmonic gap structure in the DC charge current displaying an even–odd effect attributable to precession-assisted multiple Andreev reflections.This article is part of the theme issue ‘Andreev bound states’.
机译:常规的约瑟夫森效应可以通过在结的界面层引入自旋散射来改变。在这里,我们讨论由两个s波超导导线组成的约瑟夫逊结,该超导导线通过经典自旋耦合,该自旋由于外部磁场而以拉莫尔频率进动。该磁性有源界面导致时间依赖的边界条件,其中自旋向上和向下的准粒子具有不同的隧穿幅度,并且进动处产生自旋翻转散射过程。结果,安德列夫州根据边旋进动的细节发展边带和非平衡族。安德列夫状态携带一个稳态约瑟夫森充电电流和一个与时间有关的自旋电流,它们的电流-相位关系可用于表征进动自旋。自旋进动引起的自旋三重态相关性支持自旋电流,并以改变进动频率的转矩形式在经典自旋上产生反馈效果。通过施加偏置电压,约瑟夫森频率会增加情况的复杂性,并可能与拉莫尔频率一起产生共振。这些Shapiro共振表现为扭矩,并且在合适的条件下,能够在亚纳秒时间内反转经典自旋的方向。另一个特征是直流充电电流中的次谐波间隙结构,显示出由进动辅助的多个安德列夫反射引起的奇偶效应。本文是主题“安德列夫束缚态”的一部分。

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