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Triplet Cooper pairs induced in diffusive s-wave superconductors interfaced with strongly spin-polarized magnetic insulators or half-metallic ferromagnets

机译:在扩散S波超导体中与强自旋极化磁绝缘子或半金属铁磁体接口的三重库珀对

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摘要

Interfacing superconductors with strongly spin-polarized magnetic materials opens the possibility to discover new spintronic devices in which spin-triplet Cooper pairs play a key role. Motivated by the recent derivation of spin-polarized quasiclassical boundary conditions capable of describing such a scenario in the diffusive limit, we consider the emergent physics in hybrid structures comprised of a conventional s-wave superconductor (e.g. Nb, Al) and either strongly spin-polarized ferromagnetic insulators (e.g. EuO, GdN) or halfmetallic ferromagnets (e.g. CrO2, LCMO). In contrast to most previous works, we focus on how the superconductor itself is influenced by the proximity effect, and how the generated triplet Cooper pairs manifest themselves in the self-consistently computed density of states (DOS) and the superconducting critical temperature T c. We provide a comprehensive treatment of how the superconductor and its properties are affected by the triplet pairs, demonstrating that our theory can reproduce the recent observation of an unusually large zero-energy peak in a superconductor interfaced with a half-metal, which even exceeds the normal-state DOS. We also discuss the recent observation of a large superconducting spin-valve effect with a T c change ~1 K in superconductor/half-metal structures, in which case our results indicate that the experiment cannot be explained fully by a long-ranged triplet proximity effect.
机译:超导体与强自旋极化磁性材料的连接为发现新的自旋电子器件提供了可能,其中自旋三重态库珀对在其中起着关键作用。受最近能够在扩散极限中描述这种情况的自旋极化准经典边界条件的推动,我们考虑了由常规s波超导体(例如Nb,Al)和强自旋构成的混合结构中出现的物理现象。极化铁磁绝缘体(例如EuO,GdN)或半金属铁磁体(例如CrO2,LCMO)。与大多数以前的工作相比,我们关注的是超导体本身如何受到邻近效应的影响,以及生成的三重态库珀对如何在自洽计算的状态密度(DOS)和超导临界温度T c中表现出来。我们对三重态对对超导体及其性能的影响提供了全面的处理方法,这表明我们的理论可以重现最近观察到的与半金属连接的超导体中异常大的零能峰,该峰甚至超过了正常状态的DOS。我们还讨论了最近在超导体/半金属结构中观察到的大超导自旋阀效应,T c变化〜1 K,在这种情况下,我们的结果表明该实验无法通过远距离三重态接近来完全解释影响。

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