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arXiv 1607.07772cond-mat.supr-concond-mat.mes-hall
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自旋分裂超导体约瑟夫森结的Andreev谱

Andreev spectrum of a Josephson junction with spin-split superconductors

B. Bujnowski, D. Bercioux, F. Konschelle, J. Cayssol, F. S. Bergeret

摘要:

研究了具有内禀交换场的两个超导体之间的约瑟夫森结中的Andreev束缚态和电荷输运。我们发现,对于超导体中交换场的平行组态,离散谱由两对自旋分裂态组成。在这种情况下,约瑟夫森电流主要由束缚态携带。相反,对于反平行的配置,我们发现,没有自旋分裂的束缚态和相位差小于一定的临界值有没有束缚态。因此,超电流只由光谱连续部分的状态携带。我们的预测可以通过对两个自旋分裂超导体之间的弱连接进行隧穿光谱来测试。

英文摘要:

The Andreev bound states and charge transport in a Josephson junction between two superconductors with intrinsic exchange fields are studied. We find that for a parallel configuration of the exchange fields in the superconductors the discrete spectrum consists of two pairs of spin-split states. The Josephson current in this case is mainly carried by bound states. In contrast, for the antiparallel configuration we find that there is no spin-splitting of the bound states and that for phase differences smaller than certain critical value there are no bound states at all. Hence the supercurrent is only carried by states in the continuous part of the spectrum. Our predictions can be tested by performing a tunneling spectroscopy of a weak link between two spin-split superconductors.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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