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Vortex matter in mesoscopic two-gap superconducting disks: Influence of Josephson and magnetic coupling

机译:介观两间隙超导盘中的涡旋物质:约瑟夫森和磁耦合的影响

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摘要

The effects of the coupling between two electronic condensates in two-gap mesoscopic superconductors are studied within the Ginzburg-Landau theory using a finite difference technique. In applied magnetic field, we derive the dependency of the size of the vortex on the sample size and the strength of the Josephson coupling. In addition, we elaborate on the dependence of the critical temperature and field on the parameters of the coupled condensates. We demonstrate further the existence and stability of fractional states, for which the two condensates comprise different vorticity. Moreover, we also found pronounced asymmetric fractional states and we show their experimentally observable magnetic response. Finally, we introduce the magnetic coupling between condensates, and study in particular the case where one band is type II and the other is type I, i.e., the sample is effectively of I.x type. The calculated M(H) loops show a clear signature of the mixed type of superconductivity, which we find to be strongly affected by the ratio of the coherence lengths in the two condensates.
机译:使用有限差分技术,在Ginzburg-Landau理论中研究了两间隙介观超导体中两个电子冷凝物之间的耦合效应。在外加磁场中,我们推导出涡旋大小对样本大小和约瑟夫森耦合强度的依赖性。另外,我们详细说明了临界温度和场对耦合冷凝物参数的依赖性。我们进一步证明了分数态的存在和稳定性,分数态的两个冷凝物具有不同的涡度。此外,我们还发现了明显的不对称分数态,并显示了它们在实验上可观察到的磁响应。最后,我们介绍冷凝物之间的磁耦合,并特别研究其中一个带是II型而另一个带是I型(即样品实际上是I.x型)的情况。计算得出的M(H)回路显示出混合类型的超导性的清晰特征,我们发现这强烈地受到两种冷凝物中相干长度比的影响。

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