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Reentrant AC magnetic susceptibility in Josephson-junction arrays: An alternative explanation for the paramagnetic Meissner effect

机译:约瑟夫森结阵列中的重入aC磁化率:an   顺磁迈斯纳效应的另一种解释

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摘要

The paramagnetic Meissner effect (PME) measured in high $T_{C}$ granularsuperconductors has been attributed to the presence of $\pi$-junctions betweenthe grains. Here we present measurements of complex AC magnetic susceptibilityfrom two-dimensional arrays of conventional (non $\pi$) Nb/Al/AlOx/Nb Josephsonjunctions. We measured the susceptibility as a function of the temperature $T$,the AC amplitude of the excitation field, $h_{AC}$, and the external magneticfield, $H_{DC}$. The experiments show a strong paramagnetic contribution fromthe multi-junction loops, which manifests itself as a reentrant screening atlow temperature, for values of $h_{AC}$ higher than 50 mOe. A highly simplifiedmodel, based on a single loop containing four junction, accounts for thisparamagnetic contribution and the range of parameters in which it appears. Thismodel offers an alternative explanation of PME which does not involve$\pi$-junctions.
机译:在高$ T_ {C} $颗粒超导体中测得的顺磁迈斯纳效应(PME)归因于晶粒之间存在$ \ pi $结。在这里,我们介绍了从常规Nb / Al / AlOx / Nb约瑟夫森结的二维阵列测量的复杂交流磁化率。我们测量了磁化率随温度$ T $,激励场的AC振幅$ h_ {AC} $和外部磁场$ H_ {DC} $的函数。实验表明,多结环对顺磁的贡献很大,表现为低温下的折返式筛选,对于高于50 mOe的$ h_ {AC} $值。一个高度简化的模型基于包含四个结的单个回路,说明了这种顺磁作用及其出现的参数范围。此模型提供了不涉及$ \ pi $结的PME的另一种解释。

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