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arXiv 1505.04537cond-mat.supr-con
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弱连接区畴壁SIFS隧道结中的Josephson效应

Josephson effect in SIFS-tunnel junctions with domain walls in weak link region

S. V. Bakurskiy, A. A. Golubov, N. V. Klenov, M. Yu. Kupriyanov, I. I. Soloviev

摘要:

本文从理论上研究了SIFS型约瑟夫森结的性质,这种结由两个超导(S)电极和一个铁磁(F)膜组成,两个电极之间由绝缘层(I)隔开,而F膜由周期性磁畴结构组成,相邻磁畴的磁化方向是反平行的。在线性化的准经典Usadel方程的框架下,在弱连接区域的二维问题的解析解决。在此基础上,计算了畴内临界电流密度$J_{C},$和SIFS结构临界电流$I_{C},$随畴壁参数、畴壁厚度$d_{F},$和畴宽$W,$的空间分布.我们证明,$I_{C}(d_{F},W)$的依赖关系表现出衰减振荡的衰减长度,$ξ_{1},$和振荡周期的比率,$ξ_{2},$是域的参数的函数,这个比率可以采取任何值从零到一。因此,我们提出了一个新的物理机制,可以解释之间的本质区别$ξ_{1}$和$ξ_{2}$实验观察到的各种类型的SFS约瑟夫森结。

英文摘要:

We study theoretically the properties of SIFS type Josephson junctions composed of two superconducting (S) electrodes separated by an insulating layer (I) and a ferromagnetic (F) film consisting of periodic magnetic domains structure with antiparallel magnetization directions in neighboring domains. The two-dimensional problem in the weak link area is solved analytically in the framework of the linearized quasiclassical Usadel equations. Based on this solution, the spatial distributions of the critical current density, $J_{C},$ in the domains and critical current, $I_{C},$ of SIFS structures are calculated as a function of domain wall parameters, as well as the thickness, $d_{F},$ and the width, $W,$ of the domains. We demonstrate that $I_{C}(d_{F},W)$ dependencies exhibit damped oscillations with the ratio of the decay length, $ξ_{1},$ and oscillation period, $ξ_{2},$ being a function of the parameters of the domains, and this ratio may take any value from zero to unity. Thus, we propose a new physical mechanism that may explain the essential difference between $ξ_{1}$ and $ξ_{2}$ observed experimentally in various types of SFS Josephson junctions.

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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