Spiral magnetic field and bound states of vortices in noncentrosymmetric superconductors

A. Samoilenka, E. Babaev
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引用次数: 7

Abstract

We discuss the unconventional magnetic response and vortex states arising in noncentrosymmetric superconductors with chiral octahedral and tetrahedral ($O$ or $T$) symmetry. We microscopically derive Ginzburg-Landau free energy. It is shown that due to spin-orbit and Zeeman coupling magnetic response of the system can change very significantly with temperature. For sufficiently strong coupling this leads to a crossover from type-1 superconductivity at elevated temperature to vortex states at lower temperature. The external magnetic field decay in such superconductors does not have the simple exponential law. We show that in the London limit, magnetic field can be solved in terms of complex force-free fields $\vec{W}$, which are defined by $\nabla \times \vec{W} = \text{const} \vec{W}$. Using that we demonstrate that the magnetic field of a vortex decays in spirals. Because of such behavior of the magnetic field, the intervortex and vortex-boundary interaction becomes non-monotonic with multiple minima. This implies that vortices form bound states with other vortices, antivortices, and boundaries.
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非中心对称超导体中螺旋磁场和漩涡束缚态
我们讨论了具有手性八面体和四面体($O$或$T$)对称的非中心对称超导体中产生的非常规磁响应和涡旋态。我们在微观上推导了金兹堡-朗道自由能。结果表明,由于自旋轨道和塞曼耦合,系统的磁响应随温度的变化非常显著。对于足够强的耦合,这将导致从高温下的1型超导到低温下的涡旋态的交叉。这种超导体的外磁场衰减不具有简单指数定律。我们表明,在伦敦极限下,磁场可以用复无力场$\vec{W}$来求解,该复无力场由$\nabla \times \vec{W} = \text{const} \vec{W}$定义。由此我们证明了涡旋的磁场以螺旋形式衰减。由于磁场的这种行为,涡旋间和涡旋边界相互作用变得非单调且具有多个极小值。这意味着涡旋与其他涡旋、反涡旋和边界形成束缚态。
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