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arXiv 1603.03376cond-mat.supr-con
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半Heusler超导体中j = 3/2费米子的配对

Pairing of j=3/2 fermions in half-Heusler superconductors

P. M. R. Brydon, Limin Wang, M. Weinert, D. F. Agterberg

摘要:

本文从理论上研究了拓扑半Heusler半金属YPtBi和LuPtBi的超导电性。我们发现,配对之间发生的j = 3/2费米子状态,这导致了定性的差异,从传统的理论之间的配对j = 1/2状态。特别是,这允许库珀对与五重态或七重态的总角动量,除了通常的单重态和三重态。PdR在位相互作用可以产生s波五重态时间反演的拓扑非平凡点或线节点的破缺态。这些局域s波五重态在动量空间中表现为d波态。此外,由于这些材料中的反转对称性破缺,s波单重态可以与p波七重态混合,再次与拓扑稳定的线节点混合。我们的分析奠定了基础,了解非常规超导的半Heusler。

英文摘要:

We theoretically consider the superconductivity of the topological half-Heusler semimetals YPtBi and LuPtBi. We show that pairing occurs between j=3/2 fermion states, which leads to qualitative differences from the conventional theory of pairing between j=1/2 states. In particular, this permits Cooper pairs with quintet or septet total angular momentum, in addition to the usual singlet and triplet states. Purely on-site interactions can generate s-wave quintet time-reversal symmetry-breaking states with topologically nontrivial point or line nodes. These local s-wave quintet pairs reveal themselves as d-wave states in momentum space. Furthermore, due to the broken inversion symmetry in these materials, the s-wave singlet state can mix with a p-wave septet state, again with topologically-stable line nodes. Our analysis lays the foundation for understanding the unconventional superconductivity of the half-Heuslers.

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