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arXiv 2104.12957cond-mat.supr-con
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多轨道超导体中轨道驱动的双圆顶超导相

Orbital driven two-dome superconducting phases in multiorbital superconductors

Jing Liu, Qing-Wei Wang, Liang-Jian Zou

摘要:

本文基于三轨道紧带模型,对多轨道超导体的超导电性进行了理论研究。在最近邻交换$J_{1}^{αβ}$和次最近邻交换$J_{2}^{αβ}$的适当值下,我们在$T_{c}-n$相图中发现两个圆顶结构:一个圆顶在掺杂范围$n<3.9$中,其中超导(SC)态主要是由轨道间配对贡献的$s_{x^{2} y^{2}}$组分,在掺杂范围$3.9<n<4.46$中的另一个圆顶,其中SC状态主要是由轨道内配对贡献的$s_{x^{2} y^{2}}+s_{x^{2}+y^{2}}$分量。我们发现,在多轨道超导体中,不同轨道对之间的竞争导致了双圆顶超导相图,而$J_{1}$和$J_{2}$的不同矩阵元对两个SC圆顶的边界有很大影响.

英文摘要:

We theoretically study the superconductivity in multiorbital superconductors based on a three-orbital tight-banding model. With appropriate values of the nearest-neighbour exchange $J_{1}^{αβ}$ and the next-nearest-neighbour exchange $J_{2}^{αβ}$, we find a two-dome structure in the $T_{c}-n$ phase diagram: one dome in the doping range $n<3.9$ where the superconducting (SC) state is mainly $s_{x^{2} y^{2}}$ component contributed by inter-orbital pairing, the other dome in the doping range $3.9<n<4.46$ where the SC state is mainly $s_{x^{2} y^{2}}+s_{x^{2}+y^{2}}$ components contributed by intra-orbital pairing. We find that the competition between different orbital pairing leads to two-dome SC phase diagrams in multiorbital superconductors, and different matrix elements of $J_{1}$ and $J_{2}$ considerably affect the boundary of two SC domes.

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