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arXiv 2601.00540cond-mat.supr-concond-mat.str-el
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kagome Hubbard模型在保持扁平带的杂波作用下的超导性

Superconductivity in the kagome Hubbard model under the flat-band-preserving disorder

Jicheol Kim, Dong-Hee Kim

AI总结:

研究发现保持扁平带的杂波作用下,kagome Hubbard模型的超导性更加稳健,且表现出线性依赖于相互作用的超流重量特征。

摘要:

我们通过对比保持扁平带的杂波[Phys. Rev. B 98, 235109 (2018)]与破坏扁平带简并度的随机跃迁杂波,研究了吸引Hubbard模型在kagome晶格上的无序扁平带超导性。通过Bogoliubov-de Gennes平均场计算,我们发现,在保持扁平带的杂波作用下,超流重量在杂波作用下更加稳健,而当杂波足够强时,系统最终会转变为绝缘体。在弱耦合极限下,发现保持扁平带的杂波作用下超流重量几乎呈线性依赖于相互作用,证实了持续的扁平带特征,而随机跃迁对应的分散带特征则呈现出指数行为。此外,在单粒子密度矩阵的精确对角化中,我们识别出归因于扁平带状态的占据光谱结构,证明了稳健的扁平带与超导性增强鲁棒性的联系。

英文摘要:

We investigate the disordered flat-band superconductivity within the attractive Hubbard model on the kagome lattice by contrasting the flat-band-preserving disorder [Phys. Rev. B 98, 235109 (2018)] with the random hopping disorder that breaks the flat-band degeneracy. Through Bogoliubov-de Gennes mean-field calculations, we find that the superfluid weight is much more robust under the flat-band-preserving disorder, while the system eventually undergoes a transition to an insulator as disorder becomes strong enough. The almost linear interaction-dependence of the superfluid weight in the weak coupling limit found with the flat-band-preserving disorder confirms the persistent flat-band signature, whereas the exponential behavior of a dispersive-band character arises with the random hopping counterpart. In addition, in the exact diagonalization of the one-particle density matrix, we identify an occupation spectrum structure attributed to the flat-band states, demonstrating the connection between the resilient flat band and the enhanced robustness of superconductivity.

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