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arXiv 1209.5166cond-mat.supr-concond-mat.str-el
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1/4填充下棋盘格哈伯德模型的降维和奇频配对

Dimensional Reduction and Odd-Frequency Pairing of the Checkerboard-Lattice Hubbard Model at 1/4-Filling

Yuki Yanagi, Yasufumi Yamashita, Kazuo Ueda

摘要:

棋盘格哈伯德模型在四分之一填充时的铁磁性是哈伯德模型家族中已知的少数精确铁磁性基态之一。当最近邻跳变t1与第二邻跳变t2相比可以忽略时,系统简化为哈伯德链的集合。我们发现,只要t1 < t2,1D字符是令人惊讶的鲁棒。这种由于几何挫折而导致的降维现象导致了中间U具有一维特征的特殊磁序,并导致了靠近磁边界的奇频超导态。

英文摘要:

The ferromagnetism of the checkerboard lattice Hubbard model at quarter filling is one of the few exact ferromagnetic ground states known in the family of Hubbard models. When the nearest neighbor hopping, t1, is negligible compared with the second neighbor one, t2, the system reduces to a collection of Hubbard chains. We find that the 1D character is surprisingly robust as long as t1 < t2. This phenomenon of dimensional reduction due to the geometrical frustration leads to peculiar magnetic orders with 1D character for intermediate U and is responsible for odd-frequency superconducting states close to the magnetic boundary.

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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