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arXiv 1204.2302cond-mat.supr-concond-mat.str-el
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辛N t-J模型与s $_\pm$超导体

The symplectic-N t-J model and s$_\pm$ superconductors

Rebecca Flint, Piers Coleman

摘要:

在中等关联的铁基超导体中可能发现$s_\pm$超导能隙,这就提出了如何正确处理强关联超导体中$s_\pm$能隙的问题。与d波铜氧化物不同,库仑排斥不会因对称性而消失,因此必须仔细处理。到目前为止,只有弱相关的方法包括这个库仑赝势,所以在这里,我们介绍了辛N处理的t-J模型,通过完全消除现场配对,结合了强库仑排斥。通过对时间反演对称性的适当扩展,辛-N是t-J模型的第一个超导大N解。对于d波超导体,再现了以前的非受控平均场解,而对于$s_\pm$超导体,SU(2)约束强制执行单占有作为一对化学势调整的间隙节点的位置。这种调整可以捕获为铁基超导体提出的各种各样的间隙:线和点节点,以及不同费米表面上的两个不同但相关的完整间隙。

英文摘要:

The possible discovery of $s_\pm$ superconducting gaps in the moderately correlated iron-based superconductors has raised the question of how to properly treat $s_\pm$ gaps in strongly correlated superconductors. Unlike the d-wave cuprates, the Coulomb repulsion does not vanish by symmetry, and a careful treatment is essential. Thus far, only the weak correlation approaches have included this Coulomb pseudopotential, so here we introduce a symplectic N treatment of the t-J model that incorporates the strong Coulomb repulsion through the complete elimination of on-site pairing. Through a proper extension of time-reversal symmetry to the large N limit, symplectic-N is the first superconducting large N solution of the t-J model. For d-wave superconductors, the previous uncontrolled mean field solutions are reproduced, while for $s_\pm$ superconductors, the SU(2) constraint enforcing single occupancy acts as a pair chemical potential adjusting the location of the gap nodes. This adjustment can capture the wide variety of gaps proposed for the iron based superconductors: line and point nodes, as well as two different, but related full gaps on different Fermi surfaces.

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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