arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 1002.4335cond-mat.supr-concond-mat.str-el
收藏

对称性对Pnictides对算子的约束

Constraints Imposed by Symmetry on Pairing Operators for the Pnictides

Xiaoyu Wang, Maria Daghofer, Andrew Nicholson, Adriana Moreo, Michael Guidry, Elbio Dagotto

摘要:

考虑模型哈密顿尊重的pnictides的对称性,有人认为,配对相互作用,耦合电子在不同的轨道与轨道依赖的配对强度不可避免地导致带间配对矩阵元素,至少在某些地区的布里渊区。在以前的研究中,这种带间配对在多轨道系统中没有被认为是相关的。还观察到,如果假设纯粹的带内配对相互作用,则需要配对算符具有$Δ^+(k)=f(k) \sum_α d^+_{k,α,\uparrow}d^+_{-k, α,\downarrow}$的形式,其中$α$标记模型中考虑的轨道,f(k)由耦合电子或空穴的空间位置产生。这意味着,在两个不同费米面上,涉及动量$k_F$和$k'_F$的能隙只能相差$f(k_F)/ f(k'_F)$之比,而且不同轨道上的电子必须受到相同的配对吸引,因此需要微调。这些结果表明,以前被忽视的带间配对的趋势,实际上可能是相关的在pnictides的配对机制的微观描述。

英文摘要:

Considering model Hamiltonians that respect the symmetry properties of the pnictides, it is argued that pairing interactions that couple electrons at different orbitals with an orbital-dependent pairing strength inevitably lead to interband pairing matrix elements, at least in some regions of the Brillouin zone. Such interband pairing has not been considered of relevance in multiorbital systems in previous investigations. It is also observed that if, instead, a purely intraband pairing interaction is postulated, this requires that the pairing operator has the form $Δ^+(k)=f(k) \sum_α d^+_{k,α,\uparrow}d^+_{-k, α,\downarrow}$ where $α$ labels the orbitals considered in the model and f(k) arises from the spatial location of the coupled electrons or holes. This means that the gaps at two different Fermi surfaces involving momenta $k_F$ and $k'_F$ can only differ by the ratio $f(k_F)/ f(k'_F)$ and that electrons in different orbitals must be subject to the same pairing attraction, thus requiring fine tuning. These results suggest that previously neglected interband pairing tendencies could actually be of relevance in a microscopic description of the pairing mechanism in the pnictides.

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。

↑