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共存 d 波超导性和电荷密度波的相图:铜氧化物高温超导体及其他。

The phase diagram for coexisting d-wave superconductivity and charge-density waves: cuprates and beyond.

机构信息

Graduate School of Integrated Arts and Sciences, Hiroshima University, Higashi-Hiroshima, 739-8521, Japan.

出版信息

J Phys Condens Matter. 2011 Sep 28;23(38):385701. doi: 10.1088/0953-8984/23/38/385701. Epub 2011 Sep 5.

Abstract

Phase diagrams of d-wave superconductivity characterized by an order parameter Δ coexisting with charge-density waves (CDWs) characterized by an order parameter Σ were constructed for the two-dimensional Fermi surface (FS) appropriate to, e.g., cuprates. CDWs were considered as an origin of the pseudogap appearing at antinodal FS sections of the d(x2-y2) superconductor. Two types of the Σ-reentrance were found: with the temperature, T, and with the opening of the CDW sector, 2α. The angular plots in the momentum space for the resulting gap profile over the FS ('gap roses') were obtained. The gap patterns are rather involved, giving insight into the difficulties of the interpretation of photoemission spectra. It was shown that the Σ-Δ coexistence region exists even for the complete dielectric gapping due to the distinction between the superconducting and CDW order parameter symmetries. The checkerboard and unidirectional CDW configurations were examined, and both the phase diagrams and the behavior with T and α of the order parameters were found to differ. A more general case with a non-zero mismatch angle β between the superconducting lobes and the CDW sectors was analyzed, the case β = π/4 corresponding to the d(xy) symmetry of the superconducting order parameter. The phase diagrams were found to be sensitive to β-variations, showing that internal strains and external pressure can drastically affect the behavior of Σ(T) and Δ(T).

摘要

构建了具有序参量Δ的 d 波超导相与具有序参量Σ的电荷密度波(CDW)相的相图,该二维费米面(FS)适用于例如铜酸盐。CDW 被认为是 d(x2-y2) 超导体的节点 FS 部分出现赝能隙的起源。发现了两种类型的 Σ 再进入:随着温度 T 和 CDW 扇区的打开 2α。在 FS 上得到的间隙轮廓的动量空间中的角图(“间隙玫瑰”)。这些间隙模式相当复杂,深入了解了对光电子能谱的解释的困难。结果表明,即使由于超导和 CDW 序参量对称性之间的区别而完全电隔离,也存在 Σ-Δ 共存区域。检查了棋盘和单向 CDW 配置,并且发现相图和参数 T 和 α 的行为都不同。分析了一个更一般的情况,即超导叶和 CDW 扇区之间的非零失配角β,其中超导序参量的β=π/4 对应于 d(xy) 对称性。发现相图对β变化敏感,表明内部应变和外部压力可以极大地影响 Σ(T)和 Δ(T)的行为。

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