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首页> 外文期刊>Physical Review. B, Condensed Matter >Interplay between pair density waves and random field disorders in the pseudogap regime of cuprate superconductors
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Interplay between pair density waves and random field disorders in the pseudogap regime of cuprate superconductors

机译:铜酸盐超导体拟隙态中的线对密度波与随机场紊乱的相互作用。

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摘要

To capture various experimental results in the pseudogap regime of the underdoped cuprate superconductors for temperature T < T~*, we propose a four-component pair density wave (PDW) state, in which all components compete with each other. Without random field disorders (RFD), only one of the PDW components survives. If the RFD is included, this state could become phase separated and consist of short range PDW stripes, in which two PDW components coexist but differ in magnitudes, resulting in charge density waves (CDW) and a time-reversal symmetry breaking order, in the form of loop current, as secondary composite orders. We call this phase-separated pair nematic (PSPN) state, which could be responsible for the pseudogap. Using a phenomenological Ginzburg-Landau approach and Monte Carlo simulations, we found that in this state, RFD induces short range static CDW with phase-separated patterns in the directional components, and the static CDW is destroyed by thermal phase fluctuations at a crossover temperature T_(CO) < T~*, above which the CDW becomes dynamically fluctuating. The experimentally found CDW with predominantly d-wave form factor constrains the PDW components to have s' ± id-wave pairing symmetries. We also construct a lattice model and compute the spectral functions for the PSPN state and find good agreement with ARPES results.
机译:为了在温度T <T〜*的低掺杂铜酸盐超导体的伪间隙态中捕获各种实验结果,我们提出了一种四组分对密度波(PDW)状态,其中所有组分相互竞争。如果没有随机场障碍(RFD),则只有一种PDW组件能够幸存。如果包括RFD,则该状态可能会发生相分离,并由短距离PDW条带组成,其中两个PDW分量共存,但幅度不同,从而导致电荷密度波(CDW)和时间反转对称破坏顺序。回路电流的形式,作为次级复合指令。我们将这种相分离的对向列(PSPN)状态称为伪间隙。使用现象学的Ginzburg-Landau方法和蒙特卡洛模拟,我们发现在此状态下,RFD会在方向分量中感应出具有相分离模式的短距离静态CDW,并且静态CDW被交越温度T_处的热相波动所破坏。 (CO)<T〜*,在此之上CDW会动态波动。实验上发现的CDW具有主要的d波形状因数,使PDW组件具有s±id波对对称性。我们还构建了晶格模型,并计算了PSPN状态的谱函数,并与ARPES结果找到了很好的一致性。

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  • 来源
    《Physical Review. B, Condensed Matter》 |2016年第18期|184514.1-184514.19|共19页
  • 作者

    Cheung Chan;

  • 作者单位

    Institute for Advanced Study, Tsinghua University, Beijing, 100084, China;

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