<p>The fate of the Fermi surface in bulk electron-doped Sr<sub>2</sub>IrO<sub>4</sub> remains elusive, as does the origin and extension of its pseudogap phase. Here, we use high-resolution angle-resolved photoelectron spectroscopy (ARPES) to investigate the electronic structure of Sr<sub>2−<i>x</i></sub>La<sub><i>x</i></sub>IrO<sub>4</sub> up to <i>x</i> = 0.2, a factor of two higher than in previous work. We find that the antinodal pseudogap persists up to the highest doping level, and thus beyond the sharp increase in Hall carrier density to ≃ 1 + <i>x</i> recently observed above <i>x</i>* ≃ 0.16<sup><CitationRef CitationID="CR1">1</CitationRef></sup>. This suggests that doped iridates host a unique phase of matter in which a large Hall density coexists with an anisotropic pseudogap, breaking up the Fermi surface into disconnected arcs. The temperature boundary of the pseudogap is <i>T</i>* ≃ 200 K for <i>x</i> = 0.2, comparable to cuprates and to the energy scale of short range antiferromagnetic correlations in cuprates and iridates.</p>

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Fermi surface and pseudogap in highly doped Sr2IrO4

  • Y. Alexanian,
  • A. de la Torre,
  • S. McKeown Walker,
  • M. Straub,
  • G. Gatti,
  • A. Hunter,
  • S. Mandloi,
  • E. Cappelli,
  • S. Riccò,
  • F. Y. Bruno,
  • M. Radovic,
  • N. C. Plumb,
  • M. Shi,
  • J. Osiecki,
  • C. Polley,
  • T. K. Kim,
  • P. Dudin,
  • M. Hoesch,
  • R. S. Perry,
  • A. Tamai,
  • F. Baumberger

摘要

The fate of the Fermi surface in bulk electron-doped Sr2IrO4 remains elusive, as does the origin and extension of its pseudogap phase. Here, we use high-resolution angle-resolved photoelectron spectroscopy (ARPES) to investigate the electronic structure of Sr2−xLaxIrO4 up to x = 0.2, a factor of two higher than in previous work. We find that the antinodal pseudogap persists up to the highest doping level, and thus beyond the sharp increase in Hall carrier density to ≃ 1 + x recently observed above x* ≃ 0.161. This suggests that doped iridates host a unique phase of matter in which a large Hall density coexists with an anisotropic pseudogap, breaking up the Fermi surface into disconnected arcs. The temperature boundary of the pseudogap is T* ≃ 200 K for x = 0.2, comparable to cuprates and to the energy scale of short range antiferromagnetic correlations in cuprates and iridates.