Doping dependence of the low temperature planar carrier density in overdoped YBa<sub>2</sub>Cu<sub>3</sub>O<sub>7-δ</sub>
ORAL
Abstract
The rapid change in the low-T Hall number nH from p (the number of doped holes) to 1 + p (the full LDA carrier density) observed in the first pulsed field measurements of YBa2Cu3O7-δ (Y123) at T = 50 K suggests possible critical behaviour near the pseudogap end point (p*) [1]. In a more recent study of the single-layer cuprates Tl2Ba2CuO6+δ (Tl2201) and La-doped Bi2Sr2CuO6+δ (La-Bi2201) [2], the evolution from p to 1 + p was instead found to extend linearly across a far broader doping range -- out toward the edge of the superconducting dome. The inconsistency may arise from the presence of quasi-one-dimensional CuO chains in Y123, but not in Tl2201 or Bi2201. These chains contribute little to the Hall signal but generate a notable resistivity anisotropy, particularly in overdoped Y123 crystals with conductive chains [3]. As a result, nH is no longer a direct measure of the carrier density in the CuO2 planes and a correction factor is required to obtain the planar carrier density, npl = nH(ρa/ρb)-1 . While ρa/ρb is known to be strongly temperature and doping dependent above Tc [3] the low-T anisotropy ratio has not yet been rigorously studied.
We have used pulsed fields to examine the low-T behaviour of npl between optimal doping (p=0.16) and p* (p≈0.19) by measuring the resistivity anisotropy, ρa/ρb and Hall number nH in individual detwinned Y123 single crystals. We reaffirm the previous finding of an abrupt rise in nH(50 K) across this doping regime [1] and report two other key results: (i) at optimal doping, npl = p and (ii) the sharp rise in nH(p) is softened by the resistivity anisotropy to such an extent that the full Luttinger count (npl = 1+p) is only partially recovered at p*. This latter result disfavours a conventional QCP scenario in which the pseudogap end point leads to a reconstructed Fermi surface.
[1] Badoux et al., Nature 531, 210 (2016)
[2] Putzke et al., Nature Physics, 17, 826 (2019)
[3] Segawa et al., PRB 69, 104521 (2004).
We have used pulsed fields to examine the low-T behaviour of npl between optimal doping (p=0.16) and p* (p≈0.19) by measuring the resistivity anisotropy, ρa/ρb and Hall number nH in individual detwinned Y123 single crystals. We reaffirm the previous finding of an abrupt rise in nH(50 K) across this doping regime [1] and report two other key results: (i) at optimal doping, npl = p and (ii) the sharp rise in nH(p) is softened by the resistivity anisotropy to such an extent that the full Luttinger count (npl = 1+p) is only partially recovered at p*. This latter result disfavours a conventional QCP scenario in which the pseudogap end point leads to a reconstructed Fermi surface.
[1] Badoux et al., Nature 531, 210 (2016)
[2] Putzke et al., Nature Physics, 17, 826 (2019)
[3] Segawa et al., PRB 69, 104521 (2004).
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Publication: Manuscript in preparation for submission to Phys. Rev. Lett.
Presenters
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Rebecca Nicholls
University Of Bristol
Authors
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Rebecca Nicholls
University Of Bristol
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Roemer Hinlopen
University of Bristol
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Tommy Kotte
HZDR
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Nigel E Hussey
University of Bristol
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Antony Carrington
University of Bristol
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Joonbum Park
HZDR
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Thomas Forster
HZDR
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Jake Ayres
University of Bristol
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Jeremy Sourd
HZDR