Source capture
Authors Cuiying Pei, Yang Shen, Di Peng, Mingxin Zhang, Yi Zhao, Xiangzhuo Xing, Qi Wang, Juefei Wu, Junjie Wang, Lingxiao Zhao, Zhenfang Xing, Yulin Chen, Jinkui Zhao, Wenge Yang, Xiaobing Liu, Zhixiang Shi, Hanjie Guo, Qiaoshi Zeng, Guang-Ming Zhang, Yanpeng Qi
Relevance score 5.348
Primary category Not available in this batch.
Published Not available in this batch.
Research paradigm Experimental
Sample form Single Crystal

Summary

This study performed in situ high-pressure angle-dependent electrical transport measurements on Pr4Ni3O10 single crystals using a custom diamond anvil cell rotator, confirming their superconducting anisotropy. Under a pressure of 50.2 GPa, the sample underwent a superconducting transition with a critical temperature of approximately 31 K. By measuring the upper critical fields perpendicular and parallel to the ab-plane, an anisotropy parameter γ of about 1.6 was obtained, which decreased with increasing temperature and approached 1 near the superconducting critical temperature. Fitting with the Ginzburg-Landau model yielded zero-temperature upper critical fields parallel and perpendicular to the ab-plane of 89.9 T and 57.3 T, respectively, and coherence lengths along the ab-plane and c-axis of 2.4 nm and 1.5 nm, respectively. Comparison with cuprate and iron-based superconductors revealed that the anisotropic behavior of Pr4Ni3O10 conforms to a two-band model, where in-plane quantum confinement induces interlayer coherence, resulting in three-dimensional superconducting characteristics. This study not only confirms the existence of anisotropic superconductivity in bulk Ruddlesden-Popper nickelates but also provides critical insights into the role of dimensionality in the mechanism of high-temperature superconductivity.

Materials

Methods

Keywords

  • superconducting anisotropy
  • upper critical field
  • two band model
  • three dimensional superconductivity
  • interlayer coherence

Highlights

  • This study not only confirms the existence of anisotropic superconductivity in bulk Ruddlesden-Popper nickelates but also provides critical insight into the role of dimensionality in high-temperature superconductivity.
  • The weak anisotropy is comparable to that of iron-based superconductors, despite structural similarities with cuprates.

Conclusions

  • The anisotropy parameter γ is about 1.6, decreasing with increasing temperature and approaches 1 near Tc.
  • Pr4Ni3O10 conforms to a two-band model, where intralayer quantum confinement induces interlayer coherence, resulting in three-dimensional superconducting characteristics.
  • Zero-temperature upper critical fields are 89.9 T (parallel) and 57.3 T (perpendicular), with coherence lengths of 2.4 nm (in-plane) and 1.5 nm (out-of-plane).

Main claims

  • Pr4Ni3O10 single crystals show weakly anisotropic superconductivity with anisotropy parameter γ ≈ 1.6 at zero temperature.
    • Evidence: Abstract: 'an anisotropy parameter γ of about 1.6 was obtained'
  • The anisotropic behavior conforms to a two-band model where in-plane quantum confinement induces interlayer coherence, leading to 3D superconductivity.
    • Evidence: Abstract: 'the anisotropic behavior of Pr4Ni3O10 conforms to a two-band model, where in-plane quantum confinement induces interlayer coherence, resulting in three-dimensional superconducting characteristics'

Workflow

  • Sample synthesis
    • Materials: Pr4Ni3O10 single crystals
    • Methods: Vertical optical-image floating zone method; High oxygen pressure (140-150 bar)
    • Observations: Monoclinic crystal structure, high quality confirmed by XRD and EDS
  • High-pressure transport with rotation
    • Materials: Single crystals; Diamond anvil cell (DAC)
    • Methods: In situ high-pressure angle-dependent electrical transport; Custom DAC rotator; Helium pressure transmitting medium
    • Observations: Superconducting transition at approximately 31K; Angular dependence of upper critical field
  • Data analysis — Pr4Ni3O10 exhibits weakly anisotropic superconductivity consistent with 3D two-band model
    • Materials: Resistance vs temperature at various angles and fields
    • Methods: Ginzburg-Landau (GL) model fitting; Werthamer-Helfand-Hohenberg (WHH) model
    • Observations: Anisotropy parameter γ ≈ 1.6; Coherence lengths: ξab(0)=2.4 nm, ξc(0)=1.5 nm