Transport properties of electron-doped cuprate Sr La CuO thin films have been investigated as a function of doping. In particular, optimal-and over-doped samples were obtained by tuning the Sr:La stoichiometric ratio. Optimal-doped samples show a non-Fermi liquid behavior characterized by linear dependence of the resistivity from room temperature down to intermediate temperature (about 150-170 K). However, by approaching temperatures in the superconducting transition, a Fermi-liquid behavior-characterized by a T-scaling law-was observed. Once established, the transition from a linear-T to a quadratic-T behavior was successfully traced back in over-doped samples, even occurring at lower temperatures. In addition, the over-doped samples show a crossover to a linear-T to a logarithmic dependence at high temperatures compatible with anti-ferromagnetic spin fluctuations dominating the normal state properties of electron-doped cuprates.
Normal-State Transport Properties of Infinite-Layer Sr1-x Lax CuO2 Electron-Doped Cuprates in Optimal-and Over-Doped Regimes
Orgiani P;
2022
Abstract
Transport properties of electron-doped cuprate Sr La CuO thin films have been investigated as a function of doping. In particular, optimal-and over-doped samples were obtained by tuning the Sr:La stoichiometric ratio. Optimal-doped samples show a non-Fermi liquid behavior characterized by linear dependence of the resistivity from room temperature down to intermediate temperature (about 150-170 K). However, by approaching temperatures in the superconducting transition, a Fermi-liquid behavior-characterized by a T-scaling law-was observed. Once established, the transition from a linear-T to a quadratic-T behavior was successfully traced back in over-doped samples, even occurring at lower temperatures. In addition, the over-doped samples show a crossover to a linear-T to a logarithmic dependence at high temperatures compatible with anti-ferromagnetic spin fluctuations dominating the normal state properties of electron-doped cuprates.| File | Dimensione | Formato | |
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