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    Absence of superconductivity in fcc metallic hydrogen and low Tc in yttrium hydrides resulting from distinct vibrational modes of hydrogen sublattices

    Li Zhang1,2, Liying Song1, Xilian Jin1,*, Ziwei Li1, Yijia Chen1, Qingbiao Jin1, Quanjun Li1, Bingbing Liu1, and Tian Cui1,3,†

    • 1State Key Laboratory of High Pressure and Superhard Materials, College of Physics, Jilin University, Changchun 130012, China
    • 2Department of Physics, Zhejiang University, Hangzhou 310058, China
    • 3Institute of High Pressure Physics, School of Physical Science and Technology, Ningbo University, Ningbo 315211, China

    • *Contact author: jinxilian@jlu.edu.cn
    • †Contact author: cuitian@jlu.edu.cn

    Phys. Rev. B 114, 094102 – Published 5 August, 2026

    DOI: https://doi.org/10.1103/3k9s-p873

    Abstract

    Hydrides and solid hydrogen have long been considered potential high-temperature, and even room-temperature, superconductors, owing to the exceptionally high Debye temperature provided by their hydrogen atoms. However, we observed unexpected suppression of superconductivity in yttrium hydrides and metallic hydrogen systems. Our study demonstrates that the vibrational characteristics of the hydrogen sublattice constitute a critical factor influencing superconducting transition temperatures. We find that in H-poor yttrium hydrides, the anomalously low superconducting transition temperature originates from hydrogen-dominated acoustic-like vibrations. Strikingly, even in fcc metallic hydrogen—which exhibits the highest Debye temperature among known systems—the acoustic-like vibrational behavior of hydrogen results in an extremely weak polarization field and negligible electron-phonon coupling, severely limiting superconductivity. While alkali metals have long been regarded as the closest realization of an ideal free-electron metal, we demonstrate that fcc metallic hydrogen actually represents the closest embodiment of this fundamental model. Furthermore, our study reveals that the zero-resistance state in fcc metallic hydrogen originates from negligible electron-lattice scattering, rather than the suppression of transport electron scattering by superconducting gap pairs as predicted by BCS theory. Consequently, the transition to zero resistance in fcc metallic hydrogen occurs without passing through a thermodynamic phase transition of electron Cooper pair condensation, but rather manifests as a natural consequence of its perfect metallic properties.

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