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arXiv · 2502.11624

High-Temperature Superconductivity from Finite-Range Attractive Interaction

Dmitry Miserev·Joel Hutchinson·Herbert Schoeller·Jelena Klinovaja·Daniel Loss
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Abstract

In this letter we consider $D$-dimensional interacting Fermi liquids, and demonstrate that an attractive interaction with a finite range $R_s$ that is much greater than the Fermi wavelength $\lambda_F$ breaks the conventional BCS theory of superconductivity. In contrast to the BCS prediction of a finite superconducting gap for all attractive contact interactions, we show that a finite-range interaction does not induce a superconducting gap. Instead, the pair susceptibility develops a power-law singularity at zero momentum and zero frequency signaling quantum critical behavior without long-range ordering. Starting from this, we show that superconductivity can be stabilized by adding a short-range attractive interaction, which is always present in real electronic systems. As an example, we consider a layered quasi-two-dimensional material with attractive electron-electron interactions mediated by optical phonons. We demonstrate a dome shape of the critical temperature $T_c$ versus doping, strongly suppressed isotope effect, and a weak dependence of the optimal doping and maximal $T_c^* \sim 0.1 E_F$ on the interaction range at $R_s \gg \lambda_F$, $E_F$ is the Fermi energy. We believe that these results could be relevant to high-temperature superconductors.

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Dmitry Miserev, Joel Hutchinson, Herbert Schoeller, Jelena Klinovaja, Daniel Loss. 2025-02-17. High-Temperature Superconductivity from Finite-Range Attractive Interaction. https://doi.org/10.1103/glch-3385

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