Origin of the pressure-dependent T$_c$ valley in superconducting simple cubic phosphorus
Xianxin Wu, Harald O. Jeschke, Domenico Di Sante, Fabian O. von Rohr,, Robert J. Cava, Ronny Thomale

TL;DR
This study uses first-principles calculations to explain the pressure-dependent superconducting transition temperature in simple cubic phosphorus, attributing the T$_c$ valley to Lifshitz transitions and electron-phonon interactions.
Contribution
It reveals the origin of the T$_c$ valley in simple cubic phosphorus as due to Lifshitz transitions affecting electron-phonon coupling, highlighting the role of orbital character changes under pressure.
Findings
T$_c$ exhibits a valley feature with increasing pressure.
Lifshitz transitions significantly influence electron-phonon coupling.
High-pressure behavior suggests additional electronic correlations beyond electron-phonon interactions.
Abstract
Motivated by recent experiments, we investigate the pressure-dependent electronic structure and electron-phonon (\emph{e-ph}) coupling for simple cubic phosphorus by performing first-principle calculations within the full potential linearized augmented plane wave method. As a function of increasing pressure, our calculations show a valley feature in T, followed by an eventual decrease for higher pressures. We demonstrate that this T valley at low pressures is due to two nearby Lifshitz transitions, as we analyze the band-resolved contributions to the \emph{e-ph} coupling. Below the first Lifshitz transition, the phonon hardening and shrinking of the Fermi surface with orbital character results in a decreased T with increasing pressure. After the second Lifshitz transition, the appearance of Fermi surfaces with orbital character generate strong…
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