Anharmonic stabilization and lattice heat transport in rocksalt $\beta$-GeTe
Yi Xia, Maria K. Y. Chan

TL;DR
This study develops a scheme combining anharmonic phonon renormalization and four-phonon scattering to accurately model lattice heat transport in high-temperature, structurally unstable GeTe, revealing key insights into thermal conductivity reduction strategies.
Contribution
It introduces a novel approach that incorporates temperature effects and four-phonon processes to improve thermal conductivity predictions in phase-transition materials.
Findings
Temperature-induced anharmonic effects stabilize $eta$-GeTe.
Four-phonon scattering significantly reduces predicted $ ext{κ}_l$.
Alloying with heavy cations further suppresses thermal conductivity.
Abstract
Peierls-Boltzmann transport equation, coupled with third-order anharmonic lattice dynamics calculations, has been widely used to model lattice thermal conductivity () in bulk crystals. However, its application to materials with structural phase transition at relatively high temperature is fundamentally challenged by the presence of lattice instabilities (imaginary phonon modes). Additionally, its accuracy suffers from the absence of higher-than-third-order phonon scattering processes, which are important near/above the Debye temperature. In this letter, we present an effective scheme that combines temperature-induced anharmonic phonon renormalization and four-phonon scattering to resolve these two theoretical challenges. We apply this scheme to investigate the lattice dynamics and thermal transport properties of GeTe, which undergoes a second-order ferroelectric phase…
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