High-throughput computational framework for lattice dynamics and thermal transport including high-order anharmonicity: an application to cubic and tetragonal inorganic compounds
Zhi Li, Huiju Lee, Chris Wolverton, Yi Xia

TL;DR
This paper introduces a high-throughput computational workflow that incorporates high-order anharmonic effects to accurately predict lattice thermal conductivity across a wide range of inorganic compounds.
Contribution
It presents a unified framework integrating multiple anharmonic effects for reliable thermal conductivity predictions in diverse materials.
Findings
Higher-order anharmonic effects can significantly alter kL predictions.
Four-phonon scattering universally reduces kL, sometimes drastically.
In most cases, simpler harmonic approximations are sufficient, but higher-order effects are crucial for low-kL compounds.
Abstract
Accurately predicting lattice thermal conductivity (kL) from first principles remains a challenge in identifying materials with extreme thermal behavior. While modern lattice dynamics methods enable routine predictions of kL within the harmonic approximation and three-phonon scattering framework (HA+3ph), reliable results, especially for low-kL compounds, require higher-order anharmonic effects, including self-consistent phonon renormalization, four-phonon scattering, and off-diagonal heat flux (SCPH+3,4ph+OD). We present a high-throughput workflow integrating these effects into a unified framework. Using this, we compute kL for 773 cubic and tetragonal inorganic compounds across diverse chemistries and structures. From 562 dynamically stable compounds, we assess the hierarchical effects of higher-order anharmonicity. For about 60% of materials, HA+3ph predictions closely match those…
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