We directly address one of the most important pending questions on the physics of halide perovskites, which is expected to have a great impact on the fields of photovoltaics and thin films optoelectronics, including low dimensional nanostructures for quantum applications. Our current understanding of the limited carrier transport in halide perovskites is based on standard electron-phonon scattering mechanisms, among which the Fröhlich coupling is assumed to be the only sizeable one [10.1021/acsener-gylett.8b02346] with some further contributions from ferroelectric effects, Rashba-type band splitting, and polaronic transport [10.1021/acs.jpclett.0c00018]. Furthermore, various experimental results have been progressively discussed in terms of carrier localization or exciton self-trapping [10.1126/science.aap8671 10.1021/acs.chemrev.8b00477]. The key to fundamentally advance our understanding of perovskites’ properties hinges on systematic deviations of the lattice dynamics from the idealized phonon picture and on how to fully consider their overwhelming lattice anharmonicity in electron-phonon interactions. In the present pioneering study, we explore the concept of local disorder in ultrasoft cubic perovskites to shed light on these intriguing aspects.
Our discovery: We uncover the crucial role of structural disorder in the description of highly overdamped phonon dynamics and electron-phonon interaction in cubic perovskites. Developing a remarkably efficient methodology [10.1038/s41524-023-01089-2 10.1103/PhysRevB.108.035155,10.48550/arXiv.2506.10402,10.48550/arXiv.2506.09673] we developed a unified treatment of anharmonicity and electron-phonon coupling in locally disordered materials and demonstrate that (i) lattice dynamics in halide perovskites depart severely from the textbook phonon picture, exhibiting extensive broadening and non-dispersive optical vibrations, while preserving acoustic dispersions, (ii) electron-phonon coupling in halide perovskites is dominated by anharmonic optical vibrations, and (iii) the complex potential energy landscape has a central role in the prediction of cubic oxide and halide perovskites’ band gaps, effective masses, phonon-induced band gap renormalization, carrier mobilities, and ultrafast dynamics. Our methodology and data give unprecedented agreement with lattice and optical spectroscopy measurements, calling for revisiting open questions connected to anharmonic and electron-phonon properties of cubic perovskites. Some of the breaking new ground physics explored here are intrinsically related to the extraordinary lattice softness of halide perovskites, and, thus, their ability to sustain a high degree of polymorphism as opposed to conventional semiconductors.
Key achievements
• Multi-well potential energy surface: We elucidate the strong connection of the multi-well potential energy landscape to the degree of local disorder, anharmonicity, and electron-phonon coupling in cubic perovskites.
• Origin of the overdamped phonon dynamics: We show that the multi-well potential energy landscape is at the origin of phonon bunching and overdamping observed in neutron scattering measurements and, thus, the key to understand the complex and unique phenomena manifested in halide perovskites.
• New methodology: We develop and demonstrate a new first-principles approach (A-SDM) that enables very efficient electron-phonon calculations in strongly anharmonic and/or locally disordered materials.
• Role of disorder in anharmonic electron-phonon coupling: We show that local disorder is crucial to correctly describe the anharmonic electron-phonon properties of cubic perovskites, using the example of phonon-induced
band gap renormalization. This finding casts doubt on the archetypal fully-ordered picture of cubic perovskites.
• Multiphonon diffuse scattering: We identify and explain new features in measured diffuse scattering patterns of halide perovskites, arising from highly anharmonic multiphonon excitations.
• Accurate electronic structure calculations: We clarify for the first time that accurate electronic structure calculations of anharmonic cubic crystals require combined corrections due to disorder, spin-orbit coupling, exchange-
correlation functionals of high accuracy, and electron-phonon coupling.
• Workflow: We provide a very robust and simple workflow that opens the way for straightforward calculations of anharmonicity by any electronic structure code.
• High-throughput capability: We evaluate anharmonic phonon dispersions of 12 complex halide perovskites, demonstrating the generality of our approach as well as its high-throughput capability.
• Our methodology and codes were combined successfully to explain phenomena observed in state-of-the-art scattering and spectroscopy experiments with collaborations across the world, as attested by the high-impact scientific publications.
The calculations, data, and code developed for this project were made available via the NOMAD repository and GitLab:
https://gitlab.com/epw/q-e/(se abrirá en una nueva ventana).