| Home > Publications database > Topological conical intersections govern proton transport in solids |
| Journal Article | IMPULSE-2026-00141 |
2026
Springer
Berlin
Please use a persistent id in citations: doi:10.1557/s43577-026-01231-7
Abstract: A unified theoretical framework for proton transport in hydrated perovskite oxides, based on the concept of a protonic conical intersection (PCI) between two protonic diabatic states, is presented: a locally bound O–H configuration and a delocalized, conducting proton-polaron state. Vibronic coupling of these states to selected lattice coordinates generates a conical intersection that governs non-adiabatic proton transfer in the solid state. The PCI framework provides a coherent physical interpretation of key experimental phenomena observed across BaSnO3, BaZrO3, and BaCeO3, including hydration-induced Raman shifts, pronounced isotope effects between HO and DO, the emergence of soft and imaginary phonon modes under acceptor doping, and the conductivity maximum at intermediate Y concentrations. Within this picture, non-Arrhenius transport, entropy-enthalpy compensation, the Meyer–Neldel relationship, and the appearance of an isokinetic temperature arise naturally from the topology of the coupled proton-lattice energy landscape. More broadly, the protonic conical intersection establishes a conceptual bridge between non-adiabatic molecular physics and solid-state protonics, revealing that proton transport in functional oxides is governed by topological principles analogous to those controlling ultrafast electronic relaxation in polyatomic molecules.
Keyword(s): Basic research (1st) ; Chemistry (2nd) ; Condensed Matter Physics (2nd) ; Materials Science (2nd)
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