Classical and quantum theories of proton disorder in hexagonal water ice
Owen Benton, Olga Sikora, Nic Shannon

TL;DR
This paper investigates classical and quantum proton disorder in hexagonal ice Ih, revealing how quantum tunnelling can lead to a quantum liquid state with emergent photon excitations, supported by predictions for scattering experiments.
Contribution
It introduces a combined numerical and analytic approach to explore proton correlations in classical and quantum ice Ih, highlighting the potential for a quantum liquid phase at low temperatures.
Findings
Classical ice exhibits pinch points and asymmetric features in scattering.
Quantum tunnelling can transform ice states into a quantum liquid with emergent photons.
Predictions align with recent neutron scattering observations.
Abstract
It has been known since the pioneering work of Bernal, Fowler and Pauling that common, hexagonal (Ih) water ice is the archetype of a frustrated material : a proton-bonded network in which protons satisfy strong local constraints - the "ice rules" - but do not order. While this proton disorder is well established, there is now a growing body of evidence that quantum effects may also have a role to play in the physics of ice at low temperatures. In this Article we use a combination of numerical and analytic techniques to explore the nature of proton correlations in both classical and quantum models of ice Ih. In the case of classical ice Ih, we find that the ice rules have two, distinct, consequences for scattering experiments - singular "pinch points", reflecting a zero-divergence condition on the uniform polarization of the crystal, and broad, asymmetric features, coming from its…
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