Exact solution of the KWI model shows critical point wetting is absent when local XY symmetry is present, with microscopic density profiles mapping conformally to macroscopic drop shapes obeying the Neumann triangle.
Evans, The nature of the liquid-vapour interface and other topics in the statistical mechanics of non-uniform, classical fluids, Adv
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Metadensity functionals are regularized by matching pair structures from metadirect differentiation and test-particle routes to enable first-principles access to bulk correlations in classical fluids.
Derives three local fluctuation profiles from many-body statistical mechanics for inhomogeneous classical fluids and demonstrates their numerical evaluation in confined model systems.
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The exact solution of the Koga-Widom-Indekeu model and related models of wetting in fluid mixtures
Exact solution of the KWI model shows critical point wetting is absent when local XY symmetry is present, with microscopic density profiles mapping conformally to macroscopic drop shapes obeying the Neumann triangle.
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Metadensity functional learning for classical fluids: Regularizing with pair correlations
Metadensity functionals are regularized by matching pair structures from metadirect differentiation and test-particle routes to enable first-principles access to bulk correlations in classical fluids.
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Local measures of fluctuations in inhomogeneous liquids: Statistical mechanics and illustrative applications
Derives three local fluctuation profiles from many-body statistical mechanics for inhomogeneous classical fluids and demonstrates their numerical evaluation in confined model systems.