A gradient-dynamics model for chemically driven running drops derives sustained self-propulsion from a maintained wettability contrast when distinct chemical potentials are imposed via chemostatting.
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4 Pith papers cite this work. Polarity classification is still indexing.
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2026 4verdicts
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Derives a corrected boundary condition that enforces exact total surfactant mass conservation in nonlinear reduced models of soluble-surfactant-laden falling films, resolving an inconsistency in prior surface transport reductions.
Laser-engraved channel networks on hardened cement paste enable rapid, directed capillary fluid propagation, achieving up to 10-fold greater wetted area, 180-fold better wetting efficiency, and up to 1.8°C cooler surfaces than untreated controls.
In dilute ternary Bose-Einstein condensates, the double-parabola approximation reliably captures nucleation transitions but matches full numerical results for wetting phase diagrams only in symmetric cases.
citing papers explorer
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Gradient dynamics model for chemically driven running drops
A gradient-dynamics model for chemically driven running drops derives sustained self-propulsion from a maintained wettability contrast when distinct chemical potentials are imposed via chemostatting.
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A conservation-consistent boundary condition for nonlinear models of soluble-surfactant-laden falling films
Derives a corrected boundary condition that enforces exact total surfactant mass conservation in nonlinear reduced models of soluble-surfactant-laden falling films, resolving an inconsistency in prior surface transport reductions.
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Laser-Architected Surface Wetting
Laser-engraved channel networks on hardened cement paste enable rapid, directed capillary fluid propagation, achieving up to 10-fold greater wetted area, 180-fold better wetting efficiency, and up to 1.8°C cooler surfaces than untreated controls.
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Influence of intraspecies interactions on the nucleation and wetting phase diagram in dilute ternary Bose-Einstein condensates
In dilute ternary Bose-Einstein condensates, the double-parabola approximation reliably captures nucleation transitions but matches full numerical results for wetting phase diagrams only in symmetric cases.