Weighted-residual integral boundary-layer model for the nonlinear dynamics of thin liquid films falling on an undulating vertical wall
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Publication:5304082
DOI10.1063/1.2969410zbMath1182.76573OpenAlexW2077190928MaRDI QIDQ5304082
Publication date: 18 March 2010
Published in: Physics of Fluids (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1063/1.2969410
Related Items (14)
Steady solution and spatial stability of gravity-driven thin-film flow: reconstruction of an uneven slippery bottom substrate ⋮ Instability in gravity-driven flow over uneven surfaces ⋮ Bottom reconstruction in thin-film flow over topography: Steady solution and linear stability ⋮ An integral boundary layer equation for film flow over inclined wavy bottoms ⋮ Impact of the slip condition on the resonance of a film flow over an inclined slippery topography plate ⋮ Reduced-order modelling of thick inertial flows around rotating cylinders ⋮ Experimental evidence for a short-wave global mode in film flow along periodic corrugations ⋮ Flow domain identification from free surface velocity in thin inertial films ⋮ Effect of wall corrugations on scalar transfer to a wavy falling liquid film ⋮ Gravity-driven film flow down a uniformly heated smoothly corrugated rigid substrate ⋮ Film flow over heated wavy inclined surfaces ⋮ Gravity-driven flow over heated, porous, wavy surfaces ⋮ Reduced Models for Thick Liquid Layers with Inertia on Highly Curved Substrates ⋮ Linear stability analysis of a film flowing down a wall with different surface corrugated amplitudes -- a long wave approximation approach
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