Wall slip in surfactant-laden falling films produces non-monotonic critical Reynolds numbers with equilibrium coverage, drives a single-to-double-hump transition in solitary waves, and resolves spurious interfacial mass growth via a revised conservative surface balance.
10: Formation of solitary waves over the time forβ= 0.04, Γ e = 0.1,M n= 0.1 andκ= 10 δ= (Re−Re c)/Rec ≃1.9, indicating a strongly supercritical regime
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Solutocapillary instability in slipping falling films
Wall slip in surfactant-laden falling films produces non-monotonic critical Reynolds numbers with equilibrium coverage, drives a single-to-double-hump transition in solitary waves, and resolves spurious interfacial mass growth via a revised conservative surface balance.