Asymptotic models for gas injection into Gaussian and parabolic curved porous channels identify buoyancy effects that differ by geometry and produce five temporal regimes in parabolic cases, ultimately flattening the interface under buoyancy.
(B21) shows that Λπ»=π(M)whenπ‘=π log(M β1) (Mπ) β1 , signalling the onset of the new regime in which the upper contact line resumes motion
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The evolution of a gas plume injected into a curved axisymmetric porous channel
Asymptotic models for gas injection into Gaussian and parabolic curved porous channels identify buoyancy effects that differ by geometry and produce five temporal regimes in parabolic cases, ultimately flattening the interface under buoyancy.