(690f) Effect of Surface Wettability Variation on Emulsion Morphology and Stability
AIChE Annual Meeting
2021
2021 Annual Meeting
North American Mixing Forum
Computational Fluid Dynamics Simulations of Multiphase Mixing Processes
Tuesday, November 16, 2021 - 10:05am to 10:30am
We apply a conservative diffuse-interface lattice Boltzmann method (LBM) to perform three-dimensional numerical simulations of liquid-liquid flow. The numerical problem consists of a single (oil) drop immersed into an immiscible continuous phase (water) in a square microchannel with alternating surface wettability: hydrophilic, hydrophobic, and again hydrophilic sections. The two liquids have equal densities, and we vary the viscosity ratio between drop (oil) and continuous phase (water). Depending on the drop length and capillary number, calculated based on the velocity of the drop and dynamic viscosity of the continuous phase, four different flow patterns are observed when the oil drop passes through the hydrophobic section. These distinct flow patterns include (a) passing without any changes in drop shape or dynamics, (b) adhesion of the dispersed liquid to the walls, (c) phase inversion (i.e., water becomes the dispersed phase), and (d) drop breakage. These outcomes are in close agreement with the existing experimental data. The morphology of the oil emulsion and the corresponding velocity field for each case are shown in Fig 1.
Our simulation results reveal multiple recirculations present inside the oil droplet and within the surrounding thin-wetting film. Our preliminary data show that the thin-film recirculation tends to tear the film apart, leading to a change of emulsion morphology. These results suggest that the thin-film flow field plays a vital role in keeping emulsion stability.
In this presentation, we will elucidate how the emulsion stability and morphology under heterogeneous surface wettability are influenced by the following crucial factors: (i) the fluid viscosity ratio, (ii) surface wettability values, and (iii) the interfacial tension between the dispersed and continuous phases.