Particle-laden thin film flows on an incline: experiments and equilibrium theory
ORAL
Abstract
We focus on particle-laden thin film flows on an incline. Experiments are carried out where inclination angle, bulk particle volume fraction, liquid viscosity, and particle size are varied. We classify experimental runs based on observed settling regime: settled, where particle settle out of the flow and fingering instability develops at the front (low angles and concentrations); ridged (high angles and concentrations); and well-mixed (intermediate values). We also uncover the transient nature of the well-mixed regime. In addition, in our experiments, the suspension and particulate front motion is tracked using a camera/laser set-up. Using image processing, we are able to extract the instantaneous thin film profiles and record the front motion for all observed flow regimes. The theoretical model we consider is based on equilibrium theory and it balances hindered settling of particles due to gravity against shear-induced migration. Finally, the predictions of this model are shown to be in excellent agreement with our experimental data for settling.
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Authors
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Jacob Bouricius
Mathematics, Harvey Mudd College
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Trystan Koch
Physics, Harvey Mudd College
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Paul Latterman
Bioengineering, UCLA
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Brian Le
Physics, UCLA
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Samantha Mesuro
Mathematics, Harvey Mudd College
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Nebojsa Murisic
Mathematics, UCLA, Department of Mathematics, UCLA
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Andrea Bertozzi
UCLA, Department of Mathematics, UCLA, Mathematics, UCLA