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Vesicle migration and spatial organization driven by flow line curvature.
Giovanni Ghigliotti1, Abtin Rahimian, George Biros
1Université Joseph Fourier and CNRS (UMR5588), Laboratoire de Spectrométrie Physique, 140 Avenue de la Physique, 38402 Saint Martin d'Hères, France.
Deformable vesicles in curved flows migrate to high shear regions. Their migration velocity links microscopic movement to macroscopic stress, and multiple vesicles self-organize, impacting flow rheology.
Area of Science:
- Fluid dynamics
- Biophysics
- Rheology
Background:
- Cross-streamline migration of deformable entities is crucial in industrial particulate flows, DNA sorting, and blood rheology.
- Understanding vesicle behavior in complex fluid flows is essential for various scientific and industrial applications.
Purpose of the Study:
- To investigate the migration of vesicles in curved flow lines.
- To establish a quantitative relationship between vesicle migration and flow properties.
- To explore self-organization and segregation phenomena in multi-vesicle systems.
Main Methods:
- Two-dimensional numerical experiments were conducted.
- Vesicle migration velocity was analyzed as a function of normal stress difference and flow curvature.
- Simulations included multiple interacting vesicles to observe self-organization.
Main Results:
- Vesicles migrate towards regions of high flowline curvature (high shear rates).
- Vesicle migration velocity is a universal function of normal stress difference and flow curvature.
- Multiple vesicles exhibit self-organization and segregation, forming a rim near the inner cylinder.
Conclusions:
- A direct coupling between microscopic vesicle migration and macroscopic normal stress difference was demonstrated.
- Vesicle self-organization and segregation significantly impact the rheology of vesicle flows.
- The findings provide quantitative insights into the behavior of deformable entities in complex flows.
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