(572h) Swimming in Yield Stress Fluids
AIChE Annual Meeting
2023
2023 AIChE Annual Meeting
Engineering Sciences and Fundamentals
Soft and Active Systems
Wednesday, November 8, 2023 - 9:45am to 10:00am
We can find Microorganismsâ locomotion in various biological environments which affects several aspects of our life, including reproduction, infection and the marine ecosystem. The prime example includes swimming of Helicobacter pylori (H. pylori) in gastric mucus that may lead to ulcer. In the acidic environment of the stomach, gastric mucus exhibits a strong yield stress behavior that protects the stomach from invasion of bacteria. Motivated by a recent experimental study that showed lack of H. pylori motility at low pH in porcine gastric mucus (at which PGM is a yield stress fluid), we investigate the locomotion of a helical swimmer in a model yield stress fluid based on Carbopol solution. Our results indicate that locomotion of a helical swimmer in a yield stress fluid occur in three different steps. In the first step, the swimmer must overcome the elastic resistance of the surrounding material to rotate. This step is characterized by a critical yield strain (εY). However, exceeding the first threshold is not sufficient for locomotion. Only below a critical Bingham number (Bic â 0.6), when the rotational motion forces the material to yield far away from the swimmer, forward motion will occur. These critical thresholds do not depend on the swimmerâs geometric factors (e.g. the thickness of the helixâs filament (Tt) and the head length of the swimmer (HL) ). Once swimming is underway in the yield stress fluid and below the critical Bingham number Bic, the yield stress to Newtonian swimming speed ratio is below unity at low pitch angles (12° â¤ Ï â¤ 37°). Remarkably, this speed ratio can increase well beyond one (up to 10) at larger pitch angles, indicating that yield stress may facilitate the locomotion. Flow visualizations indicated that the fluid deformation is highly localized, and the swimming speed is controlled by a balance between propulsion inside the tail and bulk deformation around the head.