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Biology subjects

Caira, T.

Publications and source records attributed to Caira, T..

2 recordsLinked to original sources

Modeling and validation of parallel co-flows layer widths in open-capillary trigger valve systems

Control of fluids is a hallmark of microfluidic systems and fundamental for the successful application of microfluidic devices. Trigger valves use geometric features to autonomously control the release of fluids in microfluidic devices. Our previous work has adapted geometries used in closed trigger valve systems to enable use in open systems, allowing for open microfluidic devices with up to three trigger valves. Here, we focus on the parallel co-flows produced by sequential release of trigger valves and present a model that predicts their layer widths as a function of the geometric characteristics of the different side channels of each trigger valve. We show layered co-flows with widths as low as 50 microns. Additionally, we expand the use of trigger valves in open microfluidic devices by incorporating 1) varied step heights, 2) devices with up to seven trigger valves, and 3) use of varied fluids and plastics. To validate the implementation and use of these trigger valves in open systems, we have developed a theoretical framework to compare predicted outcomes (i.e., fluid travel distance, velocity, and layering width) with our experimental values. This theoretical work offers applications in various fields, including hydrogel patterning for 3D cell culture, organ-on-a-chip models, at-home sample preparation, and autonomous microfluidic systems for biosensing.

bioengineering↗

Detection of inertial effects in capillary flows in open and closed channels

The Lucas-Washburn-Rideal law is commonly applied to describe capillary flow dynamics in closed or open channels, microporous media, such as paper pads and fiber threads or even granulous soil. It assumes a viscous flow regime where capillary forces are counteracted by friction with the solid structure, a valid assumption given the small flow velocities and device dimensions. However, scenarios exist outside the viscous regime, where inertial effects become significant, meaning capillary and friction forces do not fully balance. One well-documented case is the transient inertial regime at the onset of capillary motion. With the advancement of capillary devices, other configurations also raise the possibility of inertia influencing flow behavior. This study introduces a criterion to identify inertial contributions in capillary-driven flows in spatially varying geometries within open or closed channels and demonstrates how the Bosanquet equation can account for inertial effects in rectangular open-channel configurations.

bioengineering↗