Spontaneous oscillations and negative-conductance transitions in microfluidic networks

Microfluidic hydraulic oscillators: A comprehensive review of emerging biochemical and biomedical applications

Microfluidics provides microenvironments for drug delivery, transport, mixing, chemical reaction, cell culture, and tissue engineering. Developing microfluidic circuit networks comparable to electronic circuits is beneficial because they can significantly reduce the need for dynamic off-chip controllers and reagent volume. A microfluidic hydraulic oscillator (MHO) is a fluidic circuit network analogous to a hydraulic-electric system that converts constant input into a pulsatile output. The challenge lies in integrating the MHO with an on-chip controller for biochemical applications and precise fluid control. Herein, we present fundamental working principles and components of multiple types of MHO to produce pulsatile pressure and review the current biochemical applications of MHO. First, we present fundamental working principles of multiple types of MHO and components to build the MHO to produce pulsatile pressure. The coupling of the MHO with various on-chip controllers, such as a diode pump, reset valve, droplet generator, filter, etc., will then be explored. Next, current applications are discussed, including their employment in chemistry for mixing, crystallization, coating, biomedical for cellular biology, filtration, staining, and amplification of targets. Finally, we explore the potential future application of MHO to show its versatility. The adaptive nature of MHO highlights their potential to transform biochemical and biomedical applications, from precise fluid control in point-of-care (POC) and lab-on-chip devices to innovative diagnostic and therapeutic solutions.

Nonlinear Phenomena in Microfluidics

This review focuses on experimental work on nonlinear phenomena in microfluidics, which for the most part are phenomena for which the velocity of a fluid flowing through a microfluidic channel does not scale proportionately with the pressure drop. Examples include oscillations, flow-switching behaviors, and bifurcations. These phenomena are qualitatively distinct from laminar, diffusion-limited flows that are often associated with microfluidics. We explore the nonlinear behaviors of bubbles or droplets when they travel alone or in trains through a microfluidic network or when they assemble into either one- or two-dimensional crystals. We consider the nonlinearities that can be induced by the geometry of channels, such as their curvature or the bas-relief patterning of their base. By casting posts, barriers, or membranes─situated inside channels─from stimuli-responsive or flexible materials, the shape, size, or configuration of these elements can be altered by flowing fluids, which may enable autonomous flow control. We also highlight some of the nonlinearities that arise from operating devices at intermediate Reynolds numbers or from using non-Newtonian fluids or liquid metals. We include a brief discussion of relevant practical applications, including flow gating, mixing, and particle separations.