Suspension flows past bluff bodies: Investigation in a microfluidic environment

TL;DR

This study uses microfluidic experiments to analyze how noncolloidal particles behave when flowing past bluff bodies, revealing steady-state particle distributions and wake depletion phenomena at moderate Reynolds numbers.

Contribution

It provides new insights into suspension flow behavior past bluff bodies in microfluidic environments, highlighting steady-state wake depletion and particle recirculation dynamics.

Findings

Particles are depleted in the wake region of obstacles.

Wake regions can be completely particle-free or contain recirculating particles.

Particle distributions in wakes are steady-state and recover after disturbance.

Abstract

This sequence of fluid dynamics videos illustrates the behavior of a suspension of noncolloidal particles flowing past various bluff body obstacles within a microfluidic device. The polystyrene particles, of 7 {\mu}m diameter and volume fraction of 8.4%, are carefully made neutrally buoyant with the suspending liquid composed of a mixture of water and a small fraction of glycerol. The channel depth is 60 {\mu}m and the typical length of the obstacles normal to the flow direction is 200 {\mu}m. The flow rate is varied to generate Reynolds numbers based on the scale of the obstacle in the approximate range 60 < Re < 500; the narrow dimension in the depth direction suppresses onset of unsteadiness and vortex shedding, so that the flows studied are found to be steady (aside from particle-scale fluctuations). Particles are observed to be depleted in the wake region of the obstacle. In certain cases, the entire wake is clear of particles; in other cases there is a portion of the wake in which particles recirculate while a portion of the wake is completely devoid of particles. Experimental observations reveal that if particles are forced into an initially particle-depleted region, they will eventually leave and will bring the wake to its original state, implying these are steady-state distributions.