A theoretical study of time-dependent, ultrasound-induced acoustic streaming in microchannels
Peter Barkholt Muller, Henrik Bruus

TL;DR
This study numerically investigates the temporal development of ultrasound-induced acoustic streaming in microchannels, revealing the dynamics of unsteady fields, the dominance of resonance effects, and implications for particle manipulation.
Contribution
It provides a first- and second-order perturbation theory-based numerical model for unsteady acoustic streaming in microchannels, highlighting the impact of resonance quality factor Q.
Findings
Acoustic resonance builds up faster than streaming flow.
Pulsed actuation does not significantly reduce streaming.
Amplitude of oscillating velocity is Q times larger than steady velocity.
Abstract
Based on first- and second-order perturbation theory, we present a numerical study of the temporal build-up and decay of unsteady acoustic fields and acoustic streaming flows actuated by vibrating walls in the transverse cross-sectional plane of a long straight microchannel under adiabatic conditions and assuming temperature-independent material parameters. The unsteady streaming flow is obtained by averaging the time-dependent velocity field over one oscillation period, and as time increases, it is shown to converge towards the well-known steady time-averaged solution calculated in the frequency domain. Scaling analysis reveals that the acoustic resonance builds up much faster than the acoustic streaming, implying that the radiation force may dominate over the drag force from streaming even for small particles. However, our numerical time-dependent analysis indicates that pulsed…
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