2018
DOI: 10.1103/physrevapplied.9.064011
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Acoustic Streaming and Microparticle Enrichment within a Microliter Droplet Using a Lamb-Wave Resonator Array

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Cited by 23 publications
(20 citation statements)
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“…The above term can derive the equation of body force. Using the first and second order quantities of complex exponential series solution to obtain steady state solution of eqs and , and the body force can be expressed by eq : ν 1 is first order solution of velocity and ν 1 * is conjugation of ν 1 . ν 1 represents vibration of fluid (SI Figure S9), and it exists in the region with acoustic pressure (Figure ), that is, the area from the SMR surface to 10s of micrometers right above it.…”
Section: Resultsmentioning
confidence: 99%
“…The above term can derive the equation of body force. Using the first and second order quantities of complex exponential series solution to obtain steady state solution of eqs and , and the body force can be expressed by eq : ν 1 is first order solution of velocity and ν 1 * is conjugation of ν 1 . ν 1 represents vibration of fluid (SI Figure S9), and it exists in the region with acoustic pressure (Figure ), that is, the area from the SMR surface to 10s of micrometers right above it.…”
Section: Resultsmentioning
confidence: 99%
“…SAWs, as well as thickness‐mode bulk waves, can also be generated on thin piezoelectric films (the latter being known as thin film bulk acoustic resonators, and has the advantage of overcoming challenges associated with fabricating interdigitated transducers with micron or submicron widths and thicknesses necessary to generate SAWs at higher (e.g., GHz) frequencies), on which similar azimuthal microfluidic centrifugation flows can be effected. In addition to demonstrating the microvortical flow arising from these devices for various applications, including hydrodynamic particle trapping, biomolecular concentration and the shearing of polyelectrolyte films for drug release, the piezoelectric films can be overlaid onto regular substrates so as to circumvent the need for the piezoelectric substrate as well as to facilitate microfluidic operations on flexible substrates .…”
Section: Active Actuationmentioning
confidence: 99%
“…Here, numerical simulations may play a crucial role, both in improving the understanding of the underlying physical acoustofluidic processes, and in easing the cumbersome development cycle consisting of an iterative series of creating, fabricating, and testing device designs. An increasing amount of numerical studies include piezoelectric dynamics in two-dimensional (2D) models [25][26][27][28], but in most cases the piezoelectric transducers are introduced in numeric models in the form of 2331-7019/19/12(4)/044028 (17) 044028-1 © 2019 American Physical Society analytic approximations [29][30][31][32][33][34], and designs are often based on a priori knowledge of the piezoelectric effect in the unloaded substrates typically applied in telecommunications. In acoustofluidic devices, the acoustic impedance of the contacting fluid is much closer to that of the substrate, causing waves to behave very differently from those in telecommunications devices.…”
Section: Introductionmentioning
confidence: 99%