2023
DOI: 10.1017/jfm.2023.411
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Interfacial activity dynamics of confined active droplets

Abstract: Active emulsions can spontaneously form self-propelled droplets or phoretic micropumps. However, it remains unclear how these active systems interact with their self-generated chemical fields, which can lead to emergent chemodynamic phenomena and multistable interfacial flows. Here, we simultaneously measure the flow and chemical concentration fields using dual-channel fluorescence microscopy for active micropumps, i.e. immobilised oil droplets that dynamically solubilise in a supramicellar aqueous surfactant … Show more

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Cited by 4 publications
(7 citation statements)
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“…The hydrodynamic flow fields around the oil droplet microswimmer (Fig. 1 B, Supplementary Video SV1) depend in tunable ways on geommetry also, as we show later, chemical conditions 36 , 41 43 . In addition to the hydrodynamic flows, these microswimmers leave a trail of chemical fields 12 —comprised of oil-filled surfactant micelles formed by the transfer of oil molecules into empty surfactant micelles—which can be visualised using an oil-soluble fluorescent dye (Fig.…”
Section: Resultssupporting
confidence: 62%
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“…The hydrodynamic flow fields around the oil droplet microswimmer (Fig. 1 B, Supplementary Video SV1) depend in tunable ways on geommetry also, as we show later, chemical conditions 36 , 41 43 . In addition to the hydrodynamic flows, these microswimmers leave a trail of chemical fields 12 —comprised of oil-filled surfactant micelles formed by the transfer of oil molecules into empty surfactant micelles—which can be visualised using an oil-soluble fluorescent dye (Fig.…”
Section: Resultssupporting
confidence: 62%
“…The “dry” chemical active matter model we have considered here is in line with similar recent successful descriptions used to describe the scattering dynamics of monomer droplets due to their repulsive auto-chemotaxis 12 , 50 . However, the effects of hydrodynamic coupling are apparent in our system at high filled micelle concentrations, where we have further found that the monomer self-propulsion speed is suppressed 42 , 43 . While such coupling does not qualitatively effect the emergent rigidity and self-propulsion that we have reported here, feedback and time-delay effects from such coupling can give rise to steady-states such as oscillations.…”
Section: Discussionmentioning
confidence: 57%
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“…13,14 We analyzed the convections in detail based on the squirmer model in a Brinkman medium 23−25 and the fitting is shown as the blue arrows in Figure 3a (see also S3 in the Supporting Information for the analysis). 26 It suggests that the convection outside the droplets is dipolar (β = −0.1, nearly neutral). The speed of the convections is high near the droplet boundary and the center.…”
Section: Motile Dextran Droplet Moving Down a Peg Concentration Gradientmentioning
confidence: 99%
“…Goh et al 29 described the chase behavior between two squirmers and emphasized the significance of hydrodynamic sensing capabilities in microbial turning. In some cases, chirality is not the primary consideration, for example, in artificial Janus particles 30 and active liquid droplets, 31 and microswimming in flat walls and narrow microchannels. 32 In summary, the research on squirmers under complex flows and confined boundary conditions demonstrates the diversity of microbial locomotion in fluid environments, which deserves further study.…”
Section: Introductionmentioning
confidence: 99%