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Numerical investigation of flexible Purcell-like integrated microfluidic pumps (article)

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posted on 2025-08-01, 15:33 authored by JL Binsley, S Pagliara, FY Ogrin
Integrating miniature pumps within microfluidic devices is crucial for advancing point-of-care diagnostics. Understanding the emergence of flow from novel integrated pumping systems is the first step in their successful implementation. A Purcell-like elasto-magnetic integrated microfluidic pump has been simulated in COMSOL Multiphysics and its performance has been investigatedand evaluated. An elastic, cilia-like element contains an embedded magnet which allows for actuation via a weak, uniaxial, sinusoidally oscillating, external magnetic field. Pumping performance is correlated against a number of variables, such as the frequency of the driving field, and the proximity of the pump to the channel walls; in order to understand the emergence of the pumping behaviour. Crucially, these simulations capture many of the trends observed experimentally, and shed light on the key interactions. The proximity of the channel walls in the in-plane direction strongly determines the direction of net fluid flow. This characterisation has important implications for the design and optimisation of this pump in practical applications.

Funding

665440

801374

BB/V008201/1

Biotechnology and Biological Sciences Research Council (BBSRC)

EP/L015331/1

Engineering and Physical Sciences Research Council (EPSRC)

European Union Horizon 2020

H2020-MSCA-ITN-2015-675752

MCPC1718

Medical Research Council (MRC)

RG180007

Royal Society

WT097835/Z/11/Z

Wellcome Trust

History

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Submission date

2022-07-12

Notes

This is the final version. Available on open access from the American Institute of Physics via the DOI in this record The dataset associated with this article is available in ORE at: https://doi.org/10.24378/exe.4264

Journal

Journal of Applied Physics

Publisher

American Institute of Physics

Version

  • Version of Record

Language

en

FCD date

2022-10-13T12:28:32Z

FOA date

2022-11-01T10:56:54Z

Citation

Vol. 132 (16), article 164701

Department

  • Physics and Astronomy

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