2014
DOI: 10.1063/1.4866358
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Study of flow behaviors on single-cell manipulation and shear stress reduction in microfluidic chips using computational fluid dynamics simulations

Abstract: Various single-cell retention structures (SCRSs) were reported for analysis of single cells within microfluidic devices. Undesirable flow behaviors within micro-environments not only influence single-cell manipulation and retention significantly but also lead to cell damage, biochemical heterogeneity among different individual cells (e.g., different cell signaling pathways induced by shear stress). However, the fundamentals in flow behaviors for single-cell manipulation and shear stress reduction, especially c… Show more

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Cited by 70 publications
(46 citation statements)
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“…Particle's dynamic phenomenon in microchannel is often characterized by Re and particle Reynolds number (Re p ) which are defined as 44,47 Re where q f is the density of the liquid, D h is the hydraulic diameter of the microchannel, defined as D h ¼ 2W i H ðW i þHÞ for a microchannel with contraction and expansion structures, 45 U is the fluid velocity in the microchannel, l is the dynamic viscosity of the fluid, U m is the maximum fluid velocity in the microchannel, and a p is the particle diameter.…”
Section: Working Principlementioning
confidence: 99%
“…Particle's dynamic phenomenon in microchannel is often characterized by Re and particle Reynolds number (Re p ) which are defined as 44,47 Re where q f is the density of the liquid, D h is the hydraulic diameter of the microchannel, defined as D h ¼ 2W i H ðW i þHÞ for a microchannel with contraction and expansion structures, 45 U is the fluid velocity in the microchannel, l is the dynamic viscosity of the fluid, U m is the maximum fluid velocity in the microchannel, and a p is the particle diameter.…”
Section: Working Principlementioning
confidence: 99%
“…where Re is the Reynold's number (qVD/l), 43 l is the dynamic viscosity of the fluid, L is the wetted length, V is the flow velocity, and q is the density. By equating frictional force to capillary force based on the above two equations, we can determine the auto-mixing velocity by the following relation:…”
Section: Resultsmentioning
confidence: 99%
“…2), keeping the second worm from loading. 37,47 An injection channel (420 lm wide) is connected to the side of the immobilization channel and has an open end that allows a micropipette to reach the immobilized worm ( Fig. 1(b)).…”
Section: A Device Design and Fabricationmentioning
confidence: 99%