Abstract:The capture of cells in a microfluidic device based on U-shaped sieves is numerically investigated by the immersed boundary-lattice Boltzmann method (IB-LBM). The effects of the width of the inlet ( h), the radius of sieves ([Formula: see text]), and the radius of posts ([Formula: see text]) on the efficiency of the device on trapping cells are studied. It is found that a narrower inlet improves the capability of the device to capture cells and promotes the uniform trapping of cells. In addition, the device is… Show more
“…); further facilitated by the optical accessibility of the chips. Microfluidic capabilities such as enrichment, [18][19][20] focusing, [21][22][23] trapping, 24,25 or sorting 26,27 could be used to prepare samples, perform assays, and count cells all within a single platform. 28 Although these devices have demonstrated their capabilities in many applications, what is currently lacking is the ability to trap, release and direct known, small numbers of cells in a controllable manner, especially down to the single cell level.…”
mentioning
confidence: 99%
“…); further facilitated by the optical accessibility of the chips. Microfluidic capabilities such as enrichment, 18–20 focusing, 21–23 trapping, 24,25 or sorting 26,27 could be used to prepare samples, perform assays, and count cells all within a single platform. 28…”
The precise manipulation of individual cells is a key capability for the study of single cell physiological characteristics or responses to stimuli. Currently, only large cell populations can be transferred...
“…); further facilitated by the optical accessibility of the chips. Microfluidic capabilities such as enrichment, [18][19][20] focusing, [21][22][23] trapping, 24,25 or sorting 26,27 could be used to prepare samples, perform assays, and count cells all within a single platform. 28 Although these devices have demonstrated their capabilities in many applications, what is currently lacking is the ability to trap, release and direct known, small numbers of cells in a controllable manner, especially down to the single cell level.…”
mentioning
confidence: 99%
“…); further facilitated by the optical accessibility of the chips. Microfluidic capabilities such as enrichment, 18–20 focusing, 21–23 trapping, 24,25 or sorting 26,27 could be used to prepare samples, perform assays, and count cells all within a single platform. 28…”
The precise manipulation of individual cells is a key capability for the study of single cell physiological characteristics or responses to stimuli. Currently, only large cell populations can be transferred...
“…From the topic of blood and cell flows, Ma et al. 15 investigate cell capture in a U-shaped sieve-based microfluidic device by using an immersed boundary–lattice Boltzmann method; Wu et al. 16 present the effect of turbulent inlet conditions on the prediction of flow field and hemolysis in the FDA (US Food and Drug Administration) ideal medical device; Ji et al.…”
mentioning
confidence: 99%
“…Regarding numerical tools used, there are seven papers using immersed boundary methods, 5,7,11,13–15,18 nine papers using body-fitted mesh methods 6,8–10,12,16,17,19,21 and two papers using other methods. 20,22 Among the applications involving moving boundaries, there are seven papers using immersed boundary methods, 5,7,11,13–15,18 one paper using an open source finite element software Elmer, 6 and three papers using commercial software Ansys/Fluent, 8–10,12 indicating that the immersed boundary method is an emerging alternative in solving flows involving moving boundaries and fluid-structure interaction (see also a recent review paper 23 ).…”
This paper proposes a 2D particle inertial focusing model by the immersed boundary–lattice Boltzmann method (IB-LBM), aiming to study the effects of particle shapes on their focusing state. First, as the validation, we investigated the inertial focusing of circular particles and got consistent focus positions with other previous reports. Then, the inertial focusing of the circle, rectangle, ellipse, and capsule particles were studied in detail. The results revealed that the particle shapes significantly influence the focusing positions, self-rotation, and running speed. At a given Reynolds number, the circular particle has a minimum average distance to the pipe center in the focus state, then follows the elliptical, capsular, and rectangular particles. The elliptical particle’s self-rotation cycle is in approximately the cubed relation to the long-short axis ratio. Moreover, the rectangle particle runs fastest at the same Reynolds number, followed by capsule, ellipse, and circle particles. Our study and the above results can provide a significant reference for screening or separating particles with different shapes in microfluidic devices.
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