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One-Way Particle Transport using Oscillatory Flow in Asymmetric Traps

机译:使用不对称陷阱中的振荡流进行单向粒子传输

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摘要

One challenge of integrating of passive, micro-particles manipulation techniques into multifunctional microfluidic devices is coupling the continuous-flow format of most systems with the often batch-type operation of particle separation systems. Here we present a passive fluidic technique — one-way particle transport — that can conduct micro-particle operations in a closed fluidic circuit. Exploiting pass/capture interactions between micro-particles and asymmetric traps, this technique accomplishes a net displacement of particles in an oscillatory flow field. One-way particle transport is achieved through four kinds of trap-particle interactions: mechanical capture of the particle, asymmetric interactions between the trap and the particle, physical collision of the particle with an obstacle, and lateral shift of the particle into a particle-trapping stream. The critical dimensions for those four conditions are found by numerically solving analytical mass balance equations formulated using the characteristics of the flow field in periodic obstacle arrays. Visual observation of experimental trap-particle dynamics in low Reynolds number flow (<0.01) confirms the validity of the theoretical predictions. This technique can transport hundreds of micro-particles across trap rows in only a few fluid oscillations (<500 ms per oscillation) and separate particles by their size differences.
机译:将无源微粒操纵技术集成到多功能微流控设备中的一项挑战是将大多数系统的连续流形式与通常的分批式颗粒分离系统相结合。在这里,我们介绍了一种被动流体技术-单向粒子传输-该技术可以在封闭的流体回路中进行微粒操作。利用微粒与不对称捕集阱之间的通过/捕获相互作用,该技术可实现在振荡流场中粒子的净位移。单向粒子传输是通过四种陷阱-粒子相互作用实现的:粒子的机械捕获,陷阱与粒子之间的不对称相互作用,粒子与障碍物的物理碰撞以及粒子向粒子的横向移动。诱捕流。通过数值求解解析质量平衡方程式,可以找到这四个条件的临界尺寸,这些方程式是使用周期性障碍物阵列中的流场特性制定的。目视观察低雷诺数流(<0.01)中的实验陷阱粒子动力学,证实了理论预测的有效性。这项技术仅以几次流体振荡(每次振荡<500 ms)就可以跨陷阱行传输数百个微粒,并通过它们的大小差异将它们分开。

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