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Numerical Analysis of Microfluidic Magnetic Bead Separation Utilizing an Integrated Array of Magnetic Elements Magnetized by a Homogenous Bias Field

机译:利用均匀偏置磁场磁化的集成磁性阵列的微流控磁珠分离的数值分析

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An analysis is presented of magnetic bead separation in a microfluidic system with integrated magnetic functionality. The system consists of a flow cell on a substrate that contains an embedded array of passive soft-magnetic elements. The elements become magnetized in the presence of an applied field and produce a force that separates the beads from the flow as that pass through the microchannel. In this paper, bead capture is analyzed using a model that combines numerical transport analysis with closed-form field analysis. Particle and fluid transport are predicted using computational fluid dynamics (CFD), while the magnetic force that governs bead capture is obtained in closed-form. The CFD analysis takes into account coupled two-way momentum transfer between the beads and the fluid and the model is used to quantify the impact of this coupling on both the capture efficiency and distortions of flow velocity field. The model is demonstrated via application to a microfluidic system, and the analysis demonstrates that it predicts important aspects of bead transport and separation that are not observed using more conventional one-way coupling analysis, especially for applications involving high particle loading and/or low flow rates. The model presented here is computationally much more efficient and accurate than purely numerical models and should prove useful for the rational design and optimization of numerous magnetic particle-based microfluidic applications, examples of which are also discussed.
机译:提出了对具有集成磁功能的微流体系统中磁珠分离的分析。该系统由基板上的流通池组成,该流通池包含无源软磁元件的嵌入式阵列。元素在施加电场的情况下被磁化,并产生一种力,当微珠通过微通道时,该微珠将其从流中分离出来。在本文中,使用将数值输运分析与封闭形式场分析相结合的模型来分析珠子捕获。使用计算流体动力学(CFD)预测粒子和流体的传输,而以封闭形式获得控制磁珠捕获的磁力。 CFD分析考虑了磁珠与流体之间的双向动量耦合,并且该模型用于量化这种耦合对捕获效率和流速场变形的影响。该模型通过在微流体系统中的应用进行了演示,分析表明,该模型预测了珠子运输和分离的重要方面,而传统的单向耦合分析并没有观察到这些方面,特别是对于涉及高颗粒负载和/或低流量的应用费率。与纯数值模型相比,此处介绍的模型在计算上效率更高,更准确,并且对于大量基于磁性粒子的微流体应用的合理设计和优化应被证明是有用的,并且还将讨论其示例。

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