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Principle-based design of distributed multiphase segmented flow

机译:基于原理的分布式多相分段流设计

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The design of systems incorporating multiphase flows remains a significant challenge for applications including lab-on-chip and microreactors. Segmented two-phase flow is used for the purpose of distributing biological samples from one site to many, enhancing heat and mass transport over laminar single phase flow and rapid chemical synthesis. This paper examines hierarchical designs, regularly utilised in such applications, that transport a segmented gas-liquid flow over an area with maximal thermody-namic performance. Fundamental design rules, predicted using the constructal method, minimize flow resistance of elemental bifurcations. The predicted geometric configuration follows an alternative to the established Murray's law (or Hess-Murray law) when the global pressure difference is dominated by short liquid slugs and dispersed gas phase. Breakup of phases in the junction region was examined numerically with a volume-of-fluid approach to develop a general criteria where junction losses are non-negligible. Although this loss is periodic, the interfacial pressure during the necking stage of the dispersed phase dominates. Using the findings for an elemental bifurcation, multiple scale hierarchical configurations for combined fluid and heat transport were assessed. The multiple scale tree-shaped design can be advantageous for low thermal resistance and pumping power requirements compared to a single scale serpentine layout. The principle-based method and results can reduce the design space in high-fidelity investigations of microscale segmented flows.
机译:对于包括芯片实验室和微反应器在内的应用,结合多相流的系统设计仍然是一项重大挑战。分段两相流用于将生物样品从一个位置分布到多个位置,从而增强层流单相流上的热量和质量传递并实现快速化学合成。本文研究了在此类应用中经常使用的分层设计,这些设计将分段的气液流输送到具有最大热力性能的区域。使用构造方法预测的基本设计规则可将元素分叉的流动阻力降至最低。当整体压力差主要由短的液态团块和分散的气相主导时,预测的几何构型将遵循既定的默里定律(或赫斯-默里定律)。用流体体积法对结区域中的相的破裂进行了数值检查,以开发出无法忽略结损耗的一般标准。尽管这种损失是周期性的,但在分散相缩颈阶段的界面压力占主导地位。使用元素分叉的发现,评估了流体和热传输结合的多尺度层次结构。与单比例蛇形布局相比,多比例树形设计对于低热阻和泵浦功率要求可能是有利的。基于原理的方法和结果可以减少微观分段流的高保真度研究中的设计空间。

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