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首页> 外文期刊>Journal of Micromechanics and Microengineering >Geometrical tuning of microdiffuserozzle for valveless micropumps
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Geometrical tuning of microdiffuserozzle for valveless micropumps

机译:无阀微型泵的微扩散器/喷嘴的几何调整

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摘要

Valveless micropumps require the integration of microdiffusersozzles for flow rectification in microfluidic systems. The flow directing capability of a micropump is determined by the efficiency of the diffuser. With the reduction in size of the micropump, conventional microdiffuser geometrical parameters are not suitable for obtaining high flow efficiencies due to several fluidic effects such as channel friction, wall shear stress, vena contracta, etc, and therefore it is important to modify the diffuser geometry according to the requirements of the pressure coefficients in order to obtain improved flow rates. This paper presents a simple and microfabrication friendly geometrical tuning method which offers the user a broad range of dependent tunable geometric parameters to improve the performance of the microdiffuser for valveless micropumps. Herein, for a given flow condition, the flow behaviour and the variation of pressure coefficients of the microdiffuserozzle with geometric tuning have been studied for different diffuser angles using finite element modelling (FEM). The results show that the proposed method is highly suitable for tuning the geometry of microdiffusers for a wide range of operating conditions of valveless micropumps. The performances of the best diffuser geometries for different diffuser angles have been experimentally verified, and the test results are used for the validation of the results of the FEM. The comparison between the FEM and experimental results shows a close agreement.
机译:无阀微型泵需要集成微扩散器/喷嘴,以在微流体系统中进行整流。微型泵的导流能力由扩散器的效率决定。随着微型泵尺寸的减小,由于多种流体效应(例如通道摩擦,壁切应力,腔收缩等),常规的微型扩散器几何参数不适合获得高流量效率,因此修改扩散器几何形状非常重要根据压力系数的要求以获得改进的流量。本文提出了一种简单且对微加工友好的几何调整方法,该方法为用户提供了广泛的相关可调几何参数,以改善无阀微型泵的微扩散器性能。在此,对于给定的流动条件,使用有限元建模(FEM)研究了不同扩散器角度下微扩散器/喷嘴的流动特性和压力系数随几何调整的变化。结果表明,所提出的方法非常适合于在无阀微型泵的广泛工作条件下调节微扩散器的几何形状。实验证明了针对不同扩散器角度的最佳扩散器几何形状的性能,并将测试结果用于验证有限元法的结果。有限元与实验结果之间的比较显示出密切的一致性。

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