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首页> 外文期刊>Journal of Micromechanics and Microengineering >Numerical investigation of mixing in microchannels with patterned grooves
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Numerical investigation of mixing in microchannels with patterned grooves

机译:带有凹槽的微通道混合的数值研究

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Mixing in microchannels with patterned grooves was studied numerically by CFD simulations and particle tracking technique. Point location, velocity interpolation and a fourth-order adaptive Runge-Kutta integration scheme were applied in the particle tracking algorithms. Using these algorithms, Poincare maps were calculated from the 3D velocity field exported from a CFD package for microfluidics (MemCFD(TM)). For small aspect ratio (alpha = 0.05) grooves, the results showed that there was no significant irregularity in the Poincare map, and indicated little chaotic effect. For high aspect ratio (alpha = 0.30) grooves, the flow pattern became more jumbled, but there was no apparent evidence that indicated the flow was chaotic, for Reynolds numbers up to five. However, Poincare maps could still be used to evaluate the performance of this type of micro-mixer. The particle trajectories recorded in the Poincare maps were circular-like patterns. By counting the number of dots to form one circle in the Poincare maps, the length of the channel to enable one recirculation could be calculated. The results indicated that this length had an exponential relation to the aspect ratio of grooves, and it was independent of the flow velocity. The CFD simulation showed that the transverse motion could fold and stretch fluids to increase their interfacial area. The results showed that micro-mixers with patterned grooves caused rotation of the fluid streams. This rotation can reorient the folding in the depth direction, and can enhance passive mixing in microfluidic devices with shallow channels. [References: 17]
机译:通过CFD模拟和粒子跟踪技术对带图案凹槽的微通道中的混合进行了数值研究。在粒子跟踪算法中采用了点定位,速度插值和四阶自适应Runge-Kutta积分方案。使用这些算法,根据从CFD软件包输出的3D速度场(用于微流体)(MemCFD™)计算Poincare映射。对于小长宽比(alpha = 0.05)的凹槽,结果表明在Poincare贴图中没有明显的不规则性,并且显示出很小的混沌效果。对于高深宽比(alpha = 0.30)的凹槽,流型变得更加混乱,但对于雷诺数最多为5的情况,没有明显的证据表明流是混乱的。但是,庞加莱图仍然可以用来评估这种微型混合器的性能。庞加莱图中记录的粒子轨迹是圆形的图案。通过计算在庞加莱图中形成一个圆的点的数量,可以计算出能够进行一次再循环的通道的长度。结果表明,该长度与沟槽的长宽比呈指数关系,与流速无关。 CFD仿真表明,横向运动可以折叠和拉伸流体以增加其界面面积。结果表明,带有图案凹槽的微混合器引起流体流的旋转。该旋转可以使折叠在深度方向上重新定向,并且可以增强具有浅通道的微流体装置中的被动混合。 [参考:17]

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