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WETTING EFFECTS ON TWO-PHASE FLOW IN A MICROCHANNEL

机译:微通道中两相流的润湿效应

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In the recent years there has been an increasing interest in the study of two-phase flows in low Bond number systems (where capillary forces are important relative to gravitational forces). Such systems include capillary tubes and microchannels as well as the gas flow channels of a PEM fuel cell. At the capillary scale, surface tension forces play an important role in two-phase flow regime transitions, pointing out the need to take into account the geometry of the cross section and the surface properties (wet-tability). Surface tension is generally considered in flow transitions, but the wetting properties of the fluid-surface material pairs (contact angle) are rarely given any importance. The researchers investigating two-phase flows should take extreme care when choosing the material of the test sections, as the flow morphology and the the pressure drop accordingly can vary widely with contact angle. In order to show these morphological changes high speed visualization experiments of air-water flow through 500 μm square and round microchannels were conducted. For the round channels, contact angles of less than 20° (wetting) and 105° (non-wetting) were investigated. For the square section, things are complicated by the presence of the corners. According to the Concus-Finn criterion, the liquid will wick into (wet) the corner if the contact angle is less then 45°, or will de-wet the corner if the contact angle is above 45°. A new case not previously mentioned in the literature arises for a contact angle of 45° ≤ 9 ≤ 90°, for which the liquid is wetting the walls but de-wetting the corners. Three contact angles of less than 20°, 80° and 105° are considered to investigate the possible morphologies in the square geometry. Images aquired with a high speed camera depicting the different flow morphologies that exist at the same air-water flow rates for each of the considered contact angle and geometry are presented.
机译:近年来,人们越来越关注低键数系统中的两相流(在该系统中,毛细作用力相对于重力而言很重要)。这样的系统包括毛细管和微通道以及PEM燃料电池的气体流动通道。在毛细管规模上,表面张力在两相流态转变中起着重要作用,指出需要考虑横截面的几何形状和表面特性(润湿性)。通常在流动过渡中考虑表面张力,但是很少考虑流体-表面材料对的润湿特性(接触角)。研究两相流的研究人员在选择测试部分的材料时应格外小心,因为流的形态和压降会随接触角的变化而变化。为了显示这些形态变化,进行了通过500μm方形和圆形微通道的空气-水流的高速可视化实验。对于圆形通道,研究了小于20°(润湿)和105°(非润湿)的接触角。对于方形部分,角落的存在使事情变得复杂。根据Concus-Finn准则,如果接触角小于45°,液体将芯吸到(弄湿)角落,或者如果接触角大于45°,液体将被吸湿。对于接触角为45°≤9≤90°的情况,出现了以前文献中未提及的新情况,液体接触该接触角会使壁变湿,而使角变湿。考虑使用小于20°,80°和105°的三个接触角来研究正方形几何体中可能的形貌。呈现了用高速相机获取的图像,这些图像描述了针对每个所考虑的接触角和几何形状,在相同的空气-水流速下存在的不同流动形态。

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