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首页> 外文期刊>International Journal of Heat and Mass Transfer >A simple model for Taylor flow induced contact angle hysteresis and capillary pressure inside mini/micro-scale capillary tubes
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A simple model for Taylor flow induced contact angle hysteresis and capillary pressure inside mini/micro-scale capillary tubes

机译:微型/微型毛细管内泰勒流动引起的接触角滞后和毛细管压力的简单模型

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摘要

A simple mathematical model is developed to describe the Taylor flow induced contact angle hysteresis and capillary pressure inside mini/micro-scale capillary tubes. The effect of contact angle hysteresis on the capillary pressure is taken into account. Results show that both of the equilibrium contact angle (ECA) and capillary number significantly affect the contact angle hysteresis and capillary pressure. The non-monotonic variations of contact angle hysteresis and capillary pressure as a function of ECA at different capillary number are observed and there exist maximum values for both of them. At a low capillary number (<10~(-3)), the variation of capillary pressure is small and approximately independent of the ECA for moderately partial wetting surface. Besides, it is found that the impact of contact angle hysteresis on the capillary pressure should be considered even at a small value (such as less than 10°) for a low capillary number.
机译:建立了一个简单的数学模型来描述微型/微型毛细管内的泰勒流动引起的接触角滞后和毛细管压力。考虑了接触角滞后对毛细管压力的影响。结果表明,平衡接触角(ECA)和毛细管数均显着影响接触角滞后和毛细管压力。观察到在不同毛细管数下,接触角滞后和毛细管压力随ECA变化的非单调变化,并且两者均存在最大值。在较低的毛细管数(<10〜(-3))下,毛细管压力的变化较小,并且对于中等程度的局部润湿表面,其与ECA几乎无关。此外,发现对于低毛细管数,即使在很小的值(例如小于10°)下,也应考虑接触角滞后对毛细管压力的影响。

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