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Capillary Crack Imbibition: A Theoretical and Experimental Study Using a Hele-Shaw Cell

机译:毛细管裂纹吸收:使用Hele-Shaw单元的理论和实验研究

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— We study the filling of horizontal cracks with constant aperture driven by capillary forces. The physical model of the crack consists of a narrow gap between two flat glass plates (Hele-Shaw cell). The liquid enters the gap through a hole in the bottom plate. The flow is driven purely by the force acting on the contact lines between solid, liquid, and gas. We developed a theoretical model for this type of flow on the basis of Darcy's law; it allows for the consideration of different surface conditions.¶We run the experiment for two surface conditions: Surfaces boiled in hydrogen peroxide to remove initial contamination, and surfaces contaminated with 2-propanol after boiling in hydrogen peroxide. The flow rate depends on the gap aperture and on the interaction of the liquid with the air and the solid surfaces: The smaller the aperture, the lower the flow rate due to viscous resistance of the liquid. The flow rate is also reduced when the glass surfaces are contaminated with 2-propanol. The contact line force per unit length is approximately 60% higher on clean glass surfaces than it is on glass surfaces with the 2-propanol contamination. These experimental results are in agreement with our theoretical model and are confirmed by independent measurements of the liquid-solid interaction in capillary rise experiments under static conditions with the same Hele-Shaw cell.¶Another aspect of this study is the distribution of the liquid for the different surface conditions. The overall shape is a circular disk, as assumed in the theoretical model. However, a pronounced contact line roughness develops in case of the surfaces contaminated with 2-propanol, and air bubbles are trapped behind the contact line. A further analysis of the flow regime using the capillary number and the ratio of the viscosities of the involved fluids (water and air) reveals that the experiments take place in the transition zone between stable displacement and capillary fingering, i.e., neither viscous nor capillary fingers develop under the conditions of the experiment. The contact line roughness and the trapped air bubbles in the contaminated cell reflect local inhomogeneities of the surface wettability.
机译:—我们研究了由毛细作用力驱动的具有恒定孔径的水平裂缝的填充。裂纹的物理模型由两个平板玻璃板(Hele-Shaw单元)之间的狭窄间隙组成。液体通过底板上的孔进入间隙。流动完全由作用在固体,液体和气体之间的接触线上的力驱动。我们根据达西定律为这种流动建立了理论模型。我们针对两个表面条件进行了实验:在过氧化氢中煮沸的表面去除了最初的污染,在过氧化氢中煮沸后被2-丙醇污染的表面。流速取决于间隙孔以及液体与空气和固体表面的相互作用:孔越小,由于液体的粘性阻力,流速就越低。当玻璃表面被2-丙醇污染时,流速也会降低。在干净的玻璃表面上,每单位长度的接触线力比在2-丙醇污染的玻璃表面上高大约60%。这些实验结果与我们的理论模型相符,并且通过在静态条件下使用相同的Hele-Shaw电池对毛细管上升实验中的液-固相互作用进行独立测量得到了证实。不同的表面条件。如理论模型中所假定的那样,总体形状为圆盘。然而,在表面被2-丙醇污染的情况下,会出现明显的接触线粗糙度,并且气泡会滞留在接触线的后面。使用毛细管数和所涉及流体(水和空气)的粘度比对流动状态进行的进一步分析显示,实验在稳定位移和毛细管指法之间的过渡区域进行,即既没有粘性指也没有毛细管指在实验条件下发展。接触线的粗糙度和被污染的单元格中捕获的气泡反映了表面润湿性的局部不均匀性。

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