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Visualization and modeling of flow inside gravure cells and grooves.

机译:凹版印刷槽和槽内流动的可视化和建模。

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Gravure coating and printing are processes that can produce thin films and tiny patterns on solid substrates in a continuous manner by using a cylinder patterned with grooves or cells. This thesis investigates the flow inside individual gravure groove and cell by exploiting flow visualization, lubrication-approximation-based analysis and theoretical modeling by Galerkin/finite-element solution of an elastohydrodynamic equation system.; For flow visualization, the emptying process is initiated by moving over a scaled-up groove or cell a rotating roller or a glass top with a curved surface. For the scaled-up groove, a region of recirculating flow is observed to attach to the moving glass top. For the scaled-up cell, an air bubble may appear inside the cell when the minimum gap between the glass top and the cell is zero, and a liquid bridge is observed when this gap is positive. The amount of liquid remaining in the cell, Vr, is measured for different liquids, surface speeds, surface deformabilities and gap distances for both the glass top and the rotating roller. For each liquid, Vr increases as the speed of the glass top or roller increases. The data are correlated by multiplying Vr by a liquid-dependent shift factor, which leads to a power-law relationship between the shifted Vr and the capillary number.; A lubrication-approximation-based model is developed to study the elastohydrodynamic interactions between flow over a rigid cavity and a flexible wall. The pressure profiles are dramatically altered by the deformation of the wall. The cavity shape is found to have a significant influence on both the pressure profiles and the wall deformation.; A two-dimensional model is developed to verify the applicability of the lubrication model. The results indicate that the lubrication model can predict pressure profiles qualitatively, and positions of the flexible wall and flowrate quantitatively. This model is also used to study the flow between a rigid wall and a cavity with a flexible bottom, which is subject to an outside pressure. As the outside pressure changes, the position of the stagnation streamline, which prohibits liquid to transport from the recirculation regions to the surrounding flow, may be changed.
机译:凹版涂布和印刷是可以通过使用带有凹槽或单元的图案的滚筒以连续的方式在固体基材上产生薄膜和微小图案的工艺。本文利用弹性流体力学方程组的流动可视化,基于润滑近似的分析和Galerkin /有限元解的理论模型,研究了单个凹版印刷槽和单元内部的流动。对于流动可视化,排空过程是通过在放大的凹槽或单元格上移动旋转辊或具有曲面的玻璃顶盖来启动的。对于按比例放大的凹槽,观察到有一个循环流区域附着在移动的玻璃顶部上。对于按比例放大的单元,当玻璃顶部和单元之间的最小间隙为零时,单元内部可能会出现气泡,并且当该间隙为正时,会观察到液桥。针对玻璃顶部和旋转辊的不同液体,表面速度,表面可变形性和间隙距离,测量单元中残留的液体量Vr。对于每种液体,Vr随着玻璃顶部或滚筒速度的增加而增加。数据通过将Vr乘以与液体有关的位移因子进行关联,从而在位移的Vr和毛细管数之间产生幂律关系。建立了基于润滑近似的模型,以研究在刚性腔体和柔性壁上的流动之间的弹性流体动力相互作用。壁的变形极大地改变了压力分布。发现腔体形状对压力分布和壁变形都有重要影响。开发了二维模型以验证润滑模型的适用性。结果表明,该润滑模型可以定性地预测压力分布,柔性壁的位置和流量可以定量地预测。该模型还用于研究刚性壁和具有柔性底部的空腔之间的流动,该流动受到外部压力的影响。随着外部压力的变化,停滞流线的位置可以改变,该停滞流线的位置阻止液体从再循环区域传输到周围流中。

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