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Analysis of Two Plane Fluid Layers in Narrow Rectangular Cavity

机译:窄矩形腔中两个平面液层的分析

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The stability of a liquid-vapor boundary is a critical behavior that influence the design of many thermo-fluid devices. It relates the spatial-distribution of drops as well as the drop size-distribution and of drop dispensers, and has a great effect on the determination of the critical heat flux in phase change systems. The existing hydrodynamic models are only able to predict the stability of a plane fluid sheet, surrounded by an infinite pool of liquid, as presented by Shea and Hagerty. However, a thin layer of liquid surrounding a vapor layer and enclosed between two non-porous solid boundaries has not been studied yet. The present research solves this problem through the use of a linearized stability analysis. Velocity potentials satisfying these conditions are introduced and a complete analysis is presented.
机译:液态蒸汽边界的稳定性是影响许多热流体装置的设计的关键行为。它涉及液滴的空间分布以及下降尺寸分布和滴剂分配器,并且对相变系统中的临界热通量的测定具有很大的效果。现有的流体动力学模型仅能够预测平面流体板的稳定性,由乳酸和赫格特呈现的无限液体包围。然而,尚未研究围绕蒸汽层并封闭在两个无孔固体边界之间的薄液体层。本研究通过使用线性化稳定性分析来解决这个问题。介绍满足这些条件的速度电位并提出了完整的分析。

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