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首页> 外文期刊>Annals of the New York Academy of Sciences >Direct Computational Simulations and Experiments for Film Condensation inside Tubes and Channels
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Direct Computational Simulations and Experiments for Film Condensation inside Tubes and Channels

机译:管和通道内薄膜冷凝的直接计算模拟和实验

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摘要

This article presents accurate numerical solutions of the full 2D governing equations for steady and unsteady laminar/laminar internal condensing flows of pure vapor (FC-72 and R-113) inside a vertical tube and a channel. The film condensation is on the inside wall of a tube or one of the walls of a channel (the lower wall in case of a downward sloping channel). Both experiments and simulations find that exit condition specifications are important. The computations are able to predict whether or not a steady flow exists with a well-defined and steady natural exit condition. If well-defined natural steady/quasi-steady flows exist—as is shown to be the case for gravity-dominated or strong shear-dominated condensate flows that remain parabolic up to the exit location—the computations are able to predict both the natural exit condition and any point of transition (from stable to unstable or smooth to wavy behavior) that may exist within this zone. Compared to gravity-driven cases, shear-driven cases (zero gravity or horizontal cases) tend to destabilize easily. It is found that only for gravity-driven cases interfacial waves are able to cause a concurrent enhancement in heat transfer rates along with an enhancement in interfacial shear. Also it is found that this enhancement in interfacial wave energy is significant if the condensing surface noise is in resonance with the intrinsic waves.
机译:本文为垂直管和通道内的纯蒸气(FC-72和R-113)的稳态和非稳态层流/层流内部冷凝流提供了完整2D控制方程的精确数值解。薄膜凝结在管的内壁或通道壁之一(向下倾斜的通道的情况下为下壁)上。实验和模拟都发现出口条件规范很重要。该计算能够预测是否存在定义明确且稳定的自然退出条件下的稳定流。如果存在定义明确的自然稳态/准稳态流(如重力主导或强剪切主导的凝结水流一直呈抛物线直至出口位置的情况就是如此),则该计算能够预测自然出口条件和该区域内可能存在的任何过渡点(从稳定到不稳定或从平稳到波浪状的行为)。与重力驱动的情况相比,剪切驱动的情况(零重力或水平方向的情况)往往容易不稳定。已经发现,仅对于重力驱动的情况,界面波能够引起传热速率的同时提高以及界面剪切的提高。还发现,如果冷凝的表面噪声与本征波共振,则界面波能量的这种增强是显着的。

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