微结构表面上的薄膜蒸发。用于冷却高热流密度电子设备

R. Mandel, M. Ohadi, A. Shooshtari, S. Dessiatoun
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引用次数: 4

摘要

建立了一个模型来模拟微槽壁在特定过热度条件下薄膜稳定蒸发的特性。将理论薄膜模型与半月板曲线模型相结合,精确地模拟了整个系统。应用数值程序成功地求解了在特定槽壁过热和流体/界面性质下蒸发薄膜的非线性控制微分方程。由此产生的薄膜轮廓被用来关联传热特性作为一个函数的本征半月板的曲率半径。这些相关性随后被另一个数值程序用于求解半月板曲线轮廓作为槽几何形状和流体特性的函数。然后从结果中提取出微槽内液体体的总热量、湿化长度、传热系数,如果需要,还可以提取出三维表面图。然后将模型结果与现有的实验结果进行了比较。本文讨论了与实验的初步比较结果,以及未来计划的任务。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Thin film evaporation on microstructured surfaces — Application to cooling high heat flux electronics
A model was developed to simulate the performance of a microgrooved surface undergoing steady thin film evaporation subject to a specified superheat on the groove wall. A theoretical thin film model was coupled with a meniscus curve model to accurately model the complete system. A numerical routine was successfully implemented to solve the governing non-linear differential equations of an evaporating thin film subject to a specified set of groove wall superheat and fluid/interface properties. The resulting thin film profile was used to correlate the heat transfer characteristics as a function of radius of curvature of the intrinsic meniscus. These correlations were then used by another numerical routine to solve for the meniscus curve profile as a function of groove geometry and fluid properties. The total heat, wetted length, heat transfer coefficient, and if desired, 3-D surface plot of the liquid bulk in the microgroove were then extracted from the results. The model results were then compared to the available experimental results. Results of the preliminary comparison with the experiments, as well as future planned tasks, are discussed in this paper.
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