Theoretically-Based Leidenfrost Point Model

J. Bernardin, I. Mudawar
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Abstract

This study presents a theoretically-based model of the Leidenfrost point (LFP); the minimum liquid/solid interface temperature required to support film boiling on a smooth surface. The model is structured around bubble nucleation, growth, and merging criteria, as well as surface cavity size characterization. It is postulated that for liquid/solid interface temperatures at and above the LFP, a sufficient number of cavities (about 20%) are activated and the bubble growth rates are sufficiently fast that a continuous vapor layer is established nearly instantaneously between the liquid and the solid. The model is applicable to both pools of liquid and sessile droplets. The effect of surface cavity distribution on the LFP predicted by the model is verified for boiling on aluminum, nickel and silver surfaces, as well as on a liquid gallium surface. The model exhibits good agreement with experimental sessile droplet data for water, FC-72, and acetone. While the model was developed for smooth surfaces on which the roughness asperities are of the same magnitude as the cavity radii (0.1–1.0 μm), it is capable of predicting the boundary or limiting Leidenfrost temperature for rougher surfaces with good accuracy.
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基于理论的莱顿弗罗斯特点模型
本文提出了一个基于理论的Leidenfrost点(LFP)模型;支持薄膜在光滑表面上沸腾所需的最低液/固界面温度。该模型围绕气泡成核、生长和合并标准以及表面空腔尺寸表征进行构建。假设在LFP及以上的液/固界面温度下,有足够数量的空腔(约20%)被激活,气泡生长速度足够快,几乎在液体和固体之间瞬间建立了连续的蒸汽层。该模型既适用于液体池,也适用于固体液滴。在铝、镍和银表面以及液镓表面的沸腾实验中,验证了表面空腔分布对模型预测的LFP的影响。该模型与水、FC-72和丙酮的实验数据吻合良好。虽然该模型适用于粗糙度与腔半径大小相同(0.1 ~ 1.0 μm)的光滑表面,但对于较粗糙的表面,该模型能够以较好的精度预测边界或限制莱顿弗罗斯特温度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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