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Utilization of Nonequilibrium Phase Change Approach to Analyze the Nonisothermal Multiphase Flow in Shallow Subsurface Soils

机译:非醌相变化方法的利用分析浅层泥土土壤中的非等热量多相流

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摘要

The prediction of coupled nonisothermal multiphase flow in porous media has been the subject of many theoretical and experimental studies in the past half a century. In particular, the evaporation phenomenon from the shallow subsurface has been extensively studied based on the notion of equilibrium phase change between liquid water and water vapor (i.e., instantaneous phase change). One of the frequent assumptions in equilibrium phase change approach is that liquid water is hydraulically connected throughout the vadose zone. Furthermore, classical soil-water retention curves (e.g., van Genuchten model), which have been extensively used in the literature to model evaporation process, are only valid for high and intermediate saturation degrees. Although these limitations have been addressed and improved in separate studies, they have not yet been rigorously incorporated in the numerical modeling of nonisothermal multiphase flow in shallow subsurface of in-field soils. Therefore, the aim of this study is to investigate the coupled heat, liquid, and vapor flow in soil media through the Hertz-Knudsen-Schrage (HKS) phase change model and by incorporating a water retention model which captures the soil-water characteristics from full to oven-dried saturation degrees. A numerical model is developed and validated against the in-field experimental data. Reasonable agreements between the calculated and measured values of water contents at all depths, as well as the temperature, and cumulative evaporation are observed. Results also confirm that the contribution of the film flow in overall mass flow in the medium is required for accurate modeling and cannot be ignored.
机译:多孔介质中耦合的非等温多相流动的预测是过去半个世纪的许多理论和实验研究的主题。特别地,基于液态水和水蒸气(即瞬时相变)之间的平衡相变的概念广泛地研究来自浅层地下的蒸发现象。平衡相位变化方法中的频繁假设之一是液态水在整个Vadose区中液压连接。此外,在文献中广泛用于模型蒸发过程的经典土壤水保留曲线(例如Van Genuchten模型)仅适用于高和中间饱和度。虽然在单独的研究中已经解决和改进了这些限制,但它们尚未严格地纳入现场土壤中浅层地下的非等温多相流量的数值模型中。因此,本研究的目的是通过Hertz-Chaudsen-SCHRAGE(HKS)相变模型以及掺入捕获土壤水分特征的水保持模型来研究土壤介质中的耦合热,液体和蒸汽流动。充满烤箱干燥的饱和度。针对现场实验数据开发并验证了数值模型。观察到在所有深度的计算和测量值之间的合理达成协议,以及温度,以及温度和累积蒸发。结果还确认,准确建模需要介质中整体质量流动膜流量的贡献,并且不能被忽略。

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