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A Numerical Model of Vapour Transfer and Phase Change in Unsaturated Freezing Soils

机译:不饱和冷冻土壤蒸汽转移和相变的数值模型

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摘要

In recent studies, vapour transfer is reported to lead to remarkable frost heave in unsaturated soils, but how to better model this process has not been answered. In order to avoid the great uncertainty caused by the phase change term of vapour-water-ice in the numerical iteration process, a new numerical model is developed based on the coupled thermal and hydrological processes. The new model avoids using the local equilibrium assumption and the hydraulic relations that accounts for liquid water flow, which provides a new way for the water-heat coupling movement problem. The model is established by using COMSOL Multiphysics, which is a multiphysics simulation software through finite element analysis. The model is evaluated by comparing simulated results with data from column freezing experiments for unsaturated coarse-grained soils. Simulated values of the total water content compare well with experimental values. The model is proved to be applicable and numerically stable for a high-speed railway subgrade involving simultaneous heat and moisture transport. An agreement can be found between the predicted and measured frost/thawed depth and soil moisture profiles, demonstrating that the model is able to simulate rapidly changing boundary conditions and nonlinear water content profiles in the soil.
机译:在最近的研究中,据报道,蒸汽转移导致不饱和土壤中的显着霜冻,但如何更好地模拟该过程尚未得到解答。为了避免由数值迭代过程中蒸汽 - 水的相变期引起的巨大不确定性,基于耦合的热和水文过程开发了一种新的数值模型。新模型避免使用局部均衡假设和液压关系占液体水流,为水热耦合运动问题提供了一种新的方式。通过使用COMSOL Multiphysics建立该模型,这是通过有限元分析来实现多体仿真软件。通过将模拟结果与来自不饱和粗粒土壤的冻结实验的数据进行比较来评估模型。总水含量的模拟值与实验值相比很好。该模型被证明是适用于涉及同时热量和水分运输的高速铁路路基的数值稳定。可以在预测和测量的冰霜/解冻深度和土壤水分型材之间找到协议,表明该模型能够模拟土壤中快速改变的边界条件和非线性水含量谱。

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