非飽和黃土水熱耦合數(shù)值模擬研究
[Abstract]:The water content of unsaturated loess is usually low, and the role of gaseous water migration is often neglected in the study of water migration. The loess groundwater level in northwest China is very low, but the soil moisture content below the hardened pavement in cities and airports is relatively high. This phenomenon can no longer be explained by the classical thermal and liquid water transfer theory. Based on the analysis of the literature and the need to reveal the phenomenon of "pot cover" effect in the field, a new idea for simulating the coupling of moisture and heat in unsaturated loess is put forward. According to the theory, water transfer is affected by both temperature gradient and matrix suction gradient, which not only takes into account the transfer of liquid water and heat transfer in soil, but also takes into account the effect of temperature gradient and matrix suction gradient. The phase transition (evaporation and condensation) and latent and sensible heat between liquid and gaseous water are also considered. Through the establishment of unsaturated loess model and conservation equation of moisture transfer mass and energy, the initial conditions and boundary temperature are changed, and the numerical software Comsol Multiphysics is used to simulate it. The basic law and relative contribution of gaseous water and liquid water in the process of water migration are obtained, and under the conditions of different temperature gradient, temperature level, initial moisture content, migration time and soil water characteristic parameters, etc. Law of change of water distribution. The results are as follows: under the action of temperature gradient, the moisture in the soil moves mainly from the high temperature end to the low temperature end in the form of gaseous water, and when the gaseous water condenses at the low temperature end to liquid water, The water will move to the high temperature end in the form of liquid water under the action of suction gradient. In the soil model (20 cm), the temperature field is stable after 10 hours, and the temperature gradient is no longer changed. With the gradual increase of soil temperature gradient, temperature level and migration time, the greater the amount of water migration (inflow) at the high (low) temperature end, the farther the critical point with the increment of water content 0 in the soil from the high temperature end, and the larger the water loss area is. The total water migration also increased; As the initial moisture content of soil increases gradually, the water mobility at the high temperature end increases gradually. When the moisture content reaches a certain value, the migration channel of gaseous water becomes smaller and smaller, the water migration volume decreases, and the water loss area decreases gradually. Therefore, the total water migration amount in the soil increases first and then decreases, and when the water content reaches a certain value, the migration channel of gaseous water becomes smaller and smaller. The closer the critical point of soil moisture content increment is to the high temperature end, the more abrupt the change trend of the curve near the critical point is. With the increasing of the parameters related to the inlet value, the greater the water migration (inflow) amount at the high (low) temperature end, the steeper the water content distribution curve in the soil at the high (low) temperature end, and the nearer the critical point at which the moisture content increment is 0 is closer to the high temperature end. The curve near the critical point has a great trend of change; With the increasing of the parameters related to the moisture reduction slope of the soil-water characteristic curve, the smaller the water migration (inflow) amount at the high (low) temperature end is, the more smooth the moisture content distribution curve in the soil is, and the farther the critical point at which the moisture content increment is 0 is from the high-temperature end.
【學(xué)位授予單位】:西安理工大學(xué)
【學(xué)位級(jí)別】:碩士
【學(xué)位授予年份】:2017
【分類號(hào)】:TU444
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