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Modeling Anomalous Moisture Transport in Cement-Based Materials with Kinetic Permeability

机译:具有动力学渗透性的水泥基材料中异常水分传输模型

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摘要

The durability of reinforced concrete structures is closely related to moisture state in cement-based materials. Therefore, it is crucial to develop moisture models that can accurately predict moisture state in the materials. However, many studies reported anomalous moisture transport in cement-based materials that cannot be well simulated by the conventional models. Several reasons have been investigated in the literature, such as the complex pore structure, chemical reactions with water, dimensional changes of the tested specimen, etc. Nevertheless, only a few models are able to capture the anomaly of moisture transport. This study viewed the main moisture transport coefficient—permeability—as a kinetic variable that depends on both the degree of moisture saturation and the contact time. The time-dependence was formulated by the decay (for drying) or growth (for wetting) functions. The saturation-dependence was calculated by the van Genuchten–Mualem (VGM) model. These functions were then implemented into a moisture transport model that was developed in previous studies. The proposed model was validated by experimental data and showed a good agreement for cement pastes that were dried or wetted in the hygroscopic range. Numerical simulation results were also compared with the simplified solutions to a fractional derivative model (FDM) of anomalous diffusion and the empirical Weibull function. We found that the solutions to the FDM cannot provide appropriate results. Weibull function performs as well as the proposed model, but the empirical function lacks physical meanings.
机译:钢筋混凝土结构的耐久性与水泥基材料的水分状态密切相关。因此,开发能够准确预测材料中水分状态的水分模型至关重要。但是,许多研究报告了水泥基材料中的异常水分传输,这是常规模型无法很好地模拟的。文献中已经研究了多种原因,例如复杂的孔结构,与水的化学反应,被测样品的尺寸变化等。尽管如此,只有少数模型能够捕获水分传输的异常现象。这项研究将主要的水分传输系数(渗透率)视为一个动力学变量,该变量取决于水分饱和度和接触时间。时间相关性由衰减(干燥)或生长(润湿)功能确定。饱和度相关性是通过van Genuchten-Mualem(VGM)模型计算得出的。然后将这些功能实现到先前研究中开发的水分传输模型中。通过实验数据验证了所提出的模型,该模型对于在吸湿范围内干燥或润湿的水泥浆显示出良好的一致性。还将数值模拟结果与反常扩散和经验威布尔函数的分数导数模型(FDM)的简化解进行了比较。我们发现FDM解决方案无法提供适当的结果。威布尔函数的性能与所提出的模型一样好,但是经验函数缺乏物理意义。

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