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Role of Time Relaxation in a One-Dimensional Diffusion-Advection Model of Water and Salt Transport

机译:时间放松在水和盐运输一维扩散 - 平流模型中的作用

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摘要

The transport of salt, necessarily coupled with the transport of water, through porous building materials may heavily limit their durability due to possible deterioration and structural damage. Usually, the binding of salt to the pore walls is assumed to occur instantly, as soon as the salt is transported by water to a given position. We consider the advection-diffusion model of the transport and generalize it to include possible delays in the binding. Applying the Boltzmann-Matano method, we calculate the diffusion coefficient of the salt in dependence on the salt concentration and show that it increases with the rate of binding. We apply our results to an example of the chloride transport in a lime plaster.
机译:通过多孔建筑材料的盐的运输,必然与水运输,由于可能的劣化和结构损坏,可能严重限制它们的耐用性。通常,一旦盐通过水输送到给定位置,假定盐与孔壁的结合即时发生。我们考虑运输的平流扩散模型,并概括其包括在结合中的可能延迟。应用Boltzmann-Matano方法,我们根据盐浓度计算盐的扩散系数,并表明它随着结合速率而增加。我们将结果应用于石膏中的氯化物输送的一个例子。

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