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Unsaturated water flow across soil aggregate contacts

机译:穿过土壤聚集体接触的不饱和水流

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摘要

Unsaturated water flow through soil aggregates is controlled by the contacts between aggregates. The contacts are highly conductive when wet and become bottle-necks for flow when drained. We postulate that the hydraulic conductivity of the contacts is in first place determined by the water-filled contact area. The objective of this study was to measure and model the water-filled contact area and to relate it to the conductivity of a series of aggregates. We performed microscopic tomography of an aggregate pair equilibrated at different water potentials. By means of image analysis and a morphological pore network model, the water-filled contact area was calculated. We found that the aggregate surface is rough and the contact region contains macropores which are rapidly drained. As a consequence the water-filled contact area dramatically decreases as the water potential is diminished. We modeled this process by describing the aggregates as spheres covered by much smaller spheres representing the roughness. The water-filled contact was analytically calculated from this model. Knowing the water-filled contact area we up-scale the hydraulic conductivity of a series of aggregates. This is calculated as the harmonic mean of the contact and aggregate conductivities. The contact conductivity is calculated from the water-filled contact area. Near saturation the conductivity of a series of aggregates is close to the conductivity of a single aggregate, and, when further drained, it rapidly decreases as the water-filled contact area. The model matches the experimental data well.
机译:通过集料的不饱和水流由集料之间的接触控制。接点在潮湿时具有高导电性,排干时会成为瓶颈。我们假设触点的水力传导率首先由充满水的触点面积决定。这项研究的目的是测量和模拟充满水的接触面积,并将其与一系列骨料的电导率联系起来。我们对在不同水势下平衡的聚集体对进行了层析层析成像。通过图像分析和形​​态学孔网络模型,计算出充满水的接触面积。我们发现,聚集体表面是粗糙的,并且接触区域包含迅速排出的大孔。结果,随着水势的减小,充满水的接触面积急剧减小。我们通过将聚集体描述为由代表粗糙度的小得多的球体覆盖的球体来对该过程进行建模。从该模型解析地计算出充满水的接触。知道充满水的接触面积后,我们就可以放大一系列骨料的水力传导率。计算为接触和总电导率的谐波平均值。接触电导率由充满水的接触面积计算得出。接近饱和时,一系列骨料的电导率接近单个骨料的电导率,并且当进一步排干时,它会随着充满水的接触面积而迅速降低。该模型与实验数据很好地匹配。

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