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Estimation of water retention curve of granular soils from particle-size distribution - a Bayesian probabilistic approach

机译:从粒度分布估算颗粒状土壤的保水曲线-贝叶斯概率方法

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摘要

This study proposes two empirical relationships to estimate the parameters of van Genuchten's formula for modeling the water retention curve from the particle-size distribution. The relationships are determined by the Bayesian probabilistic method for selecting the most plausible class of models based on a database of 90 soil samples. The highest plausibility model among the selected relationships shows that the parameter α can be expressed as a first-order function of the particle size at 50% passing (d _(50)) and parameter n is expressed as a third-order polynomial of the reciprocal of the standard deviation of geometric mean particle size (σ _g). The predictability of proposed relationships for other soils outside the calibrated database is also presented. It is found that the model prediction is highly consistent with the measurements for sands. However it only matches well with the measurements in the low suction regime for soils with at least 20% of fines content.
机译:这项研究提出了两个经验关系,以估计范格纳克滕公式的参数,该公式用于根据粒径分布来模拟保水曲线。关系是通过贝叶斯概率方法确定的,该方法基于90个土壤样本的数据库来选择最合理的模型类别。所选关系中的最高合理性模型表明,参数α可以表示为50%通过(d _(50))时粒度的一阶函数,而参数n可以表示为粒子的三阶多项式。几何平均粒径(σ_g)的标准偏差的倒数。还介绍了校准数据库外其他土壤建议关系的可预测性。发现模型预测与砂的测量高度一致。但是,它仅与细粉含量至少为20%的土壤在低吸力条件下的测量值非常匹配。

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