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Bayesian analysis of soil water characteristic curve using Markov chain Monte Carlo simulation and its application on soil water infiltration

机译:马尔可夫链蒙特卡罗模拟的土壤水分特征曲线贝叶斯分析及其在土壤水分入渗中的应用

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摘要

The soil water characteristic curve (SWCC) is an important property for unsaturated soils and is essential to unsaturated soil engineering analysis. There is significant uncertainty of SWCC obtained by experiment due to the complicated unmodelled influencing factors on SWCC. In this paper, regarding the fitting parameters in Fredlund and Xing (FX) model, Van Genuchten (VG) model, and Gardner model as the random vectors, the uncertainty of SWCC fitting parameters is evaluated using the Bayesian framework. This framework is demonstrated using sandy experimental data with 1,030 records in UNSODA. The posterior distributions of fitting parameters are obtained by the Markov chain Monte Carlo simulation. Different levels of confidence intervals of fitting parameters for FX, VG and Gardner models are obtained intuitively by proposed Bayesian framework. It is found that the confidence interval of the VG model is narrowest, and its uncertainty is the lowest. Different levels of confidence intervals of SWCC with VG model are applied in the one-dimensional vertical soil water filtration. The results demonstrated that the uncertainty in SWCC had significant effects on soil water infiltration.
机译:土壤水分特征曲线(SWCC)是非饱和土壤的重要特性,对于非饱和土壤工程分析至关重要。由于对SWCC的复杂未建模影响因素,通过实验获得的SWCC存在很大的不确定性。本文以Fredlund and Xing(FX)模型,Van Genuchten(VG)模型和Gardner模型的拟合参数为随机向量,使用贝叶斯框架评估SWCC拟合参数的不确定性。使用联合国开发计划署中1,030条记录的含沙实验数据证明了该框架。拟合参数的后验分布通过马尔可夫链蒙特卡罗模拟获得。通过提出的贝叶斯框架,可以直观地获得针对FX,VG和Gardner模型的拟合参数的不同置信区间。结果表明,VG模型的置信区间最窄,不确定性最低。一维垂直土壤水过滤中采用具有VG模型的SWCC不同置信区间。结果表明,SWCC的不确定性对土壤水分入渗具有显着影响。

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