PROBABILISTIC IDENTIFICATION OF UNSATURATED SOIL HYDRAULIC PROPERTIES FROM SINGLE RING INFILTRATION EXPERIMENT

E. Janouchova, A. Kucerová, M. Kuráz
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Abstract

: Knowledge of soil hydraulic properties is essential for modelling hydrodynamic phenomenons in soils under variably saturated conditions. This contribution focuses specifically on the properties of the top layer of soil which fundamentally influences the rainfall-runoff process, but the laboratory experimental proce-dures for the top-soil are very limited due to e.g. vegetation disturbing the experimental samples. The Richards equation describing the soil water flow process is here parameterised by the Mualem-van Genuchten model. The identification of the soil hydraulic parameters of this model is based on an in situ measurement of the single ring infiltration experiment. The experimental data and a priori information about parameters’ values are combined according to Bayes’ rule in order to obtain an updated probabilistic description of unknown parameters. The Bayesian inference is realized by the Markov chain Carlo method based on a less time-consuming polynomial approximation of the Mualem-van Genuchten model.
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基于单环入渗试验的非饱和土水力特性概率识别
土壤水力特性的知识对于模拟变饱和条件下土壤的水动力现象是必不可少的。这一贡献特别侧重于从根本上影响降雨径流过程的表层土壤的特性,但由于植被干扰实验样品,对表层土壤的实验室实验程序非常有限。描述土壤水流过程的理查兹方程在这里被Mualem-van Genuchten模型参数化。该模型的土壤水力参数识别是基于单环入渗试验的现场测量。根据贝叶斯规则将实验数据与参数值的先验信息结合起来,得到未知参数的更新概率描述。贝叶斯推理是通过马尔可夫链卡罗方法实现的,该方法基于对Mualem-van Genuchten模型的一种更节省时间的多项式逼近。
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