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Uncertainty assessment in hydro-mechanical-coupled analysis of saturated porous medium applying fuzzy finite element method

机译:饱和多孔介质水液耦合分析的不确定性评估应用模糊有限元法

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The purpose of the present study was to develop a fuzzy finite element method, for uncertainty quantification of saturated soil properties on dynamic response of porous media, and also to discrete the coupled dynamic equations known as u-p hydro-mechanical equations. Input parameters included fuzzy numbers of Poisson's ratio, Young's modulus, and permeability coefficient as uncertain material of soil properties. Triangular membership functions were applied to obtain the intervals of input parameters in five membership grades, followed up by a minute examination of the effects of input parameters uncertainty on dynamic behavior of porous media. Calculations were for the optimized combinations of upper and lower bounds of input parameters to reveal soil response including displacement and pore water pressure via fuzzy numbers. Fuzzy analysis procedure was verified, and several numerical examples were analyzed by the developed method, including a dynamic analysis of elastic soil column and elastic foundation under ramp loading. Results indicated that the range of calculated displacements and pore pressure were dependent upon the number of fuzzy parameters and uncertainty of parameters within equations. Moreover, it was revealed that for the input variations looser sands were more sensitive than dense ones.
机译:本研究的目的是开发一种模糊有限元方法,用于多孔介质的动态响应对饱和土特性的不确定度定量,以及离散称为U-P水电方程的耦合动态方程。输入参数包括泊松比的模糊数,杨氏模量和渗透系数作为土壤性质的不确定材料。应用三角隶属函数以获得五个隶属等级中的输入参数的间隔,随后对输入参数不确定性对多孔介质动态行为的影响。计算的计算参数的上下限和下限的优化组合,以揭示通过模糊数,包括位移和孔隙水压力的土壤响应。验证了模糊分析程序,通过开发的方法分析了几个数值例,包括升降量下弹性土柱和弹性基础的动态分析。结果表明,计算出位移和孔隙压力范围取决于方程式内参数的数量和参数的不确定性。此外,据透露,对于输入变化,松动砂比致密的砂子更敏感。

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