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Three-dimensional finite element modelling of stress relaxation tests in anisotropic clayey medium: direct problem and back analysis

机译:各向异性黏土介质中应力松弛试验的三维有限元建模:直接问题与反分析

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摘要

This paper deals with a new strategy for initial stress identification by stress relaxation methods, coupled with finite element calculation, and applied to the overcoring test. The back-analysis of such a test uses an inversion method which consists in the minimisation, with a gradient-based algorithm, of a cost functional of least-squares type, which quantizes the difference between measured and computed strains. The computed strains are assessed by three-dimensional finite element modellings of the overcoring test. The inversion methodology is applied to a recent in situ overcoring test performed at Mont Terri laboratory, Switzerland. The inversion gave good results and allows us to validate the inversion methodology. The constitutive law considered for this application is transverse isotropic elasticity but the inversion method developed is applicable to most constitutive laws and every kind of in situ test,
机译:本文提出了一种通过应力松弛方法识别初始应力的新策略,并结合了有限元计算方法,并将其应用于过芯试验。此类测试的反向分析使用一种反演方法,该方法采用最小二乘类型的成本函数(最小化)和基于梯度的算法,该函数最小化了平方和最小化的成本函数。计算的应变通过过芯试验的三维有限元建模进行评估。该反演方法适用于瑞士Mont Terri实验室最近进行的现场调芯测试。反演结果很好,使我们能够验证反演方法。本应用考虑的本构定律是横向各向同性弹性,但是开发的反演方法适用于大多数本构定律和各种现场测试,

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