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In situ behaviour of a stiff layered clay subject to thermal loading: observations and interpretation

机译:硬质层状粘土在热载荷作用下的原位行为:观察和解释

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The paper presents an interpretation of an in situ heating test carried out on Opalinus clay in the Mont Terri underground laboratory. Opalinus clay is a stiff, strongly bedded, Mesozoic clay of marine origin. When subjected to thermal loading, saturated stiff clays exhibit a strong pore pressure response that significantly affects the hydraulic and mechanical behaviour of the material. The observations gathered in the in situ test have provided an opportunity to examine the integrated thermo-hydro-mechanical (THM) response of this sedimentary clay. Coupled THM numerical analyses have been carried out to provide a structured framework for interpretation, and to enhance understanding of THM clay behaviour. Numerical analyses have been based on a coupled theoretical formulation that incorporates a constitutive law especially developed for this type of material. The law includes degradation of bonding by damage. By performing three-dimensional computations, it has been possible to incorporate anisotropy of material parameters and of in situ stresses. The 3D simulation has proved able to furnish a satisfactory representation of the development of the in situ test and of the main observed patterns of behaviour. A sensitivity analysis has also been carried out to examine the potential effect of various key or uncertain parameters. The critical examination of test observations and the results of the numerical analyses have allowed the classification, by differing degrees of significance, of the various coupled phenomena present in the problem.
机译:本文介绍了在Mont Terri地下实验室中对Opalinus粘土进行的原位加热测试的解释。 Opalinus粘土是海洋起源的坚硬,强烈层状的中生代粘土。当受到热负荷时,饱和硬质粘土会表现出强烈的孔隙压力响应,从而显着影响材料的水力和机械性能。在原位测试中收集到的观察结果为检查该沉积黏土的综合热-水-机械(THM)响应提供了机会。已经进行了耦合的THM数值分析,以提供解释的结构化框架,并增强了对THM粘土行为的理解。数值分析基于耦合的理论公式,其中结合了专门针对此类材料开发的本构定律。该法律包括因损坏而使键合退化。通过执行三维计算,可以纳入材料参数和原位应力的各向异性。 3D模拟已被证明能够很好地代表原位测试的发展以及主要观察到的行为模式。还进行了敏感性分析,以检查各种关键或不确定参数的潜在影响。对测试观察结果的严格检查和数值分析的结果,可以通过不同的有意义程度对问题中存在的各种耦合现象进行分类。

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