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Thermo-Hydro-Mechanically Coupled Finite Element Analysis of Cohesive Soil using an Elasto-Viscoplastic Model

机译:弹性黏塑性模型对黏性土的热力-机械耦合有限元分析

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It is well known that viscous behavior of water-saturated clay depends on temperature variation as well as strain rate [1-2]. In addition, the conservation of energy during deformation should be considered since the plastic stress power changes the temperature of soil. In this paper, a thermo-hydro-mechanically coupled finite element method using an elasto-thermo-viscoplastic constitutive model for clay is newly developed based on Biot's type of multi-phase mixture theory, in which updated Lagrangian method is adopted. The elasto-thermo-viscoplastic model for soil can describe strain-rate dependency, temperature dependency, and softening behavior due to degradation of microstructure [3]. Firstly, a series of strain localization analysis under undrained plane strain conditions is conducted, in order to investigate the effects of temperature changes induced by the plastic stress power, on the strain localization behavior of clay modeled as a thermo-viscoplastic material. Secondly, thermal consolidation mainly due to heat-generated pore water pressure is simulated. It is found that the proposed analysis method can successfully simulate the temperature-dependent behavior of clay and that the temperature variation significantly affects the deformation behaviors of clay.
机译:众所周知,水饱和粘土的粘性行为取决于温度变化以及应变率[1-2]。此外,由于塑性应力会改变土壤温度,因此应考虑变形过程中的能量守恒。本文基于Biot类型的多相混合理论,开发了一种新的基于弹-热-粘塑性本构模型的热-水-机械耦合有限元方法,并采用了更新的拉格朗日方法。土壤的弹性-热-粘塑性模型可以描述应变率依赖性,温度依赖性和由于微结构的退化而引起的软化行为[3]。首先,在不排水的平面应变条件下进行了一系列的应变局部化分析,以研究塑性应力功率引起的温度变化对以热粘塑性材料为模型的黏土的应变局部化行为的影响。其次,模拟了主要由于热量产生的孔隙水压力引起的热固结。发现所提出的分析方法可以成功地模拟粘土的温度依赖性行为,并且温度变化显着影响粘土的变形行为。

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