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Disturbed State Concept-Based Constitutive Model for Structured Soils

机译:基于扰动状态概念的结构化土本构模型

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The compression behavior of structured soils after virgin yielding is highly nonlinear and cannot be captured by a single line in the e-ln(p) space. The slope of the compression curve of structured soils changes gradually as the structure of the soil crashes and reaches to the slope of the same soil in the remolded state. When the initial and final values are known, the disturbed state concept can be used to describe the compression behavior of structured soils. In this study, the state of the structured soil at the beginning of virgin yielding was considered as initially intact, and its state after full destruction was considered as fully adjusted. The compression index of the soil at any particular state between these two states was described using a state function based on the experimental results. A compression model with a variable slope of the compression curve was developed using the distributed state concept. The proposed model was implemented in the modified Cam-clay model and verified using data available in the literature for oedometer and triaxial tests on structured soils. Comparison with the experimental results of triaxial shearing tests showed that the proposed model was able to describe the behavior of specimens with low overconsolidation ratios more accurately.
机译:原始屈服后结构性土壤的压缩行为是高度非线性的,无法通过e-ln(p)空间中的一条线来捕获。结构性土的压缩曲线的斜率随着土的结构崩溃而逐渐变化,并达到重塑状态下相同土的斜率。当已知初始值和最终值时,可以使用扰动状态概念来描述结构化土的压缩行为。在这项研究中,初生开始时结构化土壤的状态被认为是最初完整的,完全破坏后的状态被认为是完全调整的。根据实验结果,使用状态函数描述了这两个状态之间任何特定状态下的土壤压缩指数。使用分布式状态概念开发了具有可变压缩曲线斜率的压缩模型。提出的模型在改进的Cam-clay模型中实现,并使用文献中用于结构化土壤的里程表和三轴试验的数据进行了验证。与三轴剪切试验的实验结果比较表明,所提出的模型能够更准确地描述低超固结比的试样的行为。

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