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Creep modelling of soft soil based on the fractional flow rule: Simulation and parameter study

机译:基于分数流量规则的软土蠕变建模:仿真与参数研究

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The creep deformation of soft soil is a critical factor in geotechnical design of engineering facilities built on soft soil foundations. In this study, a novel fractional creep model for soft soil is developed by introducing the Almeida fractional derivative into the classic elastic-viscoplastic model. A series of numerical analyses are conducted to determine the kernel function of the proposed model with the best performance, and the good agreement between the model predictions and test results is observed. With the advantage of introducing the fractional flow rule, the fractional creep model exhibits higher accuracy and convenience than conventional models as fewer material parameters and state variables are required. Furthermore, a parameter study reveals that the fractional order directly relates to the stress level, and the different deformation patterns of soft soil under low and high stresses could be reflected by the tendency of the order. (C) 2021 Elsevier Inc. All rights reserved.
机译:软土的蠕变变形是软土地基上工程设施岩土工程设计的关键因素。在本研究中,通过在经典弹粘塑性模型中引入阿尔梅达分数阶导数,建立了一种新的软土分数阶蠕变模型。通过一系列数值分析,确定了性能最佳的模型核函数,模型预测结果与试验结果吻合良好。由于引入了分数流规则,分数蠕变模型比传统模型具有更高的精度和方便性,因为所需的材料参数和状态变量更少。此外,参数研究表明,分数阶与应力水平直接相关,低应力和高应力下软土的不同变形模式可以通过分数阶的趋势反映出来。(c)2021爱思唯尔公司保留所有权利。

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