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Modelling the Cone Penetration Test in sand using Cavity Expansion and Arbitrary Lagrangian Eulerian Finite Element Methods

机译:用腔扩展和任意拉格朗日欧拉有限元法对砂锥渗透试验建模。

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摘要

The paper considers two techniques to model the Cone Penetration Test (CPT) end resistance, qc in a dense sand deposit using commercial finite element programmes. In the first approach, Plaxis was used to perform spherical cavity expansion analyses at multiple depths. Two soil models, namely; the Mohr–Coulomb (MC) and Hardening Soil (HS) models were utilized. When calibrated using simple laboratory element tests, the HS model was found to provide good estimates of qc. However, at shallow depths, where the over-consolidation ratio of the sand was highest, the relatively large horizontal stresses developed prevented the full development of the failure zone resulting in under-estimation of the qc value. The second approach involved direct simulation of cone penetration using a large-strain analysis implemented in Abaqus/Explicit. The Arbitrary Lagrangian Eulerian (ALE) technique was used to prevent excessive mesh deformation. Although the Druker–Prager soil model used was not as sophisticated as the HS model, excellent agreement was achieved between the predicted and measured qc profiles.
机译:本文考虑了使用商业有限元程序在稠密砂岩沉积中对锥孔渗透试验(CPT)端部阻力qc建模的两种技术。在第一种方法中,Plaxis用于在多个深度执行球腔扩展分析。两种土壤模型,即;使用了Mohr-Coulomb(MC)和硬化土壤(HS)模型。使用简单的实验室元素测试进行校准后,发现HS模型可提供良好的qc估计值。但是,在较浅的深度处,砂的超固结率最高,所产生的相对较大的水平应力会阻止破坏区的完全发展,从而导致qc值被低估。第二种方法涉及使用Abaqus / Explicit中实现的大应变分析直接模拟圆锥体穿透。任意拉格朗日欧拉(ALE)技术用于防止过度的网格变形。尽管使用的Druker-Prager土壤模型不如HS模型复杂,但在预测和测量的qc曲线之间却取得了很好的一致性。

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