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A Large Deformation Finite Element Formulation for Subgrade Soil Compaction

机译:路基土压实的大变形有限元公式

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Subgrade soil compaction can generate a volumetric locking phenomena if standard displacement-based finite element formulation is used to model the their nearly incompressible limit. This is a potentially problematic issue for pavement compaction for either asphalt or subgrade soil. This paper presents a stabilized large deformation finite element formulation for compaction simulation. The stabilization technique employed here for the mixed displacement-pressure formulation is based on the variational multiscale idea. It is written in the spatial description and is integrated with a smooth surface Cap model for the analysis of materials that can take large compressive stresses but very low tensile stresses. Numerical experiments using hexahedral elements with equal low-order interpolations for both displacement and pressure fields show that the new stabilized formulation can successfully remove volumetric locking. This formulation effectively predicts the compaction density induced by the external loads, which is an attractive feature of the formulation for practical applications in geotechnical/pavement engineering.
机译:如果使用基于位移的标准有限元公式模拟其几乎不可压缩的极限,则路基土壤压实会产生体积锁定现象。对于沥青或路基土壤的路面压实,这是一个潜在的问题。本文提出了一种用于压实模拟的稳定的大变形有限元公式。此处用于混合位移压力公式化的稳定技术基于变分多尺度思想。它写在空间说明中,并与光滑的表面盖模型集成在一起,可分析承受较大压缩应力但拉伸应力很低的材料。使用具有相等低阶插值的六面体单元对位移和压力场进行的数值实验表明,新的稳定配方可以成功消除体积锁定。该配方有效地预测了由外部载荷引起的压实密度,这是该配方在岩土/路面工程中实际应用的一个吸引人的特征。

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