Discrete element simulations to predict the response of bio-cemented sands

Pu Yang , Edward Kavazanjian , Narayanan Neithalath
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Abstract

Discrete element method (DEM)-based numerical models in the YADE environment are used to simulate the constitutive response of uncemented and bio-cemented sands to investigate the influence of boundary conditions, loading and testing conditions, and material types. Both the classical DEM model and the pore scale finite volume (PFV)-coupled DEM model are used to simulate the response of saturated uncemented and lightly cemented sands with a rigid wall boundary under both drained and undrained triaxial compression. A DEM model with flexible boundaries created using particle facet (PFacet) elements is used to simulate undrained triaxial compression of moderately cemented sands, including the influence of confining stress. The PFacet-based model is used to predict the transition from barreling failure to shear banding when the confining stress or the cementation degree increases. The classical DEM model with cohesive bonds of uniform strength is also used to successfully simulate the uniaxial compression response of a sand with an extremely high degree of cementation. Finally, this paper presents a particle-packing model consisting of multiple solid phases for cemented sands based on the understanding that not all particle types will have the same cohesive properties. This multiple solid-phase model is a refinement of the classical DEM model that represents the particle physics more realistically, especially for heterogeneous systems. A preliminary parametric study is carried out considering varying cohesive properties and volume fractions for the different solid phases.
离散元件模拟预测生物加固砂的反应
采用基于离散元法(DEM)的数值模型在YADE环境下对非胶结和生物胶结砂的本构响应进行了模拟,研究了边界条件、加载和试验条件以及材料类型对非胶结砂本构响应的影响。采用经典数值模拟模型和孔隙尺度有限体积耦合数值模拟模型,分别模拟了具有刚性壁面边界的饱和未胶结和轻胶结砂土在排水和不排水三轴压缩下的响应。采用颗粒面(PFacet)元素创建具有柔性边界的DEM模型,模拟中度胶结砂的不排水三轴压缩,包括围应力的影响。采用基于pfacet的模型,对围应力或胶结程度增大时筒体破坏向剪切带化过渡进行了预测。采用具有均匀强度内聚键的经典DEM模型,成功模拟了胶结程度极高的砂土的单轴压缩响应。最后,在认识到并非所有颗粒类型都具有相同的黏结特性的基础上,本文提出了一个由多个固相组成的胶结砂颗粒充填模型。这种多固相模型是对经典DEM模型的改进,更真实地反映了粒子物理,特别是对于非均质系统。考虑不同固相的内聚性能和体积分数的变化,进行了初步的参数化研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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