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Constitutive response of idealized granular media under the principal stress axes rotation

机译:主应力轴旋转下理想粒状介质的本构响应

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This paper is dedicated to the understanding of the phenomena, which give rise to anisotropy and non-coaxiality in granular materials. In achieving three-dimensional numerical simulation under static condition of granular media, granular element method (GEM) is adopted in this study. The method has been incorporated into the so-called mathematical homogenization theory for quasistatic equilibrium problems, which enables us to obtain the macroscopic/phenomenological inelastic deformation response of a representative volume element (RVE). To examine the anisotropic macroscopic deformation properties of the assumed RVE. which is solved by granular element method (GEM), a series of numerical experiments involving the pure rotation of the principal stress axes are carried out, and its results are discussed in relation to induced anisotropy and non-coaxiality. (C) 2008 Elsevier Ltd. All rights reserved.
机译:本文致力于理解这种现象,这些现象会导致粒状材料的各向异性和非同轴性。为了在粒状介质静态条件下实现三维数值模拟,本文采用粒元法。该方法已被纳入到准静态平衡问题的所谓数学均质化理论中,这使我们能够获得代表性体积元素(RVE)的宏观/现象学非弹性变形响应。为了检验假定的RVE的各向异性宏观变形特性。通过颗粒单元法(GEM)求解,进行了一系列涉及主应力轴纯旋转的数值实验,并讨论了与各向异性和非同轴有关的结果。 (C)2008 Elsevier Ltd.保留所有权利。

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