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Stereological analyses of microstructure of granular soils using the numerical method

机译:数值方法对粒状土壤微观结构的立体学分析

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Microstructure and micromechanics each play a significant role in and are considered to govern the macroscale behavior of granular soils. The digital image analysis method is a popular approach to studying the microstructure of granular soils, but it is usually complicated and difficult to perform in the laboratory. In this article, a series of numerical models are developed to simulate the plane strain (PS) and conventional triaxial compression tests of granular soil. Based on the numerical simulations, a geometric algorithm to generate numerical 'slicing' images of three-dimensional (3D) particle assembly is proposed, which is directly analogous to the images extracted from the solidified-then-sectioned method in the laboratory. In this method, the same stereological calculations of the local void ratio distribution (LVRD) on 3D numerical specimens as on physical laboratory specimens are performed as are carried out on physical laboratory specimens. We developed a statistical model to analyze the LVRD of the PS specimen with different initial void ratios and confining stresses. Particle orientation distributions projected on a specific plane were investigated to simulate the common method in the laboratory. Our results show that macroscale (such as volume change) and microscale behaviors (such as homogeneity) as well as the fail modes (such as formation of shear band) could be revealed via analyses of LVRD and particle orientation distribution. The proposed numerical geometric algorithm method is proved to be a valid and more efficient approach for stereological analysis of microstructure of granular soils.
机译:微观结构和微力学各自在粒状土壤的宏观行为中起着重要作用,并被认为可以控制这些行为。数字图像分析方法是研究粒状土壤微观结构的一种流行方法,但是它通常很复杂并且在实验室中很难执行。在本文中,开发了一系列数值模型来模拟颗粒土的平面应变(PS)和常规三轴压缩试验。在数值模拟的基础上,提出了一种用于生成三维(3D)粒子装配的数字“切片”图像的几何算法,该算法与实验室中“凝固-然后-切面”方法提取的图像直接相似。在这种方法中,对3D数值样品进行的局部空隙率分布(LVRD)的立体计算与对物理实验室样品进行的立体计算相同。我们开发了一个统计模型来分析具有不同初始空隙率和约束应力的PS标本的LVRD。研究了投影在特定平面上的粒子取向分布,以模拟实验室中的常用方法。我们的结果表明,可以通过分析LVRD和粒子取向分布来揭示宏观尺度(例如体积变化)和微观尺度行为(例如均质性)以及失效模式(例如剪切带的形成)。所提出的数值几何算法方法被证明是一种对粒状土壤微观结构进行立体分析的有效且更有效的方法。

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