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Force chains, friction, and flow: Behavior of granular media across length scales.

机译:力链,摩擦和流动:跨长度尺度的颗粒介质行为。

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摘要

We study the behavior of granular materials at three length scales. At the smallest length scale, the grain-scale, we study inter-particle forces and "force chains''. Inter-particle forces are the natural building blocks of constitutive laws for granular materials. Force chains are a key signature of the heterogeneity of granular systems. Despite their fundamental importance for calibrating grain-scale numerical models and elucidating constitutive laws, inter-particle forces have not been fully quantified in natural granular materials. We present a numerical force inference technique for determining inter-particle forces from experimental data and apply the technique to two-dimensional and three-dimensional systems under quasi-static and dynamic load. These experiments validate the technique and provide insight into the quasi-static and dynamic behavior of granular materials.;At a larger length scale, the mesoscale, we study the emergent frictional behavior of a collection of grains. Properties of granular materials at this intermediate scale are crucial inputs for macro-scale continuum models. We derive friction laws for granular materials at the mesoscale by applying averaging techniques to grain-scale quantities. These laws portray the nature of steady-state frictional strength as a competition between steady-state dilation and grain-scale dissipation rates. The laws also directly link the rate of dilation to the non-steady-state frictional strength.;At the macro-scale, we investigate continuum modeling techniques capable of simulating the distinct solid-like, liquid-like, and gas-like behaviors exhibited by granular materials in a single computational domain. We propose a Smoothed Particle Hydrodynamics (SPH) approach for granular materials with a viscoplastic constitutive law. The constitutive law uses a rate-dependent and dilation-dependent friction law. We provide a theoretical basis for a dilation-dependent friction law using similar analysis to that performed at the mesoscale. We provide several qualitative and quantitative validations of the technique and discuss ongoing work aiming to couple the granular flow with gas and fluid flows.
机译:我们研究了三种长度尺度下颗粒材料的行为。在最小的长度尺度上,我们研究颗粒间的力和“力链”,颗粒间的力是颗粒材料本构定律的自然构造,力链是颗粒异质性的关键标志。尽管颗粒间力对于校准晶粒度数值模型和阐明本构律至关重要,但尚未完全量化天然颗粒材料中的颗粒间力。将该技术应用于准静态和动态载荷下的二维和三维系统,这些实验验证了该技术,并提供了对颗粒材料的准静态和动态行为的洞察力。我们研究了颗粒集合的新兴摩擦行为,在这种中间尺度下颗粒材料的性质是临界的宏观连续模型的所有输入。通过将平均技术应用于晶粒度数量,我们得出了中尺度的粒状材料的摩擦定律。这些定律将稳态摩擦强度的本质描绘为稳态膨胀与晶粒度耗散率之间的竞争。这些定律还直接将膨胀率与非稳态摩擦强度联系起来;在宏观尺度上,我们研究了能够模拟表现出的独特的固体,液体和气体行为的连续体建模技术。在单个计算域中使用粒状材料。我们为具有粘塑性本构关系的粒状材料提出了一种平滑粒子流体动力学(SPH)方法。本构定律使用依赖于速率和依赖于扩张的摩擦定律。我们使用类似于在中尺度上进行的分析,为依赖于膨胀的摩擦定律提供了理论基础。我们提供了对该技术的一些定性和定量验证,并讨论了正在进行的旨在将颗粒流与气体和流体流耦合的工作。

著录项

  • 作者

    Hurley, Ryan C.;

  • 作者单位

    California Institute of Technology.;

  • 授予单位 California Institute of Technology.;
  • 学科 Mechanical engineering.;Soil sciences.
  • 学位 Ph.D.
  • 年度 2016
  • 页码 155 p.
  • 总页数 155
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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