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A discrete element methodology for the analysis of cohesive granular bulk solid materials.

机译:用于分析粘性粒状散装固体材料的离散元素方法。

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摘要

In bulk handling applications, such as conveying and storage, understanding the effect cohesion has upon the flow-ability of particulate systems at the macroscopic scale is crucial in increasing the avenues of operation unit design improvements and handling scenarios of industrial operational units. This research provides a better understanding of the role cohesion has on the flow-ability of macro materials through the development, implementation and application of a macroscopic elasto-plastic adhesive (MEPA) contact model within an open source general purpose Discrete Element Method (DEM) computer code.;This dissertation outlines the development of a DEM contact law which can model stress history dependent strength behavior of cohesive particulate systems and predict its effects upon the particulate flow. The research tasks in this work are focused in three major areas: 1) cohesive function applications from powders to bulk solids, 2) modeling stress history dependency of cohesive strength, and 3) the prediction of flow properties in test applications that are comparable to experimental results.;For a given bulk handling application, adequately capturing the DEM simulated behavior of cohesive solids is crucial when evaluating its handle-ability. A number of DEM micro mechanically-based cohesive contact laws are available; however, these do not model the stress history dependent behavior physically observed in particulate bulk solids. A study of these micro mechanically-based cohesive models revealed that most of these models are focused on simulating the effects of cohesion in powder systems. A major shortcoming of these micro mechanically-based models is the iterative parametric scaling needed to represent cohesive-like behavior.;When simulating the handling difficulties caused by cohesion, it is apparent that modelling stress history dependency is crucial in consolidated materials with high cohesive strength. This investigation proposed a DEM history dependent particle-particle MEPA contact model that accounts for both elastic and plastic contact deformations and adhesive attractions. The MEPA model applied herein is a three branched non-linear contact model that simulates the virgin compaction loading, unloading/reloading and adhesion behavior of a particulate solid.;The culmination of this research is a general purpose DEM high performance computer code, LIGGGHTS that includes an enhanced capability for material flow simulations of highly cohesive particulate systems for modeling industrial bulk solids handling applications.
机译:在诸如运输和存储之类的散装装卸应用中,了解凝聚力对微粒系统在宏观尺度上的流动性的影响对于增加操作单元设计改进途径和工业操作单元的处理场景至关重要。通过开发,实施和应用开源通用通用离散元方法(DEM)中的宏观弹塑性粘合剂(MEPA)接触模型,该研究可以更好地理解内聚对宏观材料的流动性的作用。本文概述了DEM接触定律的发展,该定律可以对粘性颗粒系统的应力历史依赖强度行为进行建模,并预测其对颗粒流动的影响。这项工作的研究任务集中在三个主要领域:1)从粉末到块状固体的内聚功能应用; 2)对内聚强度的应力历史依赖性进行建模;以及3)在测试应用中与实验相当的流动特性预测对于给定的散装处理应用程序,评估其可处理性时,充分捕获DEM模拟的粘性固体行为至关重要。许多基于DEM的基于微机械的内聚接触定律是可用的。但是,这些方法无法模拟在颗粒状散装固体中物理观察到的应力历史相关行为。对这些基于微机械的内聚模型的研究表明,这些模型中的大多数都集中于模拟粉末系统中内聚的影响。这些基于微机械的模型的主要缺点是表示类似内聚行为所需的迭代参数缩放;;在模拟由内聚引起的处理困难时,很明显,建模应力历史依赖性对于具有高内聚强度的固结材料至关重要。这项研究提出了依赖于DEM历史的颗粒-颗粒MEPA接触模型,该模型考虑了弹性和塑性接触变形以及粘着力。本文应用的MEPA模型是三分支非线性接触模型,用于模拟颗粒状固体的原始压实载荷,卸载/重新加载和粘附行为。;本研究的最终成果是通用的DEM高性能计算机代码LIGGGHTS包括增强的功能,可以对用于工业散装固体处理应用程序建模的高内聚颗粒系统的物料流模拟。

著录项

  • 作者

    Del Cid, Liz Ivoneth.;

  • 作者单位

    Colorado School of Mines.;

  • 授予单位 Colorado School of Mines.;
  • 学科 Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2015
  • 页码 200 p.
  • 总页数 200
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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