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Three-dimensional analysis of lenticular orebodies using displacement discontinuity elements.

机译:使用位移不连续元素对透镜状矿石进行三维分析。

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摘要

The most appropriate numerical techniques for the analysis and design of excavations, pillars and mining sequences in lenticular orebodies is the displacement discontinuity method (DDM). This thesis examines three important facets of the DDM and makes improvements in these areas that affect the efficiency of the method in its application to the crack-type problems, arising in the mining of lenticular or seam deposits.;The introduction of the concept of node sharing between adjacent elements into the DDM, is the first aspect covered in the thesis. The node-sharing formulation of the DDM was made possible after the introduction of a new and unified framework for evaluating the singular boundary integrals that exist in the Green's functions of the displacement discontinuity method. The new integration method is based on the continuation approach.;The formulation of a new displacement discontinuity element---the enhanced displacement discontinuity (EDD) element---was the second major undertaking of the thesis. This new formulation provides information on the in-plane (confinement) stresses in an element, something the conventional DDM does not consider. The EDD element creates an automated and more flexible way of modelling different degrees of confinement, expected to occur in unmined orebody zones (i.e. pillars and abutments). With the inclusion of confinement into the formulation of the enhanced DD element, it can be readily used to analyse yielding pillars, since all components of the stress tensor at a point in a material are explicitly taken into account.;Finally, the thesis looked at the development of a methodology in the EDDM for modelling the post-peak behaviour of pillars. The progressive failure procedure was incorporated into the EDDM to create a program for simulating post-failure pillar response. The progressive failure procedure relies on a simple quasi-elastic constitutive relationship, and uncomplicated failure criteria to model failed pillar material.
机译:透镜状矿体中开挖,柱子和采矿序列的分析和设计最合适的数值技术是位移不连续法(DDM)。本文研究了DDM的三个重要方面,并在这些方面进行了改进,从而影响了该方法在透镜状或接缝矿开采中产生的裂缝类型问题中的应用效率。在DDM中,相邻元素之间的共享是第一个方面。在引入新的统一框架以评估位移不连续方法的格林函数中存在的奇异边界积分之后,DDM的节点共享公式成为可能。新的集成方法是基于连续性方法的。;新的位移不连续要素的形成-增强位移不连续(EDD)要素-是论文的第二个主要任务。这种新的公式提供了有关元素中面内(约束)应力的信息,这是常规DDM所不考虑的。 EDD元素创建了一种自动化且更灵活的方式来对不同程度的约束进行建模,这些约束程度预计会发生在未开采的矿体区域(即支柱和基台)中。通过将限制纳入增强的DD元素的公式中,可以明确地考虑材料中某一点的应力张量的所有分量,从而可以轻松地用于分析屈服支柱。在EDDM中开发了一种方法,用于对支柱的峰后行为进行建模。渐进式故障处理程序被合并到EDDM中,以创建一个模拟故障后支柱响应的程序。渐进式破坏程序依赖于简单的准弹性本构关系,并且采用简单的破坏准则来对破坏的支柱材料进行建模。

著录项

  • 作者

    Yacoub, Thamer.;

  • 作者单位

    University of Toronto (Canada).;

  • 授予单位 University of Toronto (Canada).;
  • 学科 Civil engineering.;Electrical engineering.
  • 学位 Ph.D.
  • 年度 1999
  • 页码 283 p.
  • 总页数 283
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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