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Crack-path field and strain-injection techniques in computational modeling of propagating material failure

机译:传播材料破坏计算模型中的裂纹路径场和应变注入技术

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摘要

The work presents two new numerical techniques devised for modeling propagating material failure, i.e. cracks in fracture mechanics or slip-lines in soil mechanics. The first one is termed crack-path-field technique and is conceived for the identification of the path of those cracks, or slip-lines, represented by strain-localization based solutions of the material failure problem. The second one is termed strain-injection, and consists of a procedure to insert, during specific stages of the simulation and in selected areas of the domain of analysis, goal oriented specific strain fields via mixed finite element formulations. In the approach, a first injection, of elemental constant strain modes (CSM) in quadrilaterals, is used, in combination of the crack-path-field technique, for obtaining reliable information that anticipates the position of the crack-path. Based on this information, in a subsequent stage, a discontinuous displacement mode (DDM) is efficiently injected, ensuring the required continuity of the crack-path across sides of contiguous elements. Combination of both techniques results in an efficient and robust procedure based on the staggered resolution of the crack-path-field and the mechanical failure problems, It provides the classical advantages of the "intra-elemental" methods for capturing complex propagating displacement discontinuities in coarse meshes, as E-FEM or X-FEM methods, with the non-code-invasive character of the crack-path-field technique. Numerical representative simulations of a wide range of benchmarks, in terms of the type of material and the failure problem, show the broad applicability, accuracy and robustness of the proposed methodology.
机译:这项工作提出了两种新的数值技术,它们被设计用于对传播的材料破坏进行建模,即断裂力学中的裂纹或土壤力学中的滑移线。第一个被称为裂纹路径场技术,其构想是用于识别这些裂纹或滑移线的路径,这些裂纹或滑移线由基于应变局部化的材料破坏问题解决方案表示。第二种方法称为应变注入,它包括在模拟的特定阶段和分析领域的选定区域中,通过混合有限元公式插入目标导向的特定应变场的过程。在该方法中,结合裂纹路径场技术,使用四边形的元素恒定应变模式(CSM)的首次注入,以获取可靠的信息,以预测裂纹路径的位置。基于此信息,在后续阶段中,将有效注入不连续位移模式(DDM),从而确保裂纹路径在相邻元素两侧的连续性。两种技术的结合基于裂纹路径场的交错分辨率和机械故障问题而产生了一种高效且鲁棒的程序,它提供了“元素内”方法的经典优势,可用于捕获粗糙中复杂的传播位移不连续性网格(如E-FEM或X-FEM方法)与裂纹路径场技术的非代码侵入特性相结合。就材料类型和故障问题而言,各种基准的数值代表性模拟显示了所提出方法的广泛适用性,准确性和鲁棒性。

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  • 来源
  • 作者单位

    E.T.S. d'Enginyers de Camins, Canals i Ports, Technical University of Catalonia (BarcelonaTech), Campus Nord UK, Edifici C-1, c/Jordi Girona 1-3, 08034 Barcelona, Spain,International Center for Numerical Methods in Engineering (CIMNE), Campus Nord UPC, Edifici C-1, c/Jordi Cirona 1-3, 08034 Barcelona, Spain;

    Laboratorio National de Engenharia Civil (LNEC), Avenida Brasil 101, 1700 Lisboa, Portugal;

    International Center for Numerical Methods in Engineering (CIMNE), Campus Nord UPC, Edifici C-1, c/Jordi Cirona 1-3, 08034 Barcelona, Spain,INTEC-UNL-CONICET, Gueemes 3450, Santa Fe, Argentina;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Fracture; Computational material failure; Strong discontinuities; Crack-path field; Strain injection; Finite elements with embedded; discontinuities;

    机译:断裂;计算材料故障;强烈的不连续性;裂纹路径场应变注射嵌入有限元;不连续性;

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