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Feasibility of a weakly intrusive Generalized Finite Element Method implementation in a commercial code: Application to Ceramic Matrix Composite micro-structures

机译:商业代码中弱侵入性的通用有限元方法的可行性:应用于陶瓷矩阵复合微结构

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摘要

As the development of new grades of Ceramic Matrix Composites (CMC) for civil aviation grows, different manufacturing processes have been perfected and several of them can be used successively in order to obtain different types of micro-structures and a variable material quality. Consequently a versatile model should be developed in order to compare these materials and create a tool to help engineers to predict the mechanical behavior at the fiber scale. Here the Generalized Finite Element Method (GFEM) is proposed. It consists in enriching the classical Finite Element (FE) approached displacement by numerical functions to deliver an accurate description of the fiber-scale structure while limiting the number of degrees of freedom compared to a classical finite element description. A pattern-based description of the microscale is depicted using an industrial code for an engineering purpose. Four main difficulties are highlighted (i) the choice of the enrichment functions regarding the literature (ii) their stiffness matrix computation in a commercial code (iii) the construction of the pattern-based structure and (iv) the post-processing. Two GFEM strategies are presented and demonstrate the feasibility of an enriched kinematics within a classical finite element modeler. The selection of such modeler is conditioned by the possibility of weakly intrusive automation of the various stages of construction of the enriched patterns with the help of an external scripting language. (C) 2020 Elsevier Ltd. All rights reserved.
机译:随着用于民用航空的新等级的陶瓷基质复合材料(CMC)的发展成长,已经完善了不同的制造过程,其中几个可以连续使用,以获得不同类型的微结构和可变材料质量。因此,应开发多功能模型,以便比较这些材料并创建工具,帮助工程师预测光纤规模的机械行为。这里提出了广义有限元方法(GFEM)。它在于通过数值函数来丰富古典有限元(FE)接近的位移,以便在与经典有限元描述相比限制自由度的程度的准确描述。使用工业代码来描述微观尺度的基于模式的描述。突出了四个主要困难(i)关于文献(ii)其刚度矩阵计算的富集功能的选择在商业代码(iii)的构建后的基于模式的结构和(iv)后处理。提出了两个GFEM策略,并展示了古典有限元建模中富集的运动学的可行性。在外部脚本语言的帮助下,通过富集模式的各种阶段的各个阶段的弱侵扰自动化的可能性是有可能的。 (c)2020 elestvier有限公司保留所有权利。

著录项

  • 来源
    《Computers & Structures》 |2021年第1期|106374.1-106374.22|共22页
  • 作者单位

    Univ Paris Saclay LMT Lab Mecan & Technol CNRS ENS Paris Saclay F-91190 Gif Sur Yvette France|Safran Ceram 105 Ave Marcel Dassault F-33700 Merignac France;

    Univ Paris Saclay LMT Lab Mecan & Technol CNRS ENS Paris Saclay F-91190 Gif Sur Yvette France;

    Univ Bordeaux Safran Ceram CEA LCTS CNRS 3 Allee Boetie F-33600 Pessac France;

    Safran Ceram 105 Ave Marcel Dassault F-33700 Merignac France;

  • 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

    GFEM; Handbook problem; Implementation; Composites;

    机译:GFEM;手册问题;实施;复合材料;

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