ProCrackPlast:模拟大塑性变形下三维疲劳裂纹扩展的有限元工具

IF 2.2 3区 工程技术 Q3 MATERIALS SCIENCE, MULTIDISCIPLINARY
Rahul Ganesh, Durga Prasanth Dude, Meinhard Kuna, Bjoern Kiefer
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引用次数: 0

摘要

在燃烧和汽车工程中,许多结构部件和装置在运行过程中都会经历高强度的循环热载荷和机械载荷,从而导致低循环(LCF)或热机械(TMF)疲劳裂纹扩展。这种行为通常以裂纹周围的大规模塑性变形和蠕变为特征,因此线弹性断裂力学的概念失效了。德国工业大学Bergakademie Freiberg开发了有限元软件ProCrackPlast,用于自动模拟任意载荷下具有大规模塑性变形的三维构件的疲劳裂纹扩展,特别是在循环热机械载荷下。ProCrackPlast由一组Python例程组成,这些例程结合商业软件Abaqus管理有限元预处理、裂纹分析和后处理。ProCrackPlast基于裂纹扩展程序,该程序可以自适应地以有限增量更新裂纹尺寸。裂纹扩展受循环裂纹尖端张开位移\(\varDelta \) CTOD控制,该参数被认为是大规模屈服情况下较为合适的断裂力学参数。首先介绍了三维\(\varDelta \) CTOD的概念,并利用特殊裂纹尖端单元进行了有效的数值计算。其次,详细介绍了ProCrackPlast的程序结构、基本的数值算法和计算方案,该程序可以捕获随运动裂纹的塑性变形历史。在所有模拟中,在大应变设置中使用粘塑性循环材料定律。研究了该软件在等温循环加载下的单边缘缺口拉伸试件的数值性能,并与常用的疲劳裂纹模拟有限元技术进行了比较。该软件的功能在典型奥氏体铸钢Ni-Resist的混合模式LCF和TMF下的裂纹扩展应用实例中得到了体现。结合特定材料的\(\varDelta \) CTOD确定的裂纹扩展规律,ProCrackPlast工具能够在给定的热机械加载场景下预测3D部件的裂纹演变。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

ProCrackPlast: a finite element tool to simulate 3D fatigue crack growth under large plastic deformations

ProCrackPlast: a finite element tool to simulate 3D fatigue crack growth under large plastic deformations

Many structural components and devices in combustion and automotive engineering undergo highly intensive cyclic thermal and mechanical loading during their operation, which leads to low cycle (LCF) or thermomechanical (TMF) fatigue crack growth. This behavior is often characterized by large scale plastic deformations and creep around the crack, so that concepts of linear-elastic fracture mechanics fail. The finite element software ProCrackPlast has been developed at TU Bergakademie Freiberg for the automated simulation of fatigue crack growth in arbitrarily loaded three-dimensional components with large scale plastic deformations, in particular under cyclic thermomechanical loading. ProCrackPlast consists of a bundle of Python routines, which manage finite element pre-processing, crack analysis, and post-processing in combination with the commercial software Abaqus . ProCrackPlast is based on a crack growth procedure which adaptively updates the crack size in finite increments. Crack growth is controlled by the cyclic crack tip opening displacement \(\varDelta \)CTOD, which is considered as the appropriate fracture-mechanical parameter in case of large scale yielding. The three-dimensional \(\varDelta \)CTOD concept and its effective numerical calculation by means of special crack-tip elements are introduced at first. Next, the program structure, the underlying numerical algorithms and calculation schemes of ProCrackPlast are outlined in detail, which capture the plastic deformation history along with the moving crack. In all simulations, a viscoplastic cyclic material law is used within a large strain setting. The numerical performance of this software is studied for a single edge notch tension (SENT) specimen under isothermal cyclic loading and compared to common finite element techniques for fatigue crack simulation. The capability of this software is featured in two application examples showing crack growth under mixed-mode LCF and TMF in a typical austenite cast steel, Ni-Resist. In combination with a crack growth law identified in terms of \(\varDelta \)CTOD for a specific material, the tool ProCrackPlast is able to predict the crack evolution in a 3D component for a given thermomechanical loading scenario.

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来源期刊
International Journal of Fracture
International Journal of Fracture 物理-材料科学:综合
CiteScore
4.80
自引率
8.00%
发文量
74
审稿时长
13.5 months
期刊介绍: The International Journal of Fracture is an outlet for original analytical, numerical and experimental contributions which provide improved understanding of the mechanisms of micro and macro fracture in all materials, and their engineering implications. The Journal is pleased to receive papers from engineers and scientists working in various aspects of fracture. Contributions emphasizing empirical correlations, unanalyzed experimental results or routine numerical computations, while representing important necessary aspects of certain fatigue, strength, and fracture analyses, will normally be discouraged; occasional review papers in these as well as other areas are welcomed. Innovative and in-depth engineering applications of fracture theory are also encouraged. In addition, the Journal welcomes, for rapid publication, Brief Notes in Fracture and Micromechanics which serve the Journal''s Objective. Brief Notes include: Brief presentation of a new idea, concept or method; new experimental observations or methods of significance; short notes of quality that do not amount to full length papers; discussion of previously published work in the Journal, and Brief Notes Errata.
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