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CREEP CRACK GROWTH SIMULATION OF NI-BASE SUPERALLOY

机译:NI基超级合金的蠕变裂纹增长模拟

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The purpose of this study is to develop a numerical approach to simulate the creep cracking of a Ni-base superalloy. The approach is based in continuum damage mechanics (CDM) and uses the classic Kachanov-Rabotnov constitutive equations for creep deformation and damage evolution. Creep damage takes the form of defects such as microcracks, cavities, voids, etc. A numerical crack growth algorithm is developed to predict the onset of crack initiation and the successive growth of cracks via element death in the general purpose finite element software ANSYS. In this paper, the Kachanov-Rabotnov constitutive model is implemented as a user material model in ANSYS and the numerical crack growth algorithm is developed and written in ANSYS parametric design language (APDL) command code. A study of mesh size in relation to initial flaw size and initiation time is performed. A demonstration of the proposed numerical crack growth algorithm is performed and a qualitative analysis conducted. A series of improvements and parametric studies are suggested for future work.
机译:这项研究的目的是开发一种数值方法来模拟镍基高温合金的蠕变开裂。该方法基于连续损伤力学(CDM),并使用经典的Kachanov-Rabotnov本构方程进行蠕变变形和损伤演化。蠕变损伤以缺陷形式出现,例如微裂纹,孔洞,空隙等。在通用有限元软件ANSYS中,开发了一种数值裂纹扩展算法来预测裂纹萌生的开始和通过元素死亡导致的裂纹的连续增长。本文将Kachanov-Rabotnov本构模型作为用户材料模型在ANSYS中实现,并开发了数值裂纹扩展算法,并以ANSYS参数设计语言(APDL)命令代码编写。进行了与初始缺陷尺寸和引发时间有关的网格尺寸的研究。对提出的数值裂纹扩展算法进行了演示,并进行了定性分析。建议为将来的工作进行一系列改进和参数研究。

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