连续损伤力学有限元模型中矩阵裂纹间距参数的实现

I. Hyder, F. Leone, B. Justusson, J. Schaefer, A. Bergan, S. Wanthal
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引用次数: 12

摘要

基于连续损伤力学(CDM)的渐进式损伤和失效分析(PDFA)方法已经在各种有限元分析(FEA)实现中取得了成功。然而,对于航空航天应用中复合材料的完整设计空间,CDM代码的技术成熟度尚未得到验证。基于cdm的方法通过改变局部材料刚度定义而不更新原始网格或单元集成方案来表示损伤的存在。由于没有离散地表示裂缝及其通过网格的路径,基于cdm材料的模型中的损伤通常分布在应力集中之前的部分损伤单元区域。由软化区域表示的一系列离散矩阵裂纹可能会影响损伤扩展的预测,从而影响结构破坏。这一问题可以通过限制矩阵损坏的发展到离散的、纤维排列的元素行来缓解;因此,基于cdm的矩阵裂纹可以被实现为更能代表离散矩阵裂纹。本文评估了将CDM矩阵裂纹发展限制为离散的、纤维排列的行,其中这些行的间距由用户定义的裂纹间距参数控制的效果。首先,对单向中心缺口面中逐渐增大的基体裂纹间距的影响进行了评价。然后,将中心缺口试件的经验教训应用于开孔压缩有限元模型。结果与试验数据进行了比较,并讨论了基体裂纹间距法的局限性、成功和潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implementation of a Matrix Crack Spacing Parameter in a Continuum Damage Mechanics Finite Element Model
Continuum Damage Mechanics (CDM) based progressive damage and failure analysis (PDFA) methods have demonstrated success in a variety of finite element analysis (FEA) implementations. However, the technical maturity of CDM codes has not yet been proven for the full design space of composite materials in aerospace applications. CDM-based approaches represent the presence of damage by changing the local material stiffness definitions and without updating the original mesh or element integration schemes. Without discretely representing cracks and their paths through the mesh, damage in models with CDM-based materials is often distributed in a region of partially damaged elements ahead of stress concentrations. Having a series of discrete matrix cracks represented by a softened region may affect predictions of damage propagation and, thus, structural failure. This issue can be mitigated by restricting matrix damage development to discrete, fiber-aligned rows of elements; hence CDM-based matrix cracks can be implemented to be more representative of discrete matrix cracks. This paper evaluates the effect of restricting CDM matrix crack development to discrete, fiber-aligned rows where the spacing of these rows is controlled by a user-defined crack spacing parameter. Initially, the effect of incrementally increasing matrix crack spacing in a unidirectional center notch coupon is evaluated. Then, the lessons learned from the center notch specimen are applied to open-hole compression finite element models. Results are compared to test data, and the limitations, successes, and potential of the matrix crack spacing approach are discussed.
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