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Fatigue life estimation and crack propagation analysis of orthotropic lamina using XIGA methodology

机译:疲劳寿命估算与XIGA方法的正交薄膜裂纹繁殖分析

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摘要

In the present work, a NURBS-based Extended Isogeometric Analysis (XIGA) code has been developed for fracture analysis of orthotropic lamina. The XIGA code is capable of an efficient analysis of crack problems using non-uniform rational B-spline basis functions for both the solution field and geometric description of model. The level set approach is used to track the crack geometry. Crack faces are enriched by Heaviside enrichment function and crack tip singularity is captured by asymptotic crack tip enrichment functions. The interaction integral (M-Integral) method is used to calculate mixed mode stress intensity factor for further stable crack growth. The Paris crack growth law is used to simulate the crack propagation and fatigue life estimation in orthotropic media using life cycle increment approach. The developed code has been validated for static and fatigue analysis. The effect of varying angle of orthotropy on fatigue life of 2D plate is investigated using XIGA methodology leading to an optimized ply orientation of orthotropic plate.
机译:在目前的工作中,已经开发了基于NURBS的扩展异步分析(西贡)代码用于正交薄片的断裂分析。 XIGA代码能够利用非均匀RATIONAT B样条基函数对溶液场和模型的几何描述来有效地分析裂缝问题。级别设置方法用于跟踪裂缝几何形状。通过渐近裂纹尖端富集功能捕获裂缝面的抗裂面富含浓缩功能,裂缝尖端奇点捕获。相互作用积分(M-Integral)方法用于计算混合模式应力强度因子以进行进一步稳定的裂纹生长。巴黎裂缝增长法用于使用生命周期增量方法模拟正交介质中的裂纹繁殖和疲劳寿命估计。开发的代码已被验证,用于静态和疲劳分析。使用XIGA方法研究了改变正交性对2D板疲劳寿命的影响,导致正交板的优化帘布层取向。

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