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Curved fatigue cracks under complex loading

机译:复合载荷下弯曲的疲劳裂缝

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A reliable and cost-effective, two-phase methodology is proposed to predict crack propagation life in generic two- dimensional structural components under complex fatigue loading. First, the usually curved fatigue crack path and its stress intensity factors are calculated at small crack increments in a specialized finite element software, using automatic remeshing algorithms, special crack tip elements and appropriate crack increment criteria. Then, the calculated stress intensity factors are transferred to a powerful general purpose fatigue design software based in the local approach, which has been designed to predict both initiation and propagation fatigue lives by all classical design methods. In particular, its crack propagation module accepts any K{sub}I expression and any da/dN rule, considering sequence effects such as overload-induced crack retardation to deal with one- and two-dimensional crack propagation under complex loading. Non-trivial application examples compare the numerical simulation results with those measured in physical experiments.
机译:提出了可靠且经济效益的两相方法,以预测复杂疲劳负载下的通用二维结构部件中的裂纹传播寿命。首先,使用自动回忆算法,特殊裂缝尖端元件和适当的裂缝增量标准,在专用有限元软件中以小裂缝增量计算通常弯曲疲劳裂纹路径及其应力强度因子。然后,计算的应力强度因子被转移到基于本地方法的强大通用疲劳设计软件,这被设计为通过所有经典设计方法预测启动和传播疲劳。特别地,其裂缝传播模块接受任何K {Sub} I表达和任何DA / DN规则,考虑序列效应,例如过载引起的裂缝延迟,以在复量负载下处理单维裂纹传播。非普通应用示例将数值模拟结果与物理实验中测量的那些进行比较。

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