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Finite element analysis of plasticity-induced fatigue crack closure using contact elements

机译:使用接触元件的塑性诱导疲劳裂纹闭合的有限元分析

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To predict crack opening stresses, contact elements are incorporated into the elastic-plastic finite element analysis of fatigue crack closure. A code using ANSYS Parametric Design Language (APDL) is developed. In spite of the fact that the use of contact elements in modelling crack surface contact and crack closure is inherently natural, efforts to incorporate them in the finite element analysis of crack closure are not widespread. The traditional method of modelling crack closure is based on placing truss elements at the crack surface nodes. In the present research, contact elements are used to model crack surface contact. While the load is applied incrementally, crack opening stress is determined by monitoring the state of the contact elements. The results of two-dimensional plane strain finite element analyses are in good agreement with previous work reported in the literature. Instead of finding crack opening stress at every load cycle, an algorithm to find crack opening stress at predetermined load cycle intervals is developed. With the developed algorithm it was possible to analyze crack closure behaviour during a larger number of load cycles with less execution time. The algorithm that is implemented is parametrically analysed. The effect of load increment is investigated. Since crack opening stress is not evaluated at every cycle, the effect of how often opening stresses are determined is another issue that is investigated. As a result of the simulation with a relatively high number of cycles, it was possible to observe the final stabilization in the crack opening stress values that follows a decay after the initial plateau.
机译:为了预测裂纹的开裂应力,接触元件被纳入疲劳裂纹闭合的弹塑性有限元分析中。开发了使用ANSYS参数设计语言(APDL)的代码。尽管在建模裂纹表面接触和裂纹闭合方面自然会使用接触元素,但将其纳入裂纹闭合的有限元分析的努力并不广泛。建模裂纹闭合的传统方法是基于将桁架元素放置在裂纹表面节点处。在本研究中,接触元件用于模拟裂纹表面接触。在逐渐施加载荷的同时,通过监测接触元件的状态来确定裂纹张开应力。二维平面应变有限元分析的结果与文献报道的先前工作非常吻合。代替在每个载荷周期中找到裂纹打开应力,而是开发了一种在预定载荷周期间隔下找到裂纹打开应力的算法。利用开发的算法,可以分析大量载荷循环期间的裂纹闭合行为,而执行时间更少。对执行的算法进行参数分析。研究了负载增量的影响。由于不是在每个周期都评估裂纹的打开应力,因此确定打开应力的频率的影响是另一个要研究的问题。作为具有相对高的循环次数的模拟的结果,可以观察到裂纹扩展应力值的最终稳定化,该裂纹扩展应力值跟随初始平稳之后的衰减。

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