首页> 外文会议>Eighth International Fatigue Congress Vol.4, Jun 3-7, 2002, Stockholm, Sweden >FATIGUE DAMAGE MODELLING AND FINITE ELEMENTS ANALYSIS METHODOLOGY: CONTINUUM BASIS AND APPLICATIONS
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FATIGUE DAMAGE MODELLING AND FINITE ELEMENTS ANALYSIS METHODOLOGY: CONTINUUM BASIS AND APPLICATIONS

机译:疲劳损伤建模和有限元分析方法:连续基础和应用

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The mechanical phenomena known as fatigue produces a loss of material strength as a function of the number of cycles, load amplitude, reversion index, etc. This loss of strength induce the material to inelastic behaviour, micro-cracking followed by crack coalescence, leading to the final collapse of structural parts. In this paper, a mechanical constitutive model for the predictions of fatigue in structures using the finite element method is formulated. The model is based on the damage mechanics of the continuous medium and allows the treatment of coupled phenomena such as fatigue with damage and plasticity. The basis of the continuum mechanics formulation and the necessary modifications to include the fatigue phenomena are described. S-N functions are proposed depending on and capable of dealing with any value of the ratio between minimum and maximum stress. A two-stage time advancing strategy is proposed in order to allow a fast progress in the analysis. The efficiency and accuracy of the proposed model are validated through the fatigue analysis of industrial components. Numerical values from the analysis are compared with experimental testing results.
机译:被称为疲劳的机械现象会导致材料强度的损失,其强度取决于循环次数,负载振幅,回复指数等。这种强度损失会导致材料发生非弹性行为,发生微裂纹,随后出现裂纹聚结,从而导致结构零件的最终倒塌。本文建立了一种用有限元方法预测结构疲劳的机械本构模型。该模型基于连续介质的损伤力学,并允许处理耦合现象,例如具有损伤和可塑性的疲劳。描述了连续力学原理的基础以及包括疲劳现象的必要修改。根据并能够处理最小应力和最大应力之比的任何值,提出了S-N函数。为了使分析快速进行,提出了两阶段时间提前策略。通过对工业零件进行疲劳分析,验证了所提模型的有效性和准确性。将分析的数值与实验测试结果进行比较。

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