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A gradient-based multiaxial criterion for fatigue crack initiation prediction in components with surface roughness

机译:基于梯度的多轴准则,用于表面粗糙度部件的疲劳裂纹萌生预测

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The current study presents methods to predict the governing crack initiation site and fatigue crack initiation life of components with surface roughness. The surface topography is measured with white light interferometry and explicitly accounted for in detailed finite element models. The micro-notch stress fields are used in multiaxial and uniaxial crack initiation criteria where the relative stress gradient is included. The numerical predictions are compared with test results for cylindrical aluminum specimens with axi-symmetric surface roughness. Damage parameters based on the average stress fields over a certain distance were found to be highest in the micro-notches where cracks grew to failure. Lifetime predictions using a multiaxial damage criterion with a gradient correction and elastic-plastic stress fields showed good correlation with the experiments. Uniaxial criteria, criteria without gradient correction, and criteria based on linear elastic stress fields were found to be overly conservative. In some specimens, the failure location could not be identified by the proposed damage criterion. This is likely due to the presence of microstructural weaknesses near the micro-notches, leading to shorter initiation lives that cannot be described by geometry alone. It is concluded that resolving the detailed surface topography and accounting for this geometry in a detailed finite element model provide a predictive approach when multiaxial stresses are accounted for, but the importance of microstructure needs further attention.
机译:当前的研究提出了预测具有表面粗糙度的部件的控制裂纹萌生部位和疲劳裂纹萌生寿命的方法。用白光干涉法测量表面形貌,并在详细的有限元模型中明确说明。微缺口应力场用于包含相对应力梯度的多轴和单轴裂纹萌生准则。将数值预测与具有轴对称表面粗糙度的圆柱形铝样品的测试结果进行了比较。发现在一定距离内基于平均应力场的损伤参数在裂纹扩展到破坏的微缺口中最高。使用具有梯度校正和弹塑性应力场的多轴损伤准则进行的寿命预测显示出与实验的良好相关性。发现单轴标准,未进行梯度校正的标准以及基于线性弹性应力场的标准过于保守。在某些标本中,无法通过建议的破坏准则来确定破坏位置。这可能是由于在微凹口附近存在微结构弱点,从而导致了较短的起始寿命,而仅凭几何形状无法描述。结论是,在考虑了多轴应力时,解析详细的表面形貌并在详细的有限元模型中解决该几何问题提供了一种预测方法,但是微结构的重要性需要进一步关注。

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