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Quantification of Time Distribution to Initial Long Crack with Reduced Order Microstructural Representation on Microstructurally Short Fatigue Crack Growth Model

机译:定量分布在微观结构短疲劳裂纹增长模型中降低阶微观结构表示的初始长裂纹

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The current practice in fatigue crack growth assessment for metallic components usually starts with a sufficiently long initial crack, which is a strong assumption. However, especially for high cycle fatigue, the crack propagation at early stage towards the initial crack length can account for about 90% of the structural fatigue life. Moreover, considerable uncertainties in the fatigue life prediction come from the short crack regime especially the microstructurally short crack (MSC) regime where heterogeneous polycrystalline microstructure induce oscillating crack growth rate. Therefore the MSC growth and uncertainty from microstructural variability needs a better quantification for a certain material under different loading scenario. The present paper proposes a framework to quantify the time distribution to initial long crack (TDILC) by Sobol' decomposition based reduced order modeling (SDROM) built upon microstructurally short fatigue crack growth model based on crystal plasticity finite element method (CPFEM) and fatigue indicator parameter (FIPs), in a faster and more tractable manner. The feasibility test is carried on a high strength low alloy steel aggregate of regular hexagonal grains with only orientation as random variable, under constant amplitude load. The effectiveness of the SDROM will also be discussed by comparing to brute force Monte Carlo Simulations.
机译:金属部件的疲劳裂纹生长评估的目前的实践通常以足够长的初始裂缝开始,这是一个强烈的假设。然而,特别是对于高循环疲劳,早期朝向初始裂缝长度的裂纹传播可以占结构疲劳寿命的约90%。此外,疲劳寿命预测中的相当大的不确定性来自短裂纹状态,特别是微观的多晶微观结构诱导振荡裂纹生长速率的微观结构短裂缝(MSC)状态。因此,MSC生长和来自微观变量的不确定性需要更好地定量某种材料在不同的加载场景下的某种材料。本文提出了一种框架,以通过基于晶体塑性有限元法(CPFEM)和疲劳指示器基于微观结构短疲劳裂纹生长模型的Sobol'分解的降低阶阶阶阶序列(SDROM)来量化对初始长裂纹(TDILC)的时间分布。参数(FIPS),以更快更具易行的方式。可行性测试在恒定幅度负载下仅在常规六边形晶粒的常规六边形晶粒的高强度低合金钢聚集体上进行。还将通过比较蛮力蒙特卡罗模拟来讨论SDROM的有效性。

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