用极值理论预测双相Ti-6Al-4V最大疲劳指标参数

T. Gu, Krzysztof S. Stopka, C. Xu, D. McDowell
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引用次数: 0

摘要

采用基于循环塑性应变的疲劳指示参数(FIPs)作为疲劳裂纹形成驱动力的替代度量。对于给定的微观结构,可以利用晶体塑性有限元方法分析的数字统计体积元(SVE)实例的结果填充FIPs的极值分布(EVD)。微观结构实例化的数量影响计算的最大FIPs。为了利用有限数量SVEs的模拟结果预测大量材料中的最大FIPs,我们提出了一种基于极值理论的统计方法。将预测的最大FIP值直接与1000个SVEs的仿真结果进行比较,以验证所提出的双工Ti-6Al-4V方法。结果表明,仅对100个SVEs进行模拟就足以确定统计信息,从而可靠地预测具有初始随机织构的多晶双相Ti-6Al-4V的最大FIPs。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Prediction of Maximum Fatigue Indicator Parameters for Duplex Ti-6Al-4V Using Extreme Value Theory
Fatigue Indicator Parameters (FIPs) based on the cyclic plastic strain are used as surrogate measures of the driving force for fatigue crack formation. For a given microstructure, the Extreme Value Distribution (EVD) of FIPs can be populated using results of a number of digital Statistical Volume Element (SVE) instantiations analyzed by the crystal plasticity finite element method. The number of microstructure instantiations affects the maximum FIPs computed. To predict the maximum FIPs in a large volume of material using simulation results from a limited number of SVEs, we proposed a statistical approach based on extreme value theory. The predicted maximum FIP values are compared directly to simulation results of 1000 SVEs to validate the proposed method for duplex Ti-6Al-4V. It is shown that simulations of only 100 SVEs suffice to identify the statistical information for a reliable prediction of the maximum FIPs in polycrystalline duplex Ti-6Al-4V with initial random texture.
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