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Probabilistic Estimation of Fatigue Strength for Axial and Bending Loading in High-Cycle Fatigue

机译:高周疲劳中轴向和弯曲载荷疲劳强度的概率估计

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摘要

In this paper, the sensitivity to the type of loads (axial and bending loading) of selected construction materials (AW6063 T6 aluminum alloy, S355J2+C structural steel, and 1.4301 acid-resistant steel) in high-cycle fatigue was verified. The obtained fatigue characteristics were described by a probabilistic model of the 3-parameters Weibull cumulative distribution function. The main area of research concerned the correct implementation of the weakest link theory model. The theory is based on a highly-stressed surface area and a highly-stressed volume in the region of the highest stresses. For this purpose, an analytical model and a numerical model based on the finite element method were used. The model that gives the lowest error implemented in specific test conditions was determined on the basis of high-cycle fatigue analysis. For the analyzed materials, it was a highly-stressed volume model based on the weakest link theory.
机译:本文验证了所选建筑材料(AW6063 T6铝合金,S355J2 + C结构钢和1.4301耐酸钢)在高周疲劳中对载荷类型(轴向载荷和弯曲载荷)的敏感性。通过3参数威布尔累积分布函数的概率模型描述获得的疲劳特性。研究的主要领域涉及最薄弱环节理论模型的正确实施。该理论基于最大应力区域中的高应力表面积和高应力体积。为此,使用了基于有限元方法的分析模型和数值模型。基于高周疲劳分析,确定了在特定测试条件下实现最低误差的模型。对于分析的材料,它是基于最弱链接理论的高应力体积模型。

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