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Calculation of S-N curves for low alloy steels, based on crack length and an inclusive crack propagation model

机译:基于裂缝长度和包容性裂缝繁殖模型计算低合金钢S-N曲线的计算

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In 1991 Miller explained that the accumulation of fatigue damage in the whole fatigue domain can be understood as a process of propagation of cracks, starting with microstructurally short ones, and later on with large cracks, and that appropriate calculation procedures do exist for each fatigue regime. This statement has been largely accepted, but not too many studies since have shown the correlation of the crack concept with the traditional fatigue parameters, and the S-N curve in particular. A two parts model that is useful in the prediction of crack propagation over the whole fatigue domain, when the stress amplitude is above the endurance limit and the stress intensity factor range is below or above the threshold value, has been recently proposed by one of the authors. The proposed model has been modified now and used to calculate S-N curves of a family of AISI 4340 low alloy steels, for different alternating stress amplitudes, in mode I loading, with R = - 1. The calculated S-N lines were found to be in good agreement with the experimental results from four different sources. A more general shape of the model is claimed to have a semitheoretical justification and is proposed to serve as a basis for an extensive prediction rule.
机译:在1991年米勒解释说,在整个疲劳域疲劳损伤的积累可以理解为裂纹的传播过程中,开始与微观结构短的,并且以后可以利用大的裂纹,并且适当的计算程序为每个疲劳机制确实存在。此语句已被广泛接受,但没有太多的研究,因为已经示出的裂纹概念的相关性与传统的疲劳参数,特别是在S-N曲线。甲两个部分模型是在裂纹扩展在整个疲劳域预测,有用当应力幅度高于耐久极限和应力强度因子范围是低于或高于该阈值,已被最近的一个提议作者。该模型已被现在修改,并用于一个家庭AISI 4340个低合金钢的,对于不同的交变应力振幅的计算SN曲线,在模式I加载,其中R = - 1。发现所计算的SN线是在良好的来自四个不同来源的实验结果一致。该模型的更一般的形状,其特征为具有semitheoretical理由,提出以用作一个广泛的预测规则的基础。

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