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THE IMPLEMENTATION AND PRELIMINARY VERIFICATION OF AN ALGORITHM FOR THE ANALYSIS OF FATIGUE CRACK GROWTH AT NOTCHES

机译:缺口疲劳裂纹生长分析算法的实施与初步验证

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In recent years an analysis algorithm has been under development which attempts to address the occurrence of cyclic plasticity at stress concentrations and then to model the growth of fatigue cracks at these concentrations using a modified LEFM approach. This algorithm utilizes either Neuber's rule or Glinka's strain energy density method to estimate elastic-plastic response stress distributions on a critical plane (the plane on which mode I cracking will occur). These stress distributions are then used in conjunction with an appropriate weight function or Green's function to calculate a stress intensity factor (SIF). These calculations are made on a cycle-by-cycle basis, thus permitting the calculated SIFs and associated crack growth rates to be dependent on both the formation and evolution of residual stresses at the notch root.
机译:近年来,分析算法已经开发出来,试图解决应力浓度下的循环可塑性的发生,然后使用改性的甲烯法方法模拟这些浓度的疲劳裂缝的生长。该算法利用Neuber的规则或Glinka的应变能量密度方法来估计临界平面上的弹性塑料响应应力分布(将发生裂解模式的平面)。然后与适当的重量函数或绿色功能结合使用这些应力分布以计算应力强度因子(SIF)。这些计算是在逐循环的基础上进行的,因此允许计算的SIF和相关的裂缝生长速率依赖于凹口根部的残余应力的形成和演化。

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