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Cyclic J-integral using the Linear Matching Method

机译:使用线性匹配方法的循环J积分

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摘要

The extended version of the latest Linear Matching Method (LMM) has the capability to evaluate the stable cyclic response, which produces cyclic stresses, residual stresses and plastic strain ranges for the low cycle fatigue assessment with cyclic load history. The objective of this study is to calculate ΔJ through the LMM and suggest future development directions. The derivation of the ΔJ based on the potential energy expression for a single edge cracked plate subjected to cyclic uniaxial loading condition using LMM is presented. To extend the analysis so that it can be incorporated to other plasticity models, material Ramberg-Osgood hardening constants are also adopted. The results of the proposed model have been compared to the ones obtained from Reference Stress Method (RSM) for a single edge cracked plate and they indicate that the estimates provide a relatively easy method for estimating ΔJ for describing the crack growth rate behaviour by considering the complete accumulated cycle effects.
机译:最新的线性匹配方法(LMM)的扩展版本具有评估稳定的循环响应的能力,该循环响应会产生循环应力,残余应力和塑性应变范围,以进行具有循环载荷历史的低循环疲劳评估。这项研究的目的是通过LMM计算ΔJ并提出未来的发展方向。提出了基于LMM的单边裂纹板在循环单轴载荷条件下基于势能表达式的ΔJ推导。为了扩展分析以便可以将其合并到其他可塑性模型中,还采用了材料Ramberg-Osgood硬化常数。所提出的模型的结果已与参考应力方法(RSM)获得的单边缘裂纹板的结果进行了比较,它们表明,该估计值提供了一种相对容易的方法来估计ΔJ,从而描述了裂纹扩展速率行为。完成累积的循环效果。

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