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ESTIMATES OF J AND COD FOR COMPLEX-CRACKED PIPES BASED ON FE ANALYSES AND ERS METHOD

机译:基于有限元分析和ERS方法的复杂裂纹管J和COD估计

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A complex crack can occur at the dissimilar metal weld parts of nuclear pipes due to stress corrosion cracking. The fracture behavior of such crack is different with those of a simple through-wall crack. Thus, the engineering estimation equations for predicting the fracture mechanics parameters, i.e. crack opening displacement and J-integral, should be newly provided in order to evaluate the leak-before-break of pipe including complex cracks. In the previous research, an engineering scheme using reduced thickness analogy was suggested to calculate the crack opening displacement and J-integral for complex cracked pipes. However, this method has limitations in the sense that a through-wall crack is assumed to be developed only in the circumferential direction, and the effect of crack closure cannot be considered. Another scheme for complex cracked pipes is the enhanced reference stress method considering crack closure effect by suggesting the optimized reference load for complex crack geometry. It presented the more accurate results compared to previous engineering estimation scheme. However, an elastic component of crack opening displacement and J-integral were calculated by assuming the crack shape as the simple through-wall crack due to the absence of engineering solutions for complex-cracked pipes. In this context, finite element based evaluation of fracture parameters was performed to confirm the validation of previous estimation schemes. Moreover, the variations of crack opening displacement and J-integral according to a change of surface crack depth ratio of complex crack are systematically investigated based on detailed 3-D finite element analyses. Furthermore, enhanced reference stress method considering finite element based elastic values from the complex-cracked pipe models is assessed to overcome the limitation of previous enhanced reference stress approach.
机译:由于应力腐蚀开裂,在核管的不同金属焊接部位可能会出现复杂的开裂。这种裂纹的断裂行为与简单的贯穿壁裂纹的断裂行为不同。因此,为了评估包括复杂裂缝的管道的破裂前泄漏,应该重新提供用于预测断裂力学参数的工程估算方程,即裂缝开口位移和J积分。在先前的研究中,提出了一种使用减薄厚度类比的工程方案来计算复杂裂缝管的裂缝开口位移和J积分。但是,该方法在认为贯通壁裂纹仅在圆周方向上产生的意义上具有局限性,并且不能考虑裂纹闭合的效果。针对复杂裂缝管道的另一种方案是通过建议针对复杂裂缝几何形状的优化参考载荷,考虑裂缝封闭效果的增强参考应力方法。与以前的工程估算方案相比,它提供了更准确的结果。但是,由于缺乏复杂裂纹管的工程解决方案,因此通过将裂纹形状假定为简单的通孔裂纹来计算裂纹开口位移和J积分的弹性分量。在这种情况下,对裂缝参数进行了基于有限元的评估,以确认先前估算方案的有效性。此外,在详细的3-D有限元分析的基础上,系统地研究了随着复杂裂纹表面裂纹深度比的变化,裂纹开口位移和J积分的变化。此外,评估了考虑来自复杂裂纹管模型的基于有限元弹性值的增强参考应力方法,以克服先前增强参考应力方法的局限性。

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