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A modified crack closure integral method for calculating stress intensity factors for cracked plates subject to bending loads

机译:一种改进的闭合裂纹积分法,计算弯曲载荷作用下裂纹板的应力强度因子

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摘要

A method is developed to calculate strain energy release rates, G, or stress intensity factors, K, using only nodal forces and displacements from a standard finite element analysis code. The method is an extension of the modified crack closure integral (MCCI) approach to the bending of plates with through cracks. An examination of bending of plates with through cracks based on shear deformation theories has shown that the bending K depends strongly on the ratio of plate thickness, h, and half crack length, a. Hence, the need to examine the effect of h/a on the accuracy of G and K obtained by the MCCI approach is examined. The accuracy of the MCCI method is verified by analyzing a square plate with a central crack subjected to a uniform edge moment and comparing the results with those reported in the literature.
机译:开发了一种仅使用标准有限元分析代码中的节点力和位移来计算应变能释放率G或应力强度因子K的方法。该方法是改进的裂纹闭合积分(MCCI)方法对带有贯通裂纹的板弯曲的扩展。根据剪切变形理论对带有贯通裂纹的板的弯曲进行的研究表明,弯曲K很大程度上取决于板厚度h与半裂纹长度a的比值。因此,需要检查h / a对通过MCCI方法获得的G和K精度的影响。通过分析具有均匀边缘力矩的中心裂纹的方形板并将结果与​​文献报道的结果进行比较,可以验证MCCI方法的准确性。

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