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New Numerical and Experimental Approach for Mixed Mode Crack Growth in Wood by Mθv Integral

机译:Mθv积分的木材混合模式裂纹扩展新数值与实验方法

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This paper deals with a numerical design of a new timber specimen called Mixed Mode Crack Growth (2MCG), assuring mixed modes fractures during crack growth process. The 2MCG specimen is obtained by a combination of stable Double Cantilever Beam (DCB) specimen and Constant Tension Shear (CTS) specimen. The analytical formulation, given by a generalization of the M-integral parameter called MO , and resolved by finite element software Castem, is presented. The developed integral, based on conservation laws, path independent integral and bilinear form of displacement fields, is explained. As numerical results, a final form of the new specimen is shown. Also, the stability range is proved by the decrease of elastic energy release rate versus crack length in opening mode, shear mode and mixed mode solicitations.
机译:本文研究了一种新的木材样本的数值设计,该样本称为混合模式裂纹扩展(2MCG),以确保在裂纹扩展过程中出现混合模式断裂。 2MCG样本是通过稳定的双悬臂梁(DCB)样本和恒定张力剪切(CTS)样本的组合获得的。给出了由称为M的M积分参数的推广给出的解析公式,并由有限元软件Castem进行了解析。解释了基于守恒定律,路径独立的积分和位移场的双线性形式开发的积分。作为数值结果,显示了新样品的最终形式。同样,通过在开模,剪切模和混合模拉力下弹性能释放速率随裂纹长度的减小证明了稳定性范围。

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