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首页> 外文期刊>Journal of Applied Mechanics: Transactions of the ASME >Analysis of the driving forces for multiple cracks in an infinite nonhomogeneous plate, part II: numerical solutions
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Analysis of the driving forces for multiple cracks in an infinite nonhomogeneous plate, part II: numerical solutions

机译:无限非均质板中多个裂纹的驱动力分析,第二部分:数值解

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摘要

In Part I of this work, an analytical model was developed for the fundamental solution for a crack embedded in an infinite nonhomogeneous plate. This fundamental solution is used here to generate the stress intensity factors and strain energyrelease rates for fully interactive multiple crack problems. Also, a numerical technique used in solving the singular integral equation in Part I is presented, along with a parametric study. The parametric study addresses the influence of crack distance,relative angular orientation, and the coefficient of nonhomogeneity on the crack driving forces. The strain energy release rate is recommended for use as a crack propagation criterion because it depends on the local material properties as well as all theremaining parameters contained in the stress intensity factors.
机译:在这项工作的第一部分中,开发了一种分析模型,用于求解无限大不均匀板中嵌入的裂纹的基本解决方案。此基本解决方案用于生成应力强度因子和应变能释放率,以解决完全互动的多个裂纹问题。此外,还介绍了用于求解第一部分中的奇异积分方程的数值技术以及参数研究。参数研究解决了裂纹距离,相对角度取向和非均匀性系数对裂纹驱动力的影响。建议将应变能释放速率用作裂纹扩展准则,因为它取决于局部材料特性以及应力强度因子中包含的所有其余参数。

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