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首页> 外文期刊>Acta Mechanica >Prediction of mode I crack growth resistance based on a comparative investigation of J-integral and energy dissipation rate concept
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Prediction of mode I crack growth resistance based on a comparative investigation of J-integral and energy dissipation rate concept

机译:基于J积分和能量耗散率概念的比较研究I型裂纹扩展阻力预测

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An energy dissipation rate concept is employed in conjunction with the J-integral to calculate crack growth resistance of elastic-plastic fracture. Different from Rice’s J-integral, the free energy density is employed in place of the stress working density to define an energy-momentum tensor, which yields that the slightly changed J-integral is path dependent regardless of incremental plasticity and deformational plasticity. The J-integral over the remote contour is split into the plastic influence term and the J FPZ-integral over the fracture process zone which is an appropriate estimate of the separation work of fracture. Finite element simulations are carried out to predict the plane strain mode I crack growth behavior by an embedded fracture process zone. It can be concluded that J-integral characterization is in essence a stress intensity-based fracture resistance similar to the K criterion of linear elastic fracture, and energy dissipation rate fracture resistance can be taken as an extension of the Griffith criterion to the elastic-plastic fracture.
机译:能量耗散率概念与J积分结合使用来计算弹塑性断裂的抗裂纹扩展性。与莱斯的J积分不同,自由能密度代替了应力工作密度来定义能量动量张量,这导致轻微变化的J积分与路径有关,而不考虑增量可塑性和变形可塑性。远程轮廓上的J积分被分为塑性影响项和断裂过程区域上的J 积分,这是对裂缝分离功的适当估计。进行了有限元模拟,以预测由嵌入式断裂过程带引起的平面应变模式I裂纹扩展行为。可以得出结论,J积分表征本质上是基于应力强度的抗断裂性,类似于线性弹性断裂的K准则,能量耗散率的抗断裂性可以作为格里菲斯准则对弹塑性的扩展。断裂。

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