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A field-enriched finite element method for brittle fracture in rocks subjected to mixed mode loading

机译:富含脆性骨折的富含抗体的有限元法,其岩石中的混合模式负荷

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摘要

In this paper, a field-enriched finite element method is proposed to simulate the crack propagation and coalescence of brittle rocks subjected to mixed mode loading. The basic theory is derived, and numerical implementation is achieved. The mixed fracture characteristics and fracture parameters of brittle rocks are studied, and the disctype specimens are taken as sample configurations. Firstly, a centrally cracked circular disc (CCCD) is used to verify the correctness and accuracy of the numerical model in dealing with mixed fracture problems. The field distribution and crack propagation path are also analyzed. The final failure mode is compared with the experimental observation and previous numerical result. Then, three semi-circular bending (SCB) configurations are employed to investigate the effect of different factors on the fracture patterns under mixed mode loading. The numerical results are qualitatively displayed, and the influence of each controlling factor on the crack initiation angle is also quantitatively analyzed. Finally, Brazilian disk specimens with two and three parallel flaws are used to simulate the fracture process. The present numerical results are in good agreement with those obtained by the other numerical methods, which indicates that the proposed numerical method has ability to simulate cracks propagation and coalescence.
机译:本文提出了一种富含现场有限元方法,用于模拟经受混合模式载荷的脆性岩石的裂纹繁殖和聚结。基本理论是推导的,实现了数值实现。研究了脆性岩石的混合骨折特性和裂缝参数,抗曲本标本作为样品配置。首先,使用中央裂纹的圆盘(CCCD)来验证数值模型在处理混合骨折问题时的正确性和准确性。还分析了场分布和裂缝传播路径。将最终的故障模式与实验观察和先前数值结果进行比较。然后,采用三种半圆形弯曲(SCB)配置来研究不同因素在混合模式负载下裂缝模式的影响。数值地显示数值结果,并且还定量地分析了每个控制因子对裂纹开始角的影响。最后,用两个和三个平行缺陷的巴西盘样本用于模拟断裂过程。本数值结果与通过其他数值方法获得的数值吻合良好,这表明所提出的数值方法具有模拟裂缝传播和聚结的能力。

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