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On the crack propagation analysis of rock like Brazilian disc specimens containing cracks under compressive line loading

机译:在压缩线载荷下含有裂缝等巴西圆盘样品的岩石裂纹传播分析

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摘要

The pre-existing cracks in the brittle substances seem to be the main cause of their failure under various loading conditions. In this study, a simultaneous analytical, experimental and numerical analysis of crack propagation, cracks coalescence and failure process of brittle materials has been performed. Brazilian disc tests are being carried out to evaluate the cracks propagation paths in rock-like Brazilian disc specimens containing single and double cracks (using rock-like specimens which are specially prepared from Portland Pozzolana Cement (PPC), fine sands and water in a rock mechanics laboratory). The failure load of the pre-cracked disc specimens are measured showing the decreasing effects of the cracks and their orientation on the final failure load. The same specimens are numerically simulated by a higher order indirect boundary element method known as displacement discontinuity method. These numerical results are compared with the existing analytical and experimental results proving the accuracy and validity of the proposed numerical method. The numerical and experimental results obtained from the tested specimens are in good agreement and demonstrate the accuracy and effectiveness of the proposed approach.
机译:脆性物质中的预先存在的裂缝似乎是在各种装载条件下失效的主要原因。在该研究中,已经进行了一种同时分析,实验性和脆性材料的裂缝聚结和脆性材料的失效过程的分析,实验和数值分析。正在进行巴西圆盘测试,以评估含有单一和双裂纹的岩石状的巴西圆盘样品中的裂缝传播路径(使用专门从波特兰Pozzolana水泥(PPC),细砂和水中的岩石状的样本中的岩石状标本力学实验室)。测量预裂解盘样本的故障载荷显示裂缝的效果及其取向对最终失效负载的效果。通过称为位移不连续性方法的高阶间接边界元方法来数值模拟相同的样本。将这些数值结果与现有的分析和实验结果进行比较,证明了所提出的数值方法的准确性和有效性。从测试标本获得的数值和实验结果非常一致,展示了所提出的方法的准确性和有效性。

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