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Numerical simulation of the excavation damaged zone around an opening in brittle rock

机译:脆性岩石孔洞开挖损伤区域的数值模拟

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The micromechanics-based damage model proposed by Golshani et al. [A micromechanical model for brittle failure of rock and its relation to crack growth observed in triaxial compression tests of granite. Mech Mater 2006;38:287-303] is extended so that time-dependent behavior of brittle material can be taken into account, with special attention to the numerical analysis of an excavation damaged zone (EDZ) around an opening, which is a major concern in assessing the safety of underground repositories. The present model is capable of reproducing the three characteristic stages of creep behavior (i.e., primary, secondary, and tertiary creep) commonly observed in the laboratory creep tests. The sub-critical microcrack growth parameters (i.e., n and A) can be determined for Inada granite by fitting the numerical results of elapse time to failure versus the creep stress ratio curve with the experimental data under both dry and wet conditions. It is found that moisture has a significant influence on the parameter A rather than the parameter n. Use of the extended model makes it possible to analyze not only the extension of microcrack length, but also the development of EDZ around an opening as a function of time. The damaged zones mainly develop in the sidewalls of the opening in the case that the vertical stress sigma_(22) is larger than the horizontal stress sigma_(11).
机译:Golshani等人提出的基于微力学的损伤模型。 [在岩石的三轴压缩试验中观察到的岩石脆性破坏的微力学模型及其与裂纹扩展的关系。 Mech Mater 2006; 38:287-303]进行了扩展,以便可以考虑脆性材料随时间变化的行为,尤其要注意开口附近的开挖损坏区域(EDZ)的数值分析。关注评估地下仓库的安全性。本模型能够再现在实验室蠕变测试中通常观察到的蠕变行为的三个特征阶段(即主要,次要和三次蠕变)。 Inada花岗岩的亚临界微裂纹生长参数(即n和A)可以通过在干燥和潮湿条件下将失效时间与蠕变应力比曲线的数值结果与实验数据进行拟合来确定。发现水分对参数A而不是参数n的影响很大。使用扩展模型不仅可以分析微裂纹长度的扩展,还可以分析开口附近的EDZ随时间的变化。在垂直应力sigma_(22)大于水平应力sigma_(11)的情况下,损坏区域主要在开口的侧壁中发展。

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