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首页> 外文期刊>Engineering Fracture Mechanics >Wing-crack initiation angle: A new maximum tangential stress criterion by considering T-stress
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Wing-crack initiation angle: A new maximum tangential stress criterion by considering T-stress

机译:翼裂启动角度:通过考虑 t -stress

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摘要

Fracture mechanism of a rock under compression is a key issue for the practicing rock engineering. Because of ignoring the effect of the non-singular term (T-stress) of the elastic stress state near a crack tip in Williams’ series expression, the theoretical predictions obtained from the classic Maximum Tangential Stress (MTS) criterion in the classic fracture mechanics is not consistent with the experimental results. On basis of analyzing the crack mechanical behavior under compression,T-stress is introduced into the classic MTS criterion, and accordingly the new MTS criterion is proposed by consideringT-stress. Meanwhile, by considering the effect of the crack on the stress transfer under compression, the crack deformation parameters (e.g., the crack normal and shear stiffness) are introduced into the new MTS criterion. Accordingly, the new MTS criterion can characterize the initiation mechanism of the crack under the compression, which considers the co-effect of the rock property, crack geometry parameters (e.g., the crack dip angle and length), strength parameters (e.g., the crack friction coefficient) and deformation parameters (e.g., the crack normal and shear stiffness) on the wing-crack initiation angle at the same time. The calculation example indicates that the wing-crack initiation angle obtained with the proposed method agrees well with that of the experiment. I also find thatα(=2rc/a,rcis the critical radius from the crack tip, andais the crack half-length) affects significantly the wing-crack initiation angle with the parametric sensitivity analysis.
机译:压缩下岩石的断裂机制是练习岩工程的关键问题。由于忽略了威廉姆斯系列表达式裂缝尖端附近弹性应力状态的非奇异术语(T应力)的效果,从经典骨折力学中的经典最大切向应力(MTS)标准中获得的理论预测与实验结果不一致。在压缩下分析裂缝力学行为的基础上,将T胁迫引入经典的MTS标准中,因此通过考虑应力提出了新的MTS标准。同时,通过考虑裂缝对压缩下应力传递的影响,将裂纹变形参数(例如,裂缝正常和剪切刚度)引入新的MTS标准中。因此,新的MTS标准可以表征压缩下的裂缝的起始机制,其考虑了岩石性能,裂缝几何参数(例如,裂缝倾角和长度),强度参数(例如,裂缝)的共效摩擦系数)和变形参数(例如,裂纹正常和剪切刚度)同时同时进行翼裂起开始。计算例表明,用所提出的方法获得的机翼裂纹启动角度与实验的翼展均匀。我还发现α(= 2RC / A,RCIS来自裂缝尖端的临界半径,裂缝半长)与参数灵敏度分析显着影响翼裂起始角度。

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