Experimental and discrete element modeling on cracking behavior of sandstone containing a single oval flaw under uniaxial compression

• Published in: Engineering fracture mechanics 2018-05, Vol.194, p.154-174
• Main Authors: Yang, Sheng-Qi, Tian, Wen-Ling, Huang, Yan-Hua, Ma, Zhan-Guo, Fan, Li-Feng, Wu, Zhi-Jun
• Format: Article
• Language: English
• Subjects: A single oval flaw; Axial strain; Axial stress; Coal mining; Compression tests; Computer simulation; Crack evolution; Crack initiation; Crack propagation; Deformation; Deformation mechanisms; Engineering; Evolution; Flawed specimens; Fracture toughness; Mathematical models; Mechanical properties; Modulus of elasticity; PFC2D; Rocks; Sandstone; Strain analysis; Stress field; Stress propagation
• ISSN: 0013-7944; 1873-7315
• DOI: 10.1016/j.engfracmech.2018.03.003

•Analyze the effect of a single oval flaw angle on mechanical parameters of sandstone.•Investigate crack evolution and AE behavior of sandstone containing a single oval flaw.•Compare quantitatively the simulated results with the experimental results of sandstone.•Reveal the crack evolution mechanism of sandstone containing a single oval flaw by PFC. In the rock engineering, it is very significant to focus on the failure mechanical behavior of rocks containing all kinds of flaws. In this research, the strength, deformation and crack evolution behavior of sandstone containing a single oval flaw under uniaxial compression were evaluated by experiment and numerical simulation using a two-dimension particle flow code (PFC2D). The experimental results show that the peak strength and elastic modulus first decrease and subsequently increase with increasing oval flaw angle (α); the lowest value appears when α = 15°, but the oval flaw angle has little effect on peak strain. The oval flaw angle has a great effect on crack initiation and propagation, as observed from photographic monitoring and the AE technique. The AE counts of flawed specimens show several larger peak values prior to peak strength, which correspond to crack initiation and propagation in the specimen. And then, PFC2D was used to simulate sandstone containing a single oval flaw under uniaxial compression, and the simulated results are in good agreement with the experimental results. By analyzing the stress surrounding the oval flaw periphery, we explain that the wing tensile crack initiation area transfers from the middle of the oval flaw periphery to the tip of the oval with increasing oval flaw angle, shear crack is easily initiated at the tip of the oval flaw, and the stress of the first wing crack increases with increasing oval flaw angle. Finally, the variance of the stress of the measurement circle along the crack propagation path with axial strain was analyzed and combined with the crack evolution process and stress–strain curve. As a result, the crack evolution mechanism and cracking type in sandstone containing a single oval flaw under uniaxial compression are revealed.