Author:
Dong Shan,Peng Yulin,Lu Zhichun,Zhang Heng,Hou Weihua,Su Aijun
Abstract
AbstractAccurately determining the shear strength of structural planes is crucial for evaluating the stability of rock masses. The shear test using the sawtooth structural plane usually captures the main influencing factors of its shear characteristics. In this study, the two-dimensional particle flow code (PFC2D) numerical simulation method was used to conduct shear tests on the sawtooth structural planes of rock masses with undulant angles of 10°, 20°, and 30°, respectively. With the increase in normal stress and the undulant angle, the shear failure of the structural planes was found to no longer be pure slip failure or shear failure but accompanied by a compression-induced fracture phenomenon. Based on the analysis of the shear test results, a peak shear strength model considering different undulant angles and normal stresses was proposed, and the hyperbolic function post-peak shear strength model was improved. The peak shear strength obtained from the physical direct shear tests was compared with those calculated using the proposed model, Parton model, and Shen model. The calculation error under low and high normal stress of the proposed method was found to be within an acceptable range. Additionally, when calculating the peak shear strength of a structural plane under high normal stress, applying the calculation method proposed in this study is a better option than applying the other models. Furthermore, although the variation trend of the post-peak shear strength was similar to that of the experimental results, the values obtained using the hyperbolic variation model were too large. The variation trend of the post-peak shear strength obtained using the improved function was essentially consistent with the experimental results, and the calculated values were close to the experimental results. The systematic research on the shear strength calculation model of rock mass structural planes contributes to the theoretical research of rock mass mechanics, and this study can act as a guide for landslide prediction and control projects.
Funder
the open fund of state key laboratory of geohazard prevention and geoenvironment protection
Chongqing Geological Disaster Prevention and Control Center of China
Publisher
Springer Science and Business Media LLC
Reference79 articles.
1. Singh, M. & Seshagiri Rao, K. Empirical methods to estimate the strength of jointed rock masses. Eng. Geol. 77(1–2), 127–137 (2005).
2. Taheri, A. & Tani, K. Assessment of the stability of rock slopes by the slope stability rating classification system. Rock Mech. Rock Eng. 43(3), 321–333 (2010).
3. Tang, Z. C., Huang, R. Q., Liu, Q. S. & Wong, L. N. Y. Effect of contact state on the shear behavior of artificial rock joint. Bull. Eng. Geol. Env. 75(2), 761–769 (2016).
4. Labrie, D. Frictional properties of rocks as a function of rock type, specimen size and confining pressure. In The 51st US Rock Mechanics Symposium. American Rock Mechanics Association (2017).
5. Singh, H. K. & Basu, A. Evaluation of existing criteria in estimating shear strength of natural rock discontinuities. Eng. Geol. 232, 171–181 (2018).
Cited by
4 articles.
订阅此论文施引文献
订阅此论文施引文献,注册后可以免费订阅5篇论文的施引文献,订阅后可以查看论文全部施引文献