Author:
Wang Weiqin,Ren Jianju,Liu Kaide,Ma Hao,Liu Pan,Yuan Kekuo
Abstract
AbstractSurrounding rock mass fracture characteristics play a significant role in the understanding of the CO2 geological storage and utilization (CGSU) engineering practices in abandoned mines. The combined finite discrete element method (FDEM) shows advantages in simulating fracture and fragmentation of rock-like materials, however, many computational parameters and a lack of basis for accurate values affect the simulation results. For systematic explorations of the influence of the effect of model parameters with different time steps, this study conducted different loading rate specimen tests and unloading rate tests both in laboratory-scale tests and field-scale based on the CUDA-based GPU parallel FDEM program. In laboratory-scale uniaxial compressive strength (UCS) tests, a smaller loading rate ensures a quasi-static loading process and should be below 0.1 ms−1 for simulation. Then, continuous optimization and improvement of the GPU parallel FDEM in tunnel excavation were proposed, and the model parameters reflect the continuous improvement of the simulation results. In the process, the tunnel excavation simulation method with the reduction rate of the opening zone’s Young's modulus in the excavation was performed to investigate the unloading mode and rate by continuing to optimize the GPU parallel FDEM program and model parameters. Besides, the main factor in fracture mode and failure mechanism of the surrounding rock mass also was calibrated. The results indicate that the system kinetic energy of the model is maintained at a small level with the reasonable unloading mode and critical threshold set at a small value, the damping parameters, dissipation mechanism, and excavation fractures are clearer and reasonable, and the computational cost is significantly reduced with GPU parallel FDEM.
Publisher
Springer Science and Business Media LLC
Subject
Economic Geology,General Energy,Geophysics,Geotechnical Engineering and Engineering Geology
Reference56 articles.
1. Euser B et al. (2018) Simulation of fracture coalescence in granite via the combined finite-discrete element method
2. Exadaktylos G, Stavropoulou M (2008) A specific upscaling theory of rock mass parameters exhibiting spatial variability: analytical relations and computational scheme. Int J Rock Mech Min Sci 45:1102–1125. https://doi.org/10.1016/j.ijrmms.2007.11.008
3. Fairhurst CE, Hudson JA (1999) Draft ISRM suggested method for the complete stress-strain curve for intact rock in uniaxial compression. Int J Rock Mech Min Sci Geomech Abstr 36:281–289
4. Farsi A et al. (2017) Does shape matter? FEMDEM estimations of strength and post failure behaviour of catalyst supports. In: International Conference on Particle-Based Methods
5. Feng G, Kang Y, Chen F, Liu Y-W, Wang X-C (2018) The influence of temperatures on mixed-mode (I + II) and mode-II fracture toughness of sandstone. Eng Fracture Mech 189:51–63. https://doi.org/10.1016/j.engfracmech.2017.07.007