Cracking Processes in Rock-Like Material Containing a Single Flaw Under Uniaxial Compression: A Numerical Study Based on Parallel Bonded-Particle Model Approach
By Xiao-Ping Zhang, L. N. Wong. Rock Mechanics and Rock Engineering, 2011
609 citations recorded by the source corpus.
Subfields: Management, Monitoring, Policy and Law, Materials Chemistry, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/5f51319c675df234c343a35202c61115e017846f
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In Management, Monitoring, Policy and Law
In Materials Chemistry
In Mechanics of Materials
Citations in the corpus
- Three-dimensional numerical study on the failure characteristics of intermittent fissures under compressive-shear loads (2018, methodology): “For the discrete numerical method, cracking particle method (CPM) [43, 44, 50], virtual internal bond method (VIBM) [74] and distinct lattice spring method (DLSM) [77], numerical manifold method (NMM) [28, 39, 55, 70, 71], discontinuous deformation analysis (DDA) [22, 55], discrete element method (D”
- The 3D Numerical Simulation for the Propagation Process of Multiple Pre-existing Flaws in Rock-Like Materials Subjected to Biaxial Compressive Loads (2016, methodology): “The particle flow code (PFC) is a type of DEM, which is commercially available and is currently applied to solve crack problems (Yoon 2007; Lee and Jeon 2011; Zhang and Wong 2012).”
- Numerical Simulation of Crack Growth and Coalescence in Rock-Like Materials Containing Multiple Pre-existing Flaws (2015, methodology): “The particle flow code (PFC) is a type of DEM, which is commercially available and has been applied to solve crack problems (Yoon 2007; Lee and Jeon 2011; Zhang and Wong 2012).”
- Loading rate effects on cracking behavior of flaw-contained specimens under uniaxial compression (2013, background): “2) and parameters (Table 2) are generally in accordance with those of our previous studies (Zhang and Wong 2012a,b), which are in turn comparable with those of the physical test for a rock-like material (gypsum) (Wong 2008; Wong and Einstein 2009a,b,c).”
- A new contact model to improve the simulated ratio of unconfined compressive strength to tensile strength in bonded particle models (2014, methodology): “The bonded particle model (BPM) has been used by many researchers to study the mechanical behavior of rocks [1–13].”