1. Time effect and prediction of broken rock bulking coefficient on the base of particle discrete element method
- Author
-
Ziheng Sha, Sifei Liu, Fanfei Meng, Hideki Shimada, Takashi Sasaoka, Hai Pu, and Tumelo K. M. Dintwe
- Subjects
Bulking coefficient ,0211 other engineering and technologies ,Energy Engineering and Power Technology ,02 engineering and technology ,Deformation (meteorology) ,Viscoelasticity ,Physics::Geophysics ,Stress (mechanics) ,020401 chemical engineering ,Geochemistry and Petrology ,Geotechnical engineering ,0204 chemical engineering ,021101 geological & geomatics engineering ,Mining engineering. Metallurgy ,TN1-997 ,Broken rock ,Geotechnical Engineering and Engineering Geology ,Overburden pressure ,Discrete element method ,Overburden ,Creep ,Time effect ,Particle discrete element model ,Gangue ,Deformation prediction ,Geology - Abstract
Bulking characteristics of gangue are of great significance for the stability of goafs in mining overburden in the caving zones. In this paper, a particle discrete element method with clusters to represent gangue was adopted to explore the bulking coefficient time effect of the broken rock in the caving zone under three-dimensional triaxial compression condition. The phenomena of stress corrosion, deformation, and failure of rock blocks were simulated in the numerical model. Meanwhile, a new criterion of rock fragments damage was put forward. It was found that the broken rock has obvious viscoelastic properties. A new equation based on the Burgers creep model was proposed to predict the bulking coefficient of broken rock. A deformation characteristic parameter of the prediction equation was analyzed, which can be set as a fixed value in the mid- and long-term prediction of the bulking coefficient. There are quadratic function relationships between the deformation characteristic parameter value and Talbot gradation index, axial pressure and confining pressure.
- Published
- 2021