2023
DOI: 10.3390/ma16041401
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Mechanical and Microcrack Evolution Characteristics of Roof Rock of Coal Seam with Different Angle of Defects Based on Particle Flow Code

Abstract: The creation of the natural ceiling rock of the coal seam is rife with fractures, holes, and other flaws. The angle of the defects has a significant influence on the mechanical characteristics and crack evolution of coal seam roof rock. Multi-scale numerical simulation software PFC2D gets adapted to realize the crack propagation and coalescence process in the roof rock of a coal seam with different angles of defects under uniaxial compression. The effect of flaw angles on the micro and macro mechanical charact… Show more

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Cited by 5 publications
(2 citation statements)
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“…Determination of mesomechanical parameters is a prerequisite for numerical simulation using the discrete element method. Based on the macromechanical parameters and damage modes of coal rock obtained from indoor tests, this paper adopts the “trial and error method” to determine the fine mechanical parameters of coal rock specimens Table shows the successfully calibrated mesomechanical parameters of the coal rock that can be used for subsequent simulations, and Figure shows the comparative results of the stress–strain and macroscopic damage modes of the coal rock obtained from the indoor tests and numerical simulations.…”
Section: Experimental and Numerical Detailsmentioning
confidence: 99%
“…Determination of mesomechanical parameters is a prerequisite for numerical simulation using the discrete element method. Based on the macromechanical parameters and damage modes of coal rock obtained from indoor tests, this paper adopts the “trial and error method” to determine the fine mechanical parameters of coal rock specimens Table shows the successfully calibrated mesomechanical parameters of the coal rock that can be used for subsequent simulations, and Figure shows the comparative results of the stress–strain and macroscopic damage modes of the coal rock obtained from the indoor tests and numerical simulations.…”
Section: Experimental and Numerical Detailsmentioning
confidence: 99%
“…To establish the parallel bond model, we need to calibrate its mesoscopic parameters. The mesoscopic parameters include the shape, size, distribution, density, stiffness, etc., of the particles, which directly affect the macroscopic mechanical properties of the model [27,28]. Based on the macroscopic mechanical parameters of the uniaxial compression test, we used the inverse analysis method by adjusting the values of the mesoscopic parameters, to make the stress-strain curve of the model as close as possible to the test curve [29].…”
Section: Numerical Model Establishmentmentioning
confidence: 99%