School of Mining, Liaoning Technical University, Fuxin, China.
School of Mechanics and Engineering, Liaoning Technical University, Fuxin, China.
PLoS One. 2024 Jun 11;19(6):e0305244. doi: 10.1371/journal.pone.0305244. eCollection 2024.
The moving deformation of the strata and the redistribution of stope stress after mining show asymmetrical characteristics, which do not conform to the symmetrical structural characteristics of the original rock beam fracture. To further analyze the deformation of rock beams and the asymmetry law of stope pressure distribution after strata caving, the detailed process of instability and deformation of composite rock beams before failure was revealed through similar material simulation, theoretical analysis, and numerical simulation. Through similar simulation experiments, the structural characteristics of strata caving were observed. After excavation, the caving angle near the open-off cut side of the model is greater than that on the stop-mining line side. The maximum bending moment of the rock beam is located at the open-off cut side. The rock beam fracture is located on the partial open-off cut side in the middle of the rock beam. The rock beam on the open-off cut side is easy to shear slip and not easy to hinge. The rock beam in front of the advancing direction of the working face is easily hinged. Based on the structural characteristics of strata caving, considering the thickness of the composite rock beam, the two-hinged arch mechanical model for rock beam fracture is established. On this basis, the key parameters of rock beam instability and fracture such as limit load, additional horizontal stress, limit break distance, and break position are analyzed. Based on the deformation characteristics of two hinged arches, the caving structure and the asymmetric distribution mechanism of stress redistribution during the deformation of overburden in stope are explained. Finally, the deformation of rock beam and the asymmetry of stress distribution in stope are verified by numerical calculation. The results show that the concentrated stress value of the coal pillar at the open-off cut side is greater than that in front of the working face. There is a pressure relief area behind the working face, and the pressure relief area has a certain range. The range of stress concentration area, pressure relief area, and stress value tend to be stable, and only the range of the original rock stress zone expands when the working face is advanced to a certain distance. The asymmetric distribution of compaction stress in goaf is related to the buckling deformation of strata.
地层移动变形和采后采空区应力再分布表现出不对称特征,不符合原岩梁断裂的对称结构特征。为了进一步分析岩层弯曲变形和采空区压力分布的非对称性规律,采用相似材料模拟、理论分析和数值模拟的方法,揭示了复合岩梁失稳破坏前的详细变形过程。通过相似模拟实验,观察到了地层垮落的结构特征。在模型的开切眼侧,垮落角大于停采线侧。岩梁的最大弯矩位于开切眼侧。岩梁断裂位于岩梁中部的局部开切眼侧。开切眼侧的岩梁易发生剪切滑移,不易发生铰接。工作面推进方向前方的岩梁易发生铰接。基于地层垮落的结构特征,考虑复合岩梁的厚度,建立了岩梁断裂的双铰拱力学模型。在此基础上,分析了岩梁失稳断裂的关键参数,如极限荷载、附加水平应力、极限断裂距离和断裂位置等。基于双铰拱的变形特征,解释了采空区冒落结构和覆岩变形过程中应力重新分布的非对称性机制。最后,通过数值计算验证了岩梁的变形和采空区的应力分布非对称性。结果表明,开切眼侧煤柱的集中应力值大于工作面前方的集中应力值。工作面后方存在卸压区,卸压区有一定范围。应力集中区、卸压区和应力值的范围趋于稳定,只有当工作面推进到一定距离时,原岩应力区的范围才会扩大。采空区压实应力的非对称性分布与地层的弯曲变形有关。