|
|
|
| Bearing capacity and failure characteristics of roof-inclined pillar-floor assemblies under the dip angle effect |
| ZHU Defu*, WANG Deyu, GAO Peng, GAO Bolong, HU Wenshuo, YAN Chuan, JIA Yongjie, XU Jiabo |
(Key Laboratory of In-situ Property-improving Mining of Ministry of Education, Taiyuan University of Technology,
Taiyuan, Shanxi 030024, China)
|
|
|
|
|
Abstract The variations in shear force induced by the orebody dip angle significantly affect the bearing capacity of pillars. To investigate the bearing characteristics and failure modes of pillars under different dip angles, a series of “roof-inclined pillar-floor” loading tests were designed and conducted. Acoustic emission (AE) monitoring was employed to capture real-time crack evolution signals, while an adaptive denoising algorithm, based on complete ensemble empirical mode decomposition with adaptive noise (CEEMDAN) and permutation entropy (PE), was applied to enhance the signal-to-noise ratio and reliability of the AE signals. By combining AE response characteristics with parameter sensitivity analysis, the mechanism by which the dip angle affects the bearing characteristics and failure modes of the specimens was investigated. The results indicate that the dip angle significantly reduces the bearing capacity of the pillars. As the dip angle increased from 0° to 15°, the average bearing capacities of the three pillar aspect ratios (0.8, 1.0, and 1.5) decreased by 4.28%, 6.49%, and 14.84%, respectively. Furthermore, the higher the aspect ratio, the greater the sensitivity of the bearing capacity to the dip angle. The CEEMDAN-PE adaptive denoising algorithm improved the signal-to-noise ratio by 7.86 dB compared with conventional wavelet denoising, effectively preserving microcrack signals. AF (average frequency)-RA (rise angle) parameter analysis revealed that the proportion of shear failure increased by 4.4%, 3.8%, and 10.4% for the three aspect ratios compared to the 0° dip angle. Both the cumulative ringdown count and cumulative energy increased significantly, with average increases of 145.9% and 90.06%, respectively. These findings reveal that as the dip angle increases, the damage severity of the “roof-inclined pillar-floor” system intensifies, with the failure mode evolving from tension-dominated to combined tensile–shear failure. At 15°, shear failure along a single inclined plane became dominant. Moreover, as the aspect ratio increases, the failure mode becomes increasingly sensitive to the dip angle. These results provide an experimental foundation for the stability assessment of inclined pillars in hard-rock.
|
|
|
|
|
|
[1] PARISEAU W G. Shear stability of mine pillars in dipping seams:arma us rock mechanics/geomechanics symposium[C]// U. S. Rock Mechanics/Geomechanics Symposium. Alexandria,Virginia,USA:American Rock Mechanics Association,1982:1 077–1 090.
[2] SUN L J,YE Y,LUO B. Y,et al. Theoretical analysis for stability evaluation of rock mass engineering structure under combined compression-shear loading:a case study of inclined pillar[J]. Applied Sciences-Basel,2021,11(23):11 439.
[3] XIONG Z P,LI Y H,LI K M,et al. Study on overburden stability control by expandable pillar support for multi-stope mining in a gently inclined thin orebody[J]. Arabian Journal for Science and Engineering,2024,49(4):4 785–4 802.
[4] 吉兴旺. 煤层残采区下铝土矿开采覆岩变形协调关系研究[硕士学位论文][D]. 太原:太原理工大学,2023.(JI Xingwang. Study on deformation coordination relationship of overlying strata in bauxite mining under residual mining area of coal seam[M. S. Thesis][D]. Taiyuan:Taiyuan University of Technology,2023.(in Chinese))
[5] 李凤浩,霍彦萌. 山西铝土矿矿床成因及古地理环境分析[J]. 世界有色金属,2020,(21):95–96.(LI Fenghao,HUO Yanmeng. Analysis on genesis and paleogeographic environment of bauxite deposit in Shanxi Province[J]. World Nonferrous Metals,2020,(21):95–96.(in Chinese))
[6] WANG X R,YANG T H,GUAN K,et al. Stability evaluation of multi-pillar and roof system based on instability theory[J]. Rock Mechanics and Rock Engineering,2022,55(3):1 461–1 480.
[7] WANG X R,GUAN K,YANG T H,et al. Instability mechanism of pillar burst in asymmetric mining based on cusp catastrophe model[J]. Rock Mechanics and Rock Engineering,2021,54(3):1 463–1 479.
[8] LI X S,LIU Z F,YANG S. Similar physical modeling of roof stress and subsidence in room and pillar mining of a gently inclined medium-thick phosphate rock[J]. Advances in Civil Engineering,2021,2021:6686981.
[9] WU Y P,TANG Y P,XIE P S,et al. Stability analysis of ‘roof-coal pillar’ structure in longwall multi-section mining of steeply dipping coal seam[J]. Geomatics Natural Hazards and Risk,2024,15(1):235998.
[10] JESSU K V,SPEARING A,SHARIFZADEH M. Laboratory and numerical investigation on strength performance of inclined pillars[J]. Energies,2018,11(3):3229.
[11] 朱德福,王德玉,于彪彪. 基于离散元–机器学习的铝土矿矿柱强度预测方法[J]. 煤炭学报,2024,49(7):3 038–3 050.(ZHU Defu,WANG Deyu,YU Biaobiao. DEM-ML investigation of bauxite pillar strength prediction method[J]. Journal of China Coal Society,2024,49(7):3 038–3 050.(in Chinese))
[12] 王德玉,朱德福,于彪彪,等. 基于数值模拟–机器学习的缓倾斜铝土矿矿柱承载力预测方法[J]. 煤炭学报,2025,50(3):1 511–1 526. (WANG Deyu,ZHU Defu,YU Biaobiao,et al. Predicting bearing capacity of gently inclined bauxite pillar based on numerical simulation and machine learning[J]. Journal of China Coal Society,2025,50(3):1 511–1 526.(in Chinese))
[13] SUN L J,LI P C,LI S J,et al. Characterization of dip effect on strength for gently inclined rock pillar[J]. Scientific Reports,2025,15(1):9819.
[14] RASHED G,SLAKER B,SEARS M M,et al. A Parametric study for the effect of dip on stone mine pillar stability using a simplified model geometry[J]. Mining Metallurgy and Exploration,2021,38(2):967–977.
[15] 姜立春,李金柱. 倾斜矿体采空区非对称顶板–矿柱结构体协同承载机理[J]. 中国有色金属学报,2024,34(1):329–343.(JIANG Lichun,LI Jinzhu. Synergistic bearing mechanism of asymmetric roof-pillar structure body in goaf of inclined orebody[J]. The Chinese Journal of Nonferrous Metals,2024,34(1):329–343.(in Chinese))
[16] DAS A J,MANDAL P K,PAUL P S,et al. Assessment of the strength of inclined coal pillars through numerical modelling based on the ubiquitous joint model[J]. Rock Mechanics and Rock Engineering,2019,52(10):3 691–3 717.
[17] 罗斌玉,苏 辕,刘晓云,等. 考虑岩层倾角–围压组合效应的岩石强度行为初探[J]. 岩土力学,2025,46(3):775–788.(LUO Binyu,SU Yuan,LIU Xiaoyun,et al. Preliminary study on the behavior of rock strength considering the combined effects of seam dip and confining pressure[J]. Rock and Soil Mechanics,2025,46(3):775–788.(in Chinese))
[18] HE Q Y,LI Y C,LI D Q,et al. Microcrack fracturing of coal specimens under quasi-static combined compression-shear loading[J]. Journal of Rock Mechanics and Geotechnical Engineering,2020,12(5):1 014–1 026.
[19] 罗斌玉. 压剪荷载下的岩石破坏判据及缓倾斜矿柱强度模型[博士学位论文][D]. 武汉:武汉科技大学,2020.(LUO Binyu. Investigation on rock failure criterion under combined compression-shear load and gently inclined pillar strength model[Ph. D. Thesis][D]. Wuhan:Wuhan University of Science and Technology,2022.(in Chinese))
[20] ZHOU L J,XU S L,SHAN J F,et al. Heterogeneity in deformation of granite under dynamic combined compression/shear loading[J]. Mechanics of Materials,2018,123:1–18.
[21] 赵 菲,孟世卓,刘冬桥,等. 基于声发射信号特征的花岗岩岩爆破坏前兆信息研究[J]. 岩石力学与工程学报,2024,43(11):2 669–2 686.(ZHAO Fei,MENG Shizhuo,LIU Dongqiao,et al. Failure precursor of granite rock burst based on acoustic emission signal characteristics[J]. Chinese Journal of Rock Mechanics and Engineering,2024,43(11):2 669–2 686.(in Chinese))
[22] DU K,LI X F,TAO M,et al. Experimental study on acoustic emission(AE) characteristics and crack classification during rock fracture in several basic lab tests[J]. International Journal of Rock Mechanics and Mining Sciences,2020,132:104 411.
[23] 黄华森,张永发,王超林,等. 基于声发射信号的含孔洞红砂岩多重分形特性和破坏机制分析[J]. 科学技术与工程,2025,25(14):6 023–6 034.(HUANG Huasen,ZHANG Yongfa,WANG Chaolin,et al. Failure mechanism analysis of sandstone with cavity based on acoustic emission spectrum[J]. Science Technology and Engineering,2025,25(14):6 023–6 034.(in Chinese))
[24] 郑庆河,刘方霖,余礼苏,等. 一种结合小波去噪卷积与稀疏Transformer的调制识别方法[J]. 电子与信息学报,2025,47(7):2 361–2 374.(ZHENG Qinghe,LIU Fanglin,YU Lisu,et al. A modulation recognition method combining wavelet denoising convolution and sparse transformer[J]. Journal of Electronics and Information Technology,2025,47(7):2 361–2 374.(in Chinese))
[25] 龙保鑫,滕召胜,孙 彪,等. 一种改进平稳小波去噪与扩展卡尔曼系统辨识的动态称量新方法[J]. 仪器仪表学报,2025,46(3):41–50.(LONG Baoxin,TENG Zhaosheng,SUN Biao,et al. A novel dynamic weighing method integrating improved stationary wavelet denoising and extended Kalman system identification[J]. Chinese Journal of Scientific Instrument,2025,46(3):41–50.(in Chinese))
[26] 岳新博,高 旭,高 阳,等. 基于互补集合经验模态分解的相位敏感光时域反射计系统降噪方法[J]. 红外与激光工程,2025,54(2):144–158.(YUE Xinbo,GAO Xu,GAO Yang,et al. Noise reduction method for phase-sensitive optical time domain reflector system based on empirical mode decomposition of complementary ensemble[J]. Infrared and Laser Engineering,2025,54(2):144–158.(in Chinese))
[27] LI J S,LIAN S L,HUANG Y S,et al. Study on crack classification criterion and failure evaluation index of red sandstone based on acoustic emission parameter analysis[J]. Sustainability,2022,14(9):5 143–5 156.
[28] 罗斌玉,叶义成,曹 中,等. 基于Mohr-Coulomb准则的缓倾斜层状矿床矿柱强度估算及倾角效应[J]. 岩土力学,2019,40(5):1 940–1 946.(LUO Binyu,YE Yicheng,CAO Zhong,et al. Estimation of pillar strength and effect of inclination under gently inclined layered deposits based on Mohr-Coulomb criterion[J]. Rock and Soil Mechanics,2019,40(5):1 940–1 946.(in Chinese)) |
|
|
|