煤炭工程 ›› 2020, Vol. 52 ›› Issue (2): 116-120.doi: 10.11799/ce202002025

• 研究探讨 • 上一篇    下一篇

径高比对细砂岩压缩破坏特征及强度影响研究

李宇翔   

  1. 中煤科工集团西安研究院有限公司
  • 收稿日期:2019-11-18 修回日期:2020-01-28 出版日期:2020-02-10 发布日期:2020-05-11
  • 通讯作者: 李宇翔 E-mail:chineseliyuxiang@qq.com

Study on Influence of Ratio of Diameter to Height on Compressive Failure Characteristics and Strength of Fine Sandstone

  • Received:2019-11-18 Revised:2020-01-28 Online:2020-02-10 Published:2020-05-11

摘要: 以陕北榆神矿区河兴梁井田内的煤层顶板砂岩为研究对象,采用单轴抗压试验,对直径为50mm、径高比为0.5和直径为70mm、径高比为0.7的岩石试样进行了单轴压缩,分析了两种不同径高比完整岩石试件的峰后破坏形式以及端部约束效应在单轴抗压强度试验中对两种不同径高比试件试验结果的影响,验证了将直径为70mm、径高比为0.7的非标准形态岩样单轴抗压强度转换为直径为50mm、径高比为0.5的标准形态岩样单轴抗压强度时单轴抗压强度经验换算公式的适用性。试验结果表明:单轴压缩条件下,0.7径高比完整试件的破坏形态以压裂破坏为主,而0.5径高比完整试件的破坏形态则以剪切破坏为主|端部约束条件相同时,0.7径高比岩样经单轴抗压强度经验换算公式所得的计算值在一定范围内大于0.5径高比标准形态岩样实测单轴抗压强度值|对于细砂岩,将径高比为0.7的非标准形态岩样单轴抗压强度值转换为径高比为0.5的标准形态单轴抗压强度值时,上述公式具有较好的可靠性、可比性和适用性。

关键词: 非标准形态, 强度换算, 破坏形式, 端部约束效应, 相对误差

Abstract: Taking the coal seam roof sandstone in the Hexingliang mine field in the Yushen mining area in northern Shaanxi as the research object, the uniaxial compressive strength test is used to test the rock with a diameter of 50mm, an aspect ratio of 0.5 and a diameter of 70mm and an aspect ratio of 0.7. The uniaxial compression was carried out, and the effects of the post-peak failure modes of two intact rock specimens with different aspect ratios and the end restraint effect on the test results of two different aspect ratio specimens in the uniaxial compressive strength test were analyzed. It was verified that the uniaxial compressive strength of a non-standard morphological rock sample with a diameter of 70 mm and an aspect ratio of 0.7 was converted into a uniaxial compressive strength of a standard morphological rock sample with a diameter of 50 mm and an aspect ratio of 0.5. Applicability of the experience conversion formula. The test results show that under the condition of uniaxial compression, the fracture morphology of the complete specimen with 0.7-diameter height ratio is dominated by fracturing failure, while the failure mode of the complete specimen with 0.5-diameter height ratio is dominated by shear failure; At the same time, the calculated value of the 0.7-axis height ratio rock sample through the uniaxial compressive strength empirical conversion formula is greater than 0.5 diameter-height ratio in a certain range, and the measured uniaxial compressive strength value of the standard morphological rock sample; for fine sandstone, the diameter is high. When the uniaxial compressive strength value of the non-standard morphological rock sample with a ratio of 0.7 is converted to the standard uniaxial compressive strength value with an aspect ratio of 0.5, the above formula has good reliability, comparability and applicability.

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