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弱胶结地层孔壁围岩力化耦合效应的规律分析
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作者 魏滢滢 《建材与装饰》 2018年第7期135-136,共2页
本文主要通过对弱胶结地层围岩应力分布、力化耦合效应及水化特性等多方面内容的深入分析,从而了解到水化应力、地层孔隙压力及参数强度之间有着密切联系,需构建相对完善的弱胶结地层孔壁围岩应力分布数学模型,创编计算机程序,准确得出... 本文主要通过对弱胶结地层围岩应力分布、力化耦合效应及水化特性等多方面内容的深入分析,从而了解到水化应力、地层孔隙压力及参数强度之间有着密切联系,需构建相对完善的弱胶结地层孔壁围岩应力分布数学模型,创编计算机程序,准确得出不同时间段孔壁围岩应力分布区别,展开针对性对比分析,借此总结出弱胶结地层孔壁围岩力化耦合效应规律,可供参考。 展开更多
关键词 围岩渗透特性 离子化学侵蚀 应力分布数学模型
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Seepage characteristics of a fractured silty mudstone under different confining pressures and temperatures 被引量:13
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作者 FU Hong-yuan JIANG Huang-bin +3 位作者 QIU Xiang JI Yun-peng CHEN Wen ZENG Ling 《Journal of Central South University》 SCIE EI CAS CSCD 2020年第7期1907-1916,共10页
To investigate the influence of confining pressures and temperatures on the seepage characteristics of fractured rocks, seepage tests were conducted on a fractured silty mudstone using a self-developed experimental sy... To investigate the influence of confining pressures and temperatures on the seepage characteristics of fractured rocks, seepage tests were conducted on a fractured silty mudstone using a self-developed experimental system, and the effects of different factors on coefficient of permeability were discussed. The results showed that the increasing confining pressure will gradually decrease the coefficient of permeability, and this process is divided into two stages: 1) the fast decrease stage, which corresponds to a confining pressure less than 30 kPa, and 2) the slow decrease stage, which corresponds to a confining pressure larger than 30 kPa. Unlike confining pressure, an increase in temperature will increase the coefficient of permeability. It is noted that fracture surface roughness will also affect the variation of coefficient of permeability to a certain extent. Among the three examined factors, the effect of confining pressure increases is dominant on fracture permeability coefficient. The relationship between the confining pressure and coefficient of permeability can be quantified by an exponential function. 展开更多
关键词 silty mudstone seepage characteristic confining pressure TEMPERATURE PERMEABILITY
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Permeability and pressure distribution characteristics of the roadway surrounding rock in the damaged zone of an excavation 被引量:7
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作者 Xue Yi Gao Feng +1 位作者 Liu Xingguang Liang Xin 《International Journal of Mining Science and Technology》 SCIE EI CSCD 2017年第2期211-219,共9页
Research on the permeability and pressure distribution characteristics of the roadway surrounding rock in the excavation damaged zone(EDZ) is beneficial for the development of gas control technology. In this study, an... Research on the permeability and pressure distribution characteristics of the roadway surrounding rock in the excavation damaged zone(EDZ) is beneficial for the development of gas control technology. In this study, analytical solutions of stress and strain of the roadway surrounding rock were obtained, in which the creep deformation and strain softening were considered. Using the MTS815 rock mechanics testing system and a gas permeability testing system, permeability tests were conducted in the complete stress-strain process, and the evolution characteristics of permeability and strain were studied over the whole loading process. Based on the analytical solutions of stress and strain and the governing equation of gas seepage flow, this paper proposes a hydro-mechanical(HM) model, which considers three different zones around the roadway. Then the gas flow process in the roadway surrounding rock in three different zones was simulated according to the engineering geological conditions, thus obtaining the permeability and pressure distribution characteristics of the roadway surrounding rock in three different zones. These results show that the surrounding rock around the roadway can be divided into four regions-the full flow zone(FFZ), flow-shielding zone(FSZ), transitive flow zone(TFZ), and in-situ rock flow zone(IRFZ). These results could provide theoretical guidance for the improvement of gas extraction and gas control technology. 展开更多
关键词 Roadway Excavation damaged zone Viscoelastic-plastic analysis Gas flow model Permeability
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