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考虑Hoek-Brown破坏准则的圆形隧道支护结构内力分析 被引量:4
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作者 杜佃春 郭鹏 《铁道科学与工程学报》 EI CAS CSCD 北大核心 2022年第8期2330-2338,共9页
现有研究中,可高效地给出考虑Hoek-Brown破坏准则的圆形隧道衬砌结构内力分布规律的研究方法较少。为探究考虑Hoek-Brown破坏准则时的圆形隧道支护结构内力分布规律,基于超静定响应法,通过将Hoek-Brown破坏准则中的岩石强度参数转化为等... 现有研究中,可高效地给出考虑Hoek-Brown破坏准则的圆形隧道衬砌结构内力分布规律的研究方法较少。为探究考虑Hoek-Brown破坏准则时的圆形隧道支护结构内力分布规律,基于超静定响应法,通过将Hoek-Brown破坏准则中的岩石强度参数转化为等效Mohr-Coulomb强度参数,给出考虑Hoek-Brown破坏准则的圆形隧道支护结构内力计算方法。通过将本文方法所得结果与经典解析解答进行对比,验证方法的有效性。利用给出的弯矩和轴力的计算表达式,探究了不同的隧道埋深H,不同的岩石无侧限抗压强度σci和地质强度参数GSI对隧道支护结构内力分布的影响规律。研究发现:参数H,σci和GSI对圆形衬砌结构内力影响较大,衬砌结构的弯矩和轴力值随H的增加而增长,但随σci和GSI的增加而减小;隧道开挖后岩石完整越好,围岩的整体自稳定性越好,使得衬砌结构内力越小。衬砌结构弯矩绝对值的最大值出现在隧道拱顶、侧墙和拱底处,而轴力绝对值的最大值仅出现在侧墙处。给出的方法既可为隧道设计初期支护结构的力学行为分析提供参考,又能为在服从Hoek-Brown破坏准则的岩体中开挖的圆形隧道支护结构设计提供理论参考。 展开更多
关键词 Hoek-Brown破坏准则 圆形隧道 结构内力 超静定响应法 等效Mohr-Coulomb强度参数
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Effect of surcharge loading on horseshoe-shaped tunnels excavated in saturated soft rocks 被引量:4
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作者 Dianchun Du Daniel Dias Ngocanh Do 《Journal of Rock Mechanics and Geotechnical Engineering》 SCIE CSCD 2020年第6期1339-1346,共8页
Underground facilities are usually constructed under existing buildings,or buildings are constructed over existing underground structures.It is then imperative to account for the current overburden loads and future su... Underground facilities are usually constructed under existing buildings,or buildings are constructed over existing underground structures.It is then imperative to account for the current overburden loads and future surface loadings in the design of tunnels.In addition,tunnels are often constructed beneath the groundwater level,such as cross-river tunnels.Therefore,it is also important to consider the water pressure impact on the tunnel lining behaviour.Tunnels excavated by a conventional tunnelling method are considered in this paper.The hyperstatic reaction method(HRM)is adopted in this study to investigate the effect of surcharge loading on a horseshoe-shaped tunnel behaviour excavated in saturated soft rocks.The results obtained from the HRM and numerical modelling are in good agreement.Parametric studies were then performed to show the effects of the water pressure,surcharge loading value and its width,and groundwater level on the behaviour of the horseshoe-shaped tunnel lining,in terms of internal forces and displacements.It displays that the bending moment,normal forces and radial displacements are more sensitive to the water pressure,surcharge loading and groundwater level. 展开更多
关键词 Surcharge loading Horseshoe-shaped tunnel hyperstatic reaction method(HRM) Saturated soft rocks
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Mechanical Behavior and Shape Optimization of Lining Structure for Subsea Tunnel Excavated in Weathered Slot 被引量:2
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作者 李鹏飞 周晓军 《China Ocean Engineering》 SCIE EI CSCD 2015年第6期875-890,共16页
Subsea tunnel lining structures should be designed to sustain the loads transmitted from surrounding ground and groundwater during excavation. Extremely high pore-water pressure reduces the effective strength of the c... Subsea tunnel lining structures should be designed to sustain the loads transmitted from surrounding ground and groundwater during excavation. Extremely high pore-water pressure reduces the effective strength of the country rock that surrounds a tunnel, thereby lowering the arching effect and stratum stability of the structure. In this paper, the mechanical behavior and shape optimization of the lining structure for the Xiang'an tunnel excavated in weathered slots are examined. Eight cross sections with different geometric parameters are adopted to study the mechanical behavior and shape optimization of the lining structure. The hyperstatic reaction method is used through finite element analysis software ANSYS. The mechanical behavior of the lining structure is evidently affected by the geometric parameters of crosssectional shape. The minimum safety factor of the lining structure elements is set to be the objective function. The efficient tunnel shape to maximize the minimum safety factor is identified. The minimum safety factor increases significantly after optimization. The optimized cross section significantly improves the mechanical characteristics of the lining structure and effectively reduces its deformation. Force analyses of optimization process and program are conducted parametrically so that the method can be applied to the optimization design of other similar structures. The results obtained from this study enhance our understanding of the mechanical behavior of the lining structure for subsea tunnels. These results are also beneficial to the optimal design of lining structures in general. 展开更多
关键词 subsea tunnel lining structure shape optimization safety factor hyperstatic reaction method
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Hyperstatic reaction method for calculations of tunnels with horseshoe-shaped cross-section under the impact of earthquakes
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作者 Thanh Nguyen Chi Gospodarikov Alexandr 《Earthquake Engineering and Engineering Vibration》 SCIE EI CSCD 2020年第1期179-188,共10页
Tunnels are now an integral part of the infrastructure in major cities around the world. For many reasons, these tunnels have horseshoe-shaped cross-sections with round top and flat bottom. This paper presents some im... Tunnels are now an integral part of the infrastructure in major cities around the world. For many reasons, these tunnels have horseshoe-shaped cross-sections with round top and flat bottom. This paper presents some improvements to the use of the Hyperstatic Reaction Method-HRM for analysing tunnels with horseshoe-shaped cross-sections when these tunnels operate under the influence of earthquakes, particularly in cases when the tunnel lining is a continuous lining. The analysis used parameters of a tunnel from the Hanoi metro system, as well as parameters of the strongest earthquake that may occur in the central Hanoi area in the improved HRM and 2 D numerical methods using the ABAQUS software. On the basis of the results obtained, the paper gives conclusions about the HRM methodology when it is used to calculate tunnels that have horseshoe cross-sections operating under the influence of earthquakes. 展开更多
关键词 hyperstatic reaction method earthquake horseshoe cross-section impact tunnel
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