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新建隧道爆破施工对既有空洞病害隧道的动力响应分析 被引量:6
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作者 汪波 郭新新 +2 位作者 王志伟 郭德平 李浩彬 《爆破》 CSCD 北大核心 2019年第3期116-123,146,共9页
针对相邻隧道爆破施工中对既有空洞病害隧道带来的不利影响,以既有新岭隧道旁拟建新隧道的具体工程为依托,在充分调研分析既有隧道衬砌背后空洞尺寸及分布的基础上,采用数值分析方法,对不同空洞尺寸(4.45m^2、16.23m^2)、不同分布部位(... 针对相邻隧道爆破施工中对既有空洞病害隧道带来的不利影响,以既有新岭隧道旁拟建新隧道的具体工程为依托,在充分调研分析既有隧道衬砌背后空洞尺寸及分布的基础上,采用数值分析方法,对不同空洞尺寸(4.45m^2、16.23m^2)、不同分布部位(拱顶、拱腰、边墙)及不同围岩级别(Ⅲ、Ⅳ、Ⅴ)下的空洞影响进行研究。研究结果表明:衬砌背后存在空洞,对断面振速V的影响较大,影响区域主要集中在1.0~1.5倍脱空范围,表现出空洞尺寸越大对振速极值和放大效应的影响越大,且对Vy的影响要大于Vx,Vy的最大值、最大放大倍数为10cm/s、2.77倍;对主拉应力分布的影响,表现出空洞区域内衬砌应力增大,空洞附近出现减小,且空洞尺寸越大影响越大,但断面S1应力极值基本维持不变;空洞分布不利部位依次为"拱顶"、"左拱腰"、"右拱腰";既有隧道所处围岩条件越差,振速和应力越大,但放大效应基本不变。 展开更多
关键词 空洞 既有隧道 动力响应
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岭回归在岩体初始地应力场反演中的应用 被引量:5
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作者 蒙伟 何川 +4 位作者 陈子全 郭德平 周子寒 寇昊 吴枋胤 《岩土力学》 EI CAS CSCD 北大核心 2021年第4期1156-1169,共14页
为使反演得到的岩体初始地应力场更加符合实际,提出岩体初始地应力场应采用压缩应力场进行叠加,反演得到边界构造荷载的大小不应过大,反演得到应力场的组成应与实测原位地应力的组成一致。依据多元线性回归相关理论,在岩体初始地应力场... 为使反演得到的岩体初始地应力场更加符合实际,提出岩体初始地应力场应采用压缩应力场进行叠加,反演得到边界构造荷载的大小不应过大,反演得到应力场的组成应与实测原位地应力的组成一致。依据多元线性回归相关理论,在岩体初始地应力场反演中,首先揭示了负回归系数、过大回归系数以及不显著回归系数的原因,即若采用最小二乘法求解回归系数,自变量之间的多重共线性可能会导致负的、过大的以及不显著的回归系数;然后给出了出现多重共线性的来源,即测得原位地应力的范围过窄会导致自变量之间存在多重共线性,以及采用多元多方程表示岩体初始地应力场易导致自变量之间接近完全多重共线性;最后给出了检验以及避免多重共线性的一些方法,并通过斑竹林隧道岩体初始地应力场的反演进行应用,发现在岩体初始地应力场的反演过程中,若自变量之间存在多重共线性,则岭回归可有效替代最小二乘法求解回归系数。 展开更多
关键词 岭回归 多重共线性 初始地应力场 反演 岩体
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模拟岩石中裂纹扩展连接的近场动力学方法 被引量:8
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作者 李铮 郭德平 +1 位作者 周小平 王允腾 《岩土力学》 EI CAS CSCD 北大核心 2019年第12期4711-4721,共11页
脆性岩石材料在压应力作用下常出现两类裂纹:翼型张拉裂纹和次生剪切裂纹。近场动力学是一种新型的无网格数值计算方法。在近场动力学理论中,采用积分形式的控制方程代替微分形式的控制方程使得该数值算法在断裂问题上具有独特的优势。... 脆性岩石材料在压应力作用下常出现两类裂纹:翼型张拉裂纹和次生剪切裂纹。近场动力学是一种新型的无网格数值计算方法。在近场动力学理论中,采用积分形式的控制方程代替微分形式的控制方程使得该数值算法在断裂问题上具有独特的优势。将Mohr-Coulomb准则和最大主应力准则引入非普通"态"基近场动力学理论中,分别用于模拟材料常见的压剪和张拉破坏。这种扩展的非普通"态"基近场动力学可以有效地模拟脆性岩石材料在多种受力状态下的裂纹起裂、扩展和连接问题。通过5个不同的数值算例说明该数值算法在处理脆性岩石材料断裂问题的有效性和准确性。首先,通过模拟含圆孔的弹性板拉伸数值试验说明该数值算法的有效性和准确性。其次,数值模拟了简单三点弯曲试验以及不使用其他外部准则条件下动荷载作用下裂纹的分叉试验,所得结果与其他试验结果或数值结果相吻合,从而验证了该理论的有效性。然后,模拟了包含斜裂纹的巴西圆盘试验,裂纹扩展路径和计算所得的断裂韧度同样吻合于试验结果。最后,模拟了单轴压缩状态下,预制裂纹试样的裂纹扩展和连接问题。将该数值算法与试验结果对比表明,所提出的数值方法可以模拟和预测岩石类材料的张拉和压剪裂纹的起裂、扩展和连接行为。 展开更多
关键词 岩石 近场动力学 裂纹扩展 裂纹连接 裂纹分叉
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Approximate analytical solution for seepage field of drained tunnel in vertically stratified phreatic aquifer 被引量:1
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作者 MENG Wei HE Chuan +5 位作者 WU Fang-yin YANG Wen-bo KOU Hao ZHOU Zi-han guo de-ping MENG Hai-long 《Journal of Mountain Science》 SCIE CSCD 2022年第5期1437-1455,共19页
To explore the water table and water inflow after tunnel excavation in a vertically stratified phreatic aquifer,approximate analytical solutions for the steady-state water table and water inflow of a drained tunnel in... To explore the water table and water inflow after tunnel excavation in a vertically stratified phreatic aquifer,approximate analytical solutions for the steady-state water table and water inflow of a drained tunnel in a vertically stratified phreatic aquifer were obtained based on the Dupuit assumptions and the integral method.By comparing the approximate analytical solutions with numerical solutions,it was found that the relative error of the approximate analytical solution for the water table elevation is less than 10%,and the relative error of the approximate analytical solution for the water inflow is approximately 25%.The sources of the above errors are as follows:(1)At the lateral boundary of water replenishment,the water surface should be tangent to the horizontal line,but the water surface for the approximate analytical solutions has a gradient.(2)At the vertical boundaries near the tunnel,the total head is variable,but the total head for the approximate analytical solutions is assumed to be constant.(3)The Dupuit assumptions are applied in the flow domain near the tunnel.Although the relative errors of the approximate analytical solutions for the water table elevation and water inflow are evident,the lowered water table is reflected in the approximate analytical solutions. 展开更多
关键词 Dupuit assumptions Water table Water inflow Tunnel engineering Equipotential line Integral method
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Analytical solution for steady seepage into a circular deep-buried mountain tunnel with grouted zone in anisotropic strata
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作者 YAN Qi-xiang ZHANG Tian +2 位作者 ZHANG Chuan guo de-ping QING Song-yong 《Journal of Mountain Science》 SCIE CSCD 2022年第10期2987-2998,共12页
Due to the existence of a large number of discontinuous fractures and interfaces in tunnel surrounding rocks,the groundwater inflow into tunnel generally presents significant anisotropy.Therefore,it is of great signif... Due to the existence of a large number of discontinuous fractures and interfaces in tunnel surrounding rocks,the groundwater inflow into tunnel generally presents significant anisotropy.Therefore,it is of great significance to consider the anisotropic permeability when dealing with water gushing-induced engineering accidents in water-rich mountain tunnels with large burial depth.In this study,based on the complex variable method and the seepage flow theory,a theoretical model of water inflow into a deep-buried circular tunnel in a fully saturated,anisotropic and semi-infinite aquifer is developed.The influence of grouted zone,initial support and secondary lining is fully considered.By comparison to the existing analytical methods and numerical results,the reliability of this proposed analytical solution is well validated.It is indicated from the parametric study that the groundwater inflow into tunnel presents an upward trend with an increasing value of the strata permeability in the vertical direction.Moreover,the water inflow rate and the total water head decrease with the growth of the thickness of grouting circle.It is suggested that reasonable grouting thickness and permeability should be controlled to enhance the grouting effect.This study provides a practical method for estimating the water inflow into a deep-buried,grouted and lined mountain tunnel considering the anisotropic strata permeability. 展开更多
关键词 Deep-buried tunnel Analytical solution Groundwater inflow Anisotropic strata Conformal mapping Grouted zone
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