摘要
采用大型隧道渗流模拟试验系统,分析围岩渗透系数、初始水头高度、隧道排水率等因素对围岩渗流场分布、隧道背后水压力的综合影响,给出围岩渗透影响范围、隧道背后水压力的计算公式,并采用数值计算软件对其进行验证。研究表明:隧道排水会对隧道周边局部范围内围岩渗流场产生影响(即围岩渗透影响范围);围岩渗透系数、初始水头高度、隧道排水率均会对围岩渗透影响范围产生影响;围岩渗透影响范围分别与围岩渗透系数、隧道排水率呈正相关关系,且渗透系数对于围岩渗透影响范围的影响较大;围岩渗透影响范围与初始水头高度呈线性正相关关系,且围岩渗透影响范围系数仅与排水率、渗透系数有关,而与初始水头高度无关;围岩渗透影响范围系数、排水率和渗透系数三者呈二次曲面关系;同时,得到了隧道背后平均水压力计算公式;围岩渗透影响范围、隧道背后水压力公式计算结果与FLAC数值模拟计算结果吻合良好,证明提出的公式正确、合理。研究方法与成果对高水压地区隧道结构抗水压设计、施工具有一定的参考指导作用。
With the large testing system for tunnel seepage,experiments were carried out to analyze the influence of the rock permeability coefficient,the initial height of water head and the rates of drainage on the distribution of seepage field in surrounding rock and the water pressure on lining. The calculation formulas for the influencing range of seepage field and water pressure of lining were presented. The obtained results were verified by numerical simulation. The influencing range of seepage field is affected by the permeability coefficient of surrounding rock,the initial height of water head and the rate of tunnel drainage. The analysis of the correlation between the above factors and the influencing range of seepage field by the single variable method proves that the greater the permeability coefficient and the rate of tunnel drainage,the larger the influencing range of seepage field. The effect of permeability coefficient on the influencing range of seepage field is greater than that of the rate of tunnel drainage. There is a linear positive correlation between the influencing range of seepage field and the initial height of water head. The influencing range of seepage field coefficient is related to the rate of tunnel drainage and permeability coefficient,but has nothing to do with the initial height of water head. The influence range of seepage field coefficient,the rate of tunnel drainage and permeability coefficient satisfy the quadratic surface equation. The average water pressure on lining,the influencing range of seepage field and the rate of tunnel drainage also satisfy the quadratic surface equation. The calculation formula for the average water pressure was obtained. The above formulas are in good agreement with the numerical results.
作者
于丽
方霖
董宇苍
王明年
YU Li;FANG Lin;DONG Yucang;WANG Mingnian(School of Civil Engineering,Southwest Jiaotong University,Chengdu,Sichuan 610031,China;Key Laboratory of Transportation Tunnel Engineering,Ministry of Education,Southwest Jiaotong University,Chengdu,Sichuan 610031,China)
出处
《岩石力学与工程学报》
EI
CAS
CSCD
北大核心
2018年第10期2288-2298,共11页
Chinese Journal of Rock Mechanics and Engineering
基金
国家自然科学基金面上项目(51578458)
中国电建勘测设计研究院科研基金项目(P315)~~
关键词
隧道工程
高水压隧道
围岩渗透影响范围
衬砌外水压力
模型试验
数值模拟
tunnelling engineering
high water pressure area
seepage influence scope
external water pressure
model test
numerical simulation