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深部围岩非规则破裂化的温度效应分析
引用本文:岳?海,苏永华,方砚兵.深部围岩非规则破裂化的温度效应分析[J].水文地质工程地质,2017,0(1):48-56.
作者姓名:岳?海  苏永华  方砚兵
作者单位:湖南大学土木工程学院,湖南 长沙410082
基金项目:国家自然科学基金项目资助(51378195,51578232);湖南省交通科技项目资助(201224)
摘    要:利用FLAC3D中应变软化模型和温度模式建立数值计算模型,考虑初始地应力中温度热应力的修正并以函数的形式嵌入,讨论了非规则破裂化现象中应力及塑性区的特征。考虑地层温度和岩体热力学参数对深部围岩非规则破裂化的影响,分析围岩最大最小应力及塑性区特征。数值分析表明:FLAC3D塑性区图中呈现明显的非规则破裂化现象,而且随着地层温度升高和线膨胀系数增大,深部围岩非规则破裂化趋于严重;线膨胀系数大的围岩受温度影响较大。比热容和导热系数对深部围岩非规则破裂化影响微弱。得到了震荡的最大最小主应力曲线,最大剪应力与塑性区呈现出与最大剪应力理论相似却又不同的关系,即非规则破裂塑性区外边界和最大剪应力曲线的主峰值存在对应关系,但最大剪应力曲线主峰值相对于塑性区外边界存在滞后性。

关 键 词:深部巷道    非规则破裂    温度    热力学参数    FLAC3D
收稿时间:2016-08-01
修稿时间:2016-08-19

An analysis of the temperature effect of irregular failure in deep rock mass
YUE Hai,SU Yonghua,FANG Yanbing.An analysis of the temperature effect of irregular failure in deep rock mass[J].Hydrogeology and Engineering Geology,2017,0(1):48-56.
Authors:YUE Hai  SU Yonghua  FANG Yanbing
Institution:College of Civil Engineering, Hunan University, Changsha, Hunan410082, China
Abstract:Numerical calculation model is set up by using the strain-softening model and the temperature pattern in FLAC3D. Considering the revision in in-situ stress related to the temperature and embedding it in the calculation model in the form of a function, we discuss the stress and the characteristics of the plastic zone of irregular failure. The influence of formation temperature and rock mass thermodynamic parameters on irregular failure in deep rock mass is considered, and the characteristics of the maximum and minimum stress and the plastic zone are analyzed. The plastic zone figure of FLAC3D presents obvious irregular failure. As formation temperature and the linear expansion coefficient increase, the irregular failure in deep rock mass tends to be more serious. The greater the coefficient of linear expansion of rock is, the more it is sensitive to temperature. The influence of specific heat and thermal conductivity on irregular failure in deep rock mass is weak. The shock of the maximum minimum principal stress curve is obtained, and the relationship between the maximum shear stress and the plastic zone is similar but different to the maximum shear stress theory. There is a corresponding relationship between the outer boundary of plastic zone and the main central peak of the maximum shear stress curve, but the main central peak of the maximum shear stress curve is lag relative to the plastic zone boundary.
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