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岩石边坡裂隙渗流的流形元模拟
引用本文:刘红岩,王新生,秦四清.岩石边坡裂隙渗流的流形元模拟[J].力学学报,2008,16(1):53-58.
作者姓名:刘红岩  王新生  秦四清
作者单位:中国地质大学(北京)工程技术学院 北京 100083; 河南理工大学人事处 焦作 454000; 中国科学院工程地质力学重点实验室 北京 100029; 青岛市勘察测绘研究院 青岛 266033
基金项目:中国博士后科学基金(20060400498).
摘    要:为了能够更好地考虑裂隙渗流在岩石边坡破坏中的作用,在考虑裂纹扩展的数值流形方法程序基础上,从最小势能原理出发,阐述了渗流与变形的耦合作用机理并推导了相应的耦合方程,在程序中实现了对渗流与断裂的模拟。最后利用该程序对含初始裂隙的岩石边坡在渗流作用下的破坏过程进行了模拟。模拟结果很好地再现了边坡在渗流作用下的实际破坏过程。同时通过对裂纹扩展过程中应力强度因子的计算发现,第一应力强度因子始终大于第二应力强度因子,且随着计算时间增加,二者的差值逐渐增大,裂纹扩展以Ⅰ型为主。

关 键 词:岩石边坡  裂隙渗流  数值流形方法  块体运动  变形耦合  应力强度因子
收稿时间:2007-01-04
修稿时间:2007-08-09

NUMERICAL SIMULATION OF CRACK SEEPAGE IN ROCK SLOPE WITH MANIFOLD METHOD
LIU Hongyan,WANG Xinsheng,QIN Siqing.NUMERICAL SIMULATION OF CRACK SEEPAGE IN ROCK SLOPE WITH MANIFOLD METHOD[J].chinese journal of theoretical and applied mechanics,2008,16(1):53-58.
Authors:LIU Hongyan  WANG Xinsheng  QIN Siqing
Institution:College of Engineering &|Technology, China University of Geoseiences (Beijing), Beijing 100083; Personnel Department of Henan Polytechnic University, Jiaozuo 454000; Key Laboratory of Engineering Geomechanics, Institute of Geology and Geophysics, Chinese Academy of Sciences, Beijing 100029; Qingdao Geotechnical Investigation & Surveying Institute, Qingdao 266033
Abstract:In order to perfectly consider the role of crack seepage in rock slope failure, on basis of numerical manifold method program with the function of crack propagation, the coupling mechanism of seepage and deformation is illustrated and the corresponding coupling equations are deduced from the viewpoint of minimum potential energy principle. The simulation of seepage and fracture is implemented in the program. This program is used to simulate the failure of rock slope with an initial crack under seepage load. The results show that the crack begins to propagate under the initial water pressure, and gradually runs through the rockmass to form the block. Therefore, the block breaks away the original rockmass under the action of gravity. Meanwhile, from the calculation of the stress intensity factor (SIF) in the crack propagation, it can be seen that the first SIF value is always larger than the second one. With calculation time going on, the difference between them becomes larger. Hence, the crack propagation is mainly the type Ⅰ mode.
Keywords:Rock slope  Crack seepage  Numerical manifold method  Block movement  Deformation coupling  Stress intensity factor
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