用户名: 密码: 验证码:
水电站地下厂房开挖爆破数值模拟与研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
在水利水电工程建设中,地下工程开挖占有重要地位。诸如:导流洞、引水洞、交通洞、试验平洞、灌浆洞以及水电站地下厂房洞室群开挖等。由于我国能源、交通、国防发展的需要,特别是水电能源的开发,使得大型和超大型地下工程规模已成为发展的主要方向。伴随着装机容量的增大,地下厂房及相关洞室的规模越来越大,以大跨度、高边墙、多交叉以及结构复杂为特征。大型复杂地下厂房洞室群的开挖,势必引起洞室群围岩位移场和应力场的调整,过大的变形和应力集中都会造成围岩的破坏,对洞室的稳定产生影响。另一方面,钻爆法仍然是地下工程开挖的主要施工方法,围岩在动态荷载作用下的振动响应也是一个不可忽视的问题。因此,长期以来,大型水电站地下洞室围岩稳定性评价一直是工程界研究的重要课题。
     本文的主要工作分为以下三个方面:首先从洞室群的开挖,导致围岩应力场重新分布影响洞室群稳定性出发,采用FLAC~(3D)建立了数值模型,模拟施工开挖过程,研究了复杂洞室群围岩的开挖变形形态和应力状态,分析了围岩塑性区分布及地下厂房洞室群围岩的稳定性,并对主厂房、主变室、调压井顶拱进行了加固处理;其次,在爆破荷载对围岩稳定影响的数值模拟计算方法方面,目前的研究工作大多是使用二维有限元数值计算方法,而LS-DYNA3D大型有限元系统为解决三维非线性问题提供了可能,目前己能应用于弹塑性问题处理爆炸冲击荷载对结构的破坏等,因此本文引入三维动力有限元方法,进行了数值建模分析,计算出不同爆破方式、不同爆破部位产生的以及邻近爆破施工所产生的爆破振动作用下,地下厂房洞室群围岩结构的动应力场、速度场和位移场的分布规律;对各种因素如何影响洞室群围岩稳定问题进行了深入的理论分析和定量计算,并将它们与实际爆破施工相结合,得出了若干结论。最后,针对性的讨论了近区应力波振动效应、中远区振速高程放大效应、计算结果与实测数据对比分析,参数敏感性分析等一系列重大技术问题。本文结合数值分析的成果,探讨了在地下工程的洞室群开挖中,两类安全问题,为今后的实际工程提供借鉴和参考。
In the construction of many huge hydroelectric engineering, there are many underground engineering such as diversion tunnel, access tunnel, test direct tunnel, grouting tunnel, large-scale underground cavern group and so on.Because of development of energy,traffic and national defense, especially, the development of hydropower, make the scale of large-scale and ultra large-scale underground project already become the main direction of development. With the increase of the capacity of hydropower station, the scale of underground powerhouse and the relevant cavern group are larger and larger, characterized of large span, high sidewall, multiple cross-over and structure-complicated, large-scale underground cavern group excavation, certainly will cause adjustments of deformation fields and stress fields of surrounding rocks of underground cavern group,excessive large deformation and stress concentration will also fail surrounding rocks of underground cavern group, influence on cavern group stability. On the other hand, drilling and blasting are main construction method of the underground project excavation, it can't be ignored that the vibration response of surrounding rocks on dynamical loads. So, for a long time, it has been an important subject that the surrounding rocks stability evaluation of large-scale power station in geotechnical engineering.The works of this article include three parts as followed :Firstly, As view from the cavern group excavation causes surrouding rock stress redistribution influence stability of cavern group,this paper build numerical model by three-dimension fast Lagrangian moethod (FLAC~(3D)) ,the pattern of deformation caused by excavation and stress state in surrounding rocks of the chamber group under complex conditions are researched.The distribution of plastic areas and stability of surrounding rocks are analyzed. And the bolting is performed to support the vault of main power house, main substation,surge shaft.Secondly,considering it mainly make research by means of the two dimension FEM in the passing research in numerical simulation of the stability of surrounding rocks under blasting vibration loads ,and now the commercial FEM analysic software LS-DYNA3D can solve the three-dimension non-linear structure's dynamic questions,so by means of the software,this paper introduce three-dimension elastic-plastuc dynamic FEM to dynamic calculation of blasting and analyzes stablity of surrounding rocks under blasting vibration loads, calculate the laws of stress field,velocity field and displacement field of surrounding rocks on condition of various blasting method,various blasting
    postion and near blasting.Finally, Stress wave vibration effect in near, the magnifying effect of velocity along the height of rock in the far field, result of calculation and survey datum comparision and analyse, parameter sensitivity that a series of great technological questions are analyzed. This paper results of combination numerical analysis, has discussed two kinds of safe problems in the cavern group excavation of underground engineering, offer reference for the practical project in the future.
引文
[1] 张正宇.现代水利水电工程爆破.中国水利水电出版社,2003.4
    [2] 陶振宇.试论岩石力学的最新进展.力学进展,1992,22(2):161~172
    [3] 王泳嘉、冯夏庭.关于计算岩石力学发展的几点思考.岩土工程学报1996 8(4):103~104
    [4] 杨志法.关于岩石力学当前发展战略的一些看法.岩土工程学报,1994,16(1)
    [5] 孙钧.岩石力学在我国的若干进展.西部探矿工程,1998,11(1):1~5
    [6] 周维垣.岩体力学数值计算方法的现状与展望.岩石力学与工程学报1993.12(1)84~88
    [7] 李瑞、任清文、许传华等.地下工程围岩稳定性分析方法研究进展.金属矿山.2003.320(2):34~37
    [8] [美]鲍亦兴、毛昭宙.弹性波的衍射与动应力集中.1993年第一版.科学技术出版社.
    [9] 王明洋、钱七虎,爆炸应力波通过节理裂隙带的衰减规律,岩土工程学报。1995,13(4):334~342
    [10] 孙钧、吴逸群.岩土介质中应力波传播问题的有限元分析.岩土工程学报.1984(1).
    [11] 舒大强、何蕴龙、董振华.岩质高边坡开挖爆破震动荷载及其对边坡稳定性影响的研究.工程爆破.1996.12(6)
    [12] 卢文波、赖世骧、舒大强等.关于爆破震动速度和加速度等效性问题的讨论.爆破.2000.7(17)
    [13] 于学馥等.地下工程围岩稳定分析.煤炭工业出版社.1983
    [14] 陶振宇、朱焕春.岩石力学的地质与物理基础.中国地质大学出版社,1996
    [15] 于学馥,郑颖人,地下洞室围岩稳定分析.煤炭工业出版社,1983
    [16] 龚小南.土塑性力学.杭州:浙江大学出版社,1997
    [17] 易达.岩体初始应力场反演分析研究(硕士论文).武汉大学,2002
    [18] 陈明祥.弹塑性力学.武汉大学,2001.10
    [19] 俞裕泰、肖民,大型地下洞室围岩稳定三维弹塑性有限元分析,岩石力学与工程学报,Vol.6 No.1 1987
    [20] 郑雨天.岩石力学的弹塑粘性理论基础.北京:煤炭工业出版社
    [21] 金丰年,钱七虎.隧洞开挖的三维有限元计算.岩石力学与工程学报,Vol.15 No.3 1995
    [22] J.C.耶格,N.G.W.库克:岩石力学基础,北京:科学出版社,1981
    [23] 张天宝.地下洞室群围岩稳定性分析(硕士论文).浙江大学,2001
    [24] 杨善元,岩石爆破动力学基础,煤炭工业出版社,1993.4
    [25] 龙滩水电站输水发电系统布置设计及研究.红水河.2001.20(2):25~26
    [26] Itasca Consulting Group Inc. FLAC-3D fast Lagrangian analysis of continua in 3 dimensions version 2.0[R]. USA: Itasca Consulting Group Inc. 1997
    [27] 寇晓东,周维垣.三维快速拉格朗日法及其在拱坝稳定分析中的应用[J].水利水电技术.2000.31(7):4~7
    [28] 邬爱清,徐平,徐春敏等.上下工程地下厂房围岩稳定性研究[J].岩石力学与工程学报,2001,20(5):690~695
    [29] 徐平,张风,周述达.三峡工程地下厂房洞室群围岩稳定性及加固效果数值分析[J].岩石力学与工程学报,200,19(增):952~956
    [30] 张玉军,朱维申.三峡工程船闸搞边坡锚杆(索)加固有限元计算[J].岩土力学,1997,18(1):1~6
    [31] 邬爱清,郭玉.二滩水电站导流洞隧洞围岩锚杆支护实践研究[J].人民长江,1995,26(3):7~11
    [32] 寇晓东,周维垣,杨若琼.FLAC-3D进行三峡船闸高边坡稳定分析[J].岩石力学与工程学报,2001,20(1):6~10
    [33] 李昌彩,王云清,谢军兵.清江水布垭导流洞工程开挖方案分析[J].岩石力学与工程学报,2002,21(7):1068~1071
    [34] 丁秀丽,盛谦,邬爱清等.水布垭枢纽地下厂房施工开挖与加固的数值模拟[J].岩石力学与工程学报,2002,21(增):2162~2167
    [35] 吴新霞、张正宇、赵根.红水河龙滩水电站地下厂房开挖爆破振动破坏特性研究报告.长江水利委员会长江科学院,2004
    [36] ANSYS China 2002用户年会论文集.美国ANSYS公司北京办事处,2002
    [37] 美国ANSYS公司北京办事处.ANSYS动力学分析指南.1999年第一版.
    [38] 张汝清,董明 结构计算程序设计.重庆出版社.1988.377~379
    [39] 张楚汉,杜修力,王进延.瑞利阻尼介质有限元离散模型动力分析的数值稳定性.地震工程与工程振动.2002(6):4~7
    [40] Zhang Chuhan, O.A.Pekau and Jin Feng Application of FE-BE-IBE coupling to dynamic interaction between alluvial soil and rock canyons[J] quake Engineering and Structural Dynamics 1992 21 (5) 367-385
    [41] 张雪亮等,爆破地震效应,1981年第一版,地震出版社,2~32
    [42] 刘刚.邻近爆破作用下竖井动力响应的数值分析(硕士论文).武汉大学,2003
    [43] 哈努卡耶夫著,刘殿中译.矿岩爆破物理过程.北京,冶金工业出版社,1989
    [44] 王文龙著,钻眼爆破,煤炭工业出版社1984
    [45] 喻胜春.爆破振动作用下影响中隔墩动态响应的因素分析(硕士论文).武汉大学.2001.
    [46] 易长平.爆破振动作用下的新浇混凝土衬砌结构动态分析(硕士论文).武汉大学.2001.
    [47] 陶颂霖.爆破工程.1979年第一版.冶金工业出版社卢文波、王进攻.爆源中远区的爆破振动场模拟.爆破.1996.9(13)
    [48] 王勖成、邵敏.有限单元法基本原理和数值方法.1997年第二版.清华大学出版社.
    [49] 贾光辉.爆破过程中有关应力波传播问题探讨.爆破.2001(1).
    [50] 朱传云、喻胜春、易长平.爆炸荷载作用下中隔墩应力场的影响因素分析.岩土力学.2001.Vol.22 No.1 21~25
    [51] 王国强.使用工程数值模拟技术及其在ANSYS上的实践[M].2000年第一版.西北工业大学出版社.
    [52] J.亨利奇.爆炸动力学及其应用[M].1987年第一版.科学出版社.
    [53] Livermore Software Technology Corporation, LS-DYNA THEORETICAL MANUAL, May 1998
    [54] Hallquist J O. LS-DYNA3D User's Manual. Llvermore Software Technology Corporation, Livermore, 1997.
    [55] Hallquist J O. LS-DYNA3D Theoretical Manual. LSTC, Livermore, 1997.
    [56] John D.Rield, Ph. D., LS-DYNA EXAMPLES MANUAL, March 1998, Version 960, Department of Mechanical Engineering University of Nebraska-Lincoln, Livermore Software Technology Corporation
    [57] Person, P.-A.; Holmberg, R.; Lee, J. Rock blasting and explosives engineering, International Jou?al of Rock Mechanics and Mining Sciences & Geomechanics Abstracts Volume: 32, Issue: 6, September, 1995, pp. 278A
    [58] Cai, Desuo; Zhang, Jichun; Liu, Haowu, Numerical simulation and application of blasting damage of bed rock mass, Geomechanics Abstracts Volume: 1997, Issue: 5, September 10, 1997, pp. 321
    [59] D.R.J.OWEN,E.HINTON,Finite Elements in Plasticity:Theory and Pratice, 1980,Pineridge Press Limited Swansea, U.K
    [60] Nelson,I.Numercal Solution of Problems Invloving Explosive Loading,Proc, DMSR, Karlsruhe, FRG (2),1997,239~297
    [61] Carlj.Costantino,A.M.ASCE, Finite Elements Approach to Stress Wave Problems, Journal of The Engineering Mechanics Division,153~176
    [62] Shastri. S. M., Malumdar, S. (1982), A Dynamic Finite Element Analysis of Strress Wave Propagation And Rock Fragmentation in Blasting.Proc.4 Int.Conf. Number. Meth.in Geomech.A.A.Balkema,437~447

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700