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地下结构地震响应及其与地表建筑的影响研究
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摘要
以往的震害表明,地铁地下结构一旦遭受地震破坏,将会给地震应急和震后修复工作带来极大的困难。1995年日本阪神地震中地铁地下结构遭受到严重的破坏,人们逐渐认识到地下结构的抗震性能并没有想象的那样良好。当前我国已经进入了地铁工程建设的黄金时代,地铁工程已然成为城市生命线的重要组成部分,其抗震问题也因此成为城市工程抗震和防震减灾研究的重要内容。地铁车站的位置大都选在繁华的商业区、场馆聚集区以及居民住宅小区附近,地铁车站的附近多为已经建成的建筑。大型地下地铁车站结构的存在,结构界面对地震波的散射和反射改变了地震波的传播,从而影响邻近地表建筑的地震响应;地表建筑物振动时产生的波动场和附加应力场对地基产生扰动,地基中地下结构的地震响应也必然会发生变化。因此,本文主要研究了地下车站结构的地震响应动力特性,以及地下车站结构和地表建筑在地震作用下的相互影响特性。主要研究内容如下:
     (1)采用差分进化算法对基于Davidenkov骨架曲线的土体非线性粘弹性本构模型进行参数拟合,并将该本构模型通过二次开发接口嵌入到ABAQUS软件中,同时把混凝土损伤塑性本构模型引入的计算中,这为地下结构的动力材料非线性分析做好理论基础;最后基于相位差谱理论合成了单点人工地震波。
     (2)基于地铁建设中经常采用的两层三跨岛式地铁车站为研究对象,对该地铁车站进行了非线性地震响应分析,给出了车站结构在不同地震波作用下的相对位移、水平加速度、反应谱、车站结构内力等响应结果,并归纳了地铁车站地震响应的特点。同时,也研究了土-结构接触面特性、土体刚度、车站埋深等因素对地下地铁车站结构地震响应的影响规律。
     (3)系统分析地下结构对地表建筑地震响应的影响。首先研究了均匀线弹性场地条件下,地下空间的开发对自由场地表地震动的影响,给出了自由场地表各点加速度的变化规律;其次,对三种均匀线弹性场地中,地下车站对地表建筑地震响应的影响进行分析;接着,对成层地基中地下结构对地表建筑地震响应的影响进行非线性分析;最后,研究了地表建筑自振特性、相对位置、土体刚度和车站埋深等因素的影响,并总结了相应的影响规律。
     (4)系统分析地表建筑对地下结构地震响应的影响。首先构建了地下结构-土-地表建筑整体系统动力分析模型,研究了有无地表建筑时地下车站结构地震响应的变化;最后,研究了地表建筑自振特性、地震波频谱特性、相对位置和土体刚度等因素对地下结构地震响应的影响,并归纳了影响规律。
     (5)对大空间地铁车站进行非一致性地震动激励下的地震响应分析。首先详细描述了基于规范设计反应谱合成空间相关非平稳多点地震波时程的详细过程;其次,分别对三种场地中的地铁车站进行非一致性地震动激励的地震响应分析,得到了非一致激励时车站顶底相对位移和侧墙剪力的结果;最后,研究了地震动峰值的影响。
     (6)鉴于爆炸荷载与地震荷载的区别,对地铁车站在爆炸荷载作用下的动力响应进行分析。首先通过研究给出车站结构简化的内部爆炸超压荷载模型,然后采用改进的土体剑桥动力本构模型和混凝土塑性损伤本构模型,对地铁车站在内部爆炸荷载作用下的动力反应进行分析;同时,也分别分析了地铁车站结构在遭受近距离地表爆炸冲击荷载和实测爆炸地震波作用下的动力响应。
The earthquake damage record in the history has showed that if underground construction were destroyed during the earthquake, the earthquake emergency and the post-earthquake repair will subject to great difficulties. In 1995, the Daikai subway station was severely damaged in Kobe in Japan, after which people gradually realized that the anti-seismic performance of underground construction was not as good as being expected. At present, the subway construction has entered the golden era and become an important part of urban lifeline in China, then its anti-seismic problems have also become an important content of city anti-seismic engineering and earthquake preparedness and disaster reduction research. Most subway stations locate close to bustling business districts, venues area and residential area, so there have be existed some structures near the subway station. Because of the existing of large subway station, wave propagation will be changed by scattering and reflection produced when waves pass though the structure interface, so the seismic response of adjacent ground surface building will be influenced; the foundation will be disturbed by wave field and additional stress field caused by vibration of the surface buildings, therefore, the seismic response of the underground structures will also be changed. Therefore, in the dissertation, seismic response characteristics of underground station is studied, and characteristics of dynamic mutual disturbance between underground structures and surface building is also looked into systematically. The major studies are as follows:
     (1)Firstly, the dynamic nonlinear viscoelastic model, whose skeleton curves is simulated by Davidenkov model, is used to model the characteristics of soils under cyclic loading, and the dynamic plastic damaged model of concrete is selected to model the characteristics of subway station. The dynamic nonlinear viscoelastic model of soil is not built in ABAQUS, so it is developed and incorporated in ABAQUS through its user-supplied subroutines, and the parameters of the model are fitted with differential evolution algorithm. Lastly, single-point seismic wave is generated based on theory of phase spectrum.
     (2)The two-storey-three-span-island shaped subway station is selected as the research object, and the shaped station is often used in subway construction. Nonlinear seismic response analysis of the subway station is performed subjected to different seismic waves, and response results of station are given, the results include relative displacement, horizontal acceleration, response spectrum and the internal force. The characteristics and laws of subway station seismic response are summarized. Simultaneously, the influence of the factors on seismic response of subway station is looked into, which include characteristics of contact interfaces, soil stiffness and embedded depth.
     (3)A systematic study of the influence of underground station structures on seismic response of nearby ground building is performed. Firstly, the effect underground space excavation to ground motion of free field in uniform homogeneous elastic space is studied, and the variation law of acceleration at the ground surface points of free field is given. Secondly, the effect underground subway station to seismic response of adjacent ground buildings in three different fields is researched. Thirdly, Assuming the surrounding ground is layered and non-linear, the effect of underground structures to adjacent buildings is studied. Lastly, the influence of the factors on seismic response of adjacent buildings is studied, which include vibration characteristics of building, relative distance, soil stiffness and embedded depth of station., and influence law is summarized.
     (4)A systematic study of the influence of nearby buildings on seismic response of underground station is carried out. Firstly, the non-linear interaction finite element model is set up, which are composed of nearby buildings, soil and underground structures. The seismic response change of underground station is studied for two cases whether ground nearby buildings exist. Lastly, effect of the factors to seismic response of underground station is also looked into, which include vibration characteristics of building, spectral characteristics of seismic waves, relative distance and soil stiffness, and influence law is also summarized
     (5)Seismic response of the large space underground station subjected to spatially non-uniform seismic ground motion is analyzed. Firstly, Procedures for artificial simulation of multi-point seismic acceleration histories with consideration of spatially non-uniform seismic ground motion are demonstrated based on code response spectrum in detail. Secondly, seismic response of the three-dimensional model of underground station under spatially uniform and non-uniform ground motion are carried out for three site cases, and the results containing relative displacement and shear force of side wall are given. Lastly, the effect of acceleration peak is studied.
     (6)According to the difference between blast loading and earthquake, the dynamic response of underground station under blast loading is analyzed. Firstly, a simplified model of overpressure loading in subway station is proposed, and the improved dynamic cam-clay model of soil and the concrete damaged plasticity constitutive model are used for the dynamic analysis of subway station subjected to the simplified loading. Meanwhile, the dynamic response analysis of subway station under surface explosion and measured explosion seismic wave are carried out, respectively.
引文
[1]刘晶波,李彬.地铁地下结构抗震分析及设计中的几个关键问题[J].土木工程学报,2006.39(6):106-110.
    [2]林皋.地下结构抗震分析综述(上)[J].世界地震土程,1990,6(2):1-10.
    [3]林皋.地下结构抗震分析综述(下)[J].世界地震工程,1990,6(3):1-10.
    [4]HASHASH Y.M.A., HOOK J.J., SCHMIDT B.,et al. Seismic design and analysis of underground structures[J].Tunnelling and Underground Space Technology,2001,(16):247-293.
    [5]张建明,张嘎.土体与结构物动力相互作用研究进展[J].土力学与地基基础工程,2001,20(1):854-865.
    [6]于翔,陈启亮,张跃堂等.地下结构抗震研究方法及其现状[J].解放军理工大学学报,2000,1(5)63-69.
    [7]孙超,薄景山,齐文浩等.地下结构抗震研究现状及展望[J].世界地震工程,2009,25(2):94-89.
    [8]ASCE. Earthquake damage evaluation and design considerations for underground struetures. American Soeiety of Civil Engineers, Los Angeles Section,1974.
    [9]DOEDING C H,ROZEN A. Damage to rack tunnels from earthquake shaking[J]. J. Geotech. Eng. Div.,ASCE.1978, Vol.104 (GT2):175-191.
    [10]OKAMOTO SHUNZO. Introduction to Earthquake Engineering (2nd Ed).University of Tokyo Press, 1984.
    [11]SHARMA S, JUDD R J. Underground opening damage from earthquakes[J].Engineering Geology,1991,30:263-276.
    [12]JSCE.Earthquake Resistant Design for Civil Engineering Strueture in Japan.Japanese Soeiety of Civil Engineering, Tokyo,1988.
    [13]NAKAMURA S, YOSHIDA N, IWATATE T. Damage to Daikai Subway Station During the 1995 Hyogoken-Nambu Earthquake and Its Investigation. Japan Society of Civil Engineers, Committee of Earthquake Engineering.1996,pp:287-295.
    [14]潘昌实.隧道及地下结构物抗震问题的研究概况[J].世界隧道,1996,11(5):7-16.
    [15]PHILLIPS J S, LUKE B A.Tunnel damage resulting from seismic loading[C].Proceedings of 2nd International conference on Rec Adv,in Geotechnical Earthquake Engineering and Soil Dynamics,March 11-15,St.Louis,Missouri,1991,207-201.
    [16]SHUNZO OKAMOTO. Introduction to Earthquake Engineering[M].2nd Edition. Tokyo:University of Tokyo Press,1984.
    [17]GOTO Y, MATSUDA Y, EJIRI J, et al. Influence of Distance between Juxtaposed Shield Tunnels on their Seismic Response[C].Proc.9th world Conf on Earthquake Eng.Tokyo-Kyoto,Japan,1988, 569-574.
    [18]IWATATE T, KOBAYASHI Y, KUSU H, et al. Investigation and shaking table tests of subway structures of the Hyogoken-Nanbu eatthquake [C].112WCEE,2000:1043.
    [19]徐志英,施善云.土与地下结构动力相互作用的大型振动台试验与计算[J].岩土工程学报,1993,15(4):1-7.
    [20]宫必宁,赵大鹏.地下结构与土动力相互作用试验研究[J].三峡大学学报,2002(6):493-496.
    [21]杨林德,杨超,季倩倩,等.地铁车站的振动台试验与地震响应的计算方法[J].同济大学学报,2003,31(10):1135-1140.
    [22]杨林德,季倩倩,郑永来.软土地铁车站结构的振动台模型试验[J].现代隧道技术,2003(1):7-11.
    [23]陶连金,王沛霖,边金.典型地铁车站结构振动台模型试验[J].北京工业大学学报,2006,32(9):798-801.
    [24]陈国兴,庄海洋,杜修力等.土-地铁车站动力相互作用的大型振动台模型试验研究[J].地震工程与工程振动,2007,27(2):171-176.
    [25]陈国兴,庄海洋,杜修力等.土-地铁隧道动力相互作用的大型振动台试验——试验结果分析[J].地震工程与工程振动,2007,27(1):164-170
    [26]陈国兴,庄海洋,杜修力等.液化场地土-地铁车站结构大型振动台模型试验研究[J].地震工程与工程振动,2007,27(3):163-170.
    [27]陈国兴,左熹,王志华等.地铁车站结构近远场地震反应特性振动台试验[J].浙江大学学报(工学版),2010,44(10):1955-1961.
    [28]陈国兴,左熹,王志华等.近远场地震作用下液化地基上地铁车站结构动力损伤特性的振动台试验[J].土木工程学报,2010,43(12):120-126.
    [29]史晓军,陈隽,李杰.地下综合管廊大型振动台模型试验研究[J].地震工程与工程振动,2008,28(6):116-123.
    [30]李杰,岳庆霞,陈隽.地下综合管廊结构振动台模型试验与有限元分析研究[J].地震工程与工程振动,2009,29(4):41-45.
    [31]岳庆霞.地下综合管廊地震反应分析与抗震可靠性研究[D].上海:同济大学,2007.
    [32]WONG K C,SHAH A H,DATTA S K.Diffraction of elastic waves in half-space. Analytical and numerical solutions[J].Bulletin of the Seismological Soeiety of America,1985,75:69-92.
    [33]STAMOS A A, BESKOS D E.3-D seismic response analysis of long lined tunnels in half space[J].Soild Dynamics and Earthquake Engineering,1996,15(2):111-118.
    [34]DAVIS C A.LEE V M,BARDET J P.Transverse response of underground cavities and pipes to incident SV waves[J].Earthquake Engineering and Structural Dynamic.2001,30(3):383-410.
    [35]李伟华,赵成刚.平面SV波仔饱和土半空间中圆柱形孔洞周边的散射[J].地震工程与工程振动,2008,28(6):1-7
    [36]川岛一彦.地下结构の耐震设计[M].日本:鹿岛出版社,1994,pp:28.
    [37]孙钧,侯学渊.地下结构(下册)[M].北京:科学出版社,1988.
    [38]KUESEL TR. Earthquake design criteria for subways[J].Journal of the Structural Division Proceedings of the American Society of Civil Engineers,1969,3(6):1213-1231.
    [39]福季耶娃.地震区地下结构支护的计算[M].徐显毅,译.北京:煤炭工业出版社,1986.
    [40]WOLF J P. Soil-structure-interaction analysis in time domain[M].Switzerland:Prentice Hall,1988.
    [41]李建波.结构-地基动力相互作用的时域数值分析方法研究[D].大连:大连理工大学,2005.
    [42]WOLF JP. Spring-dashpot-mass models for foundation vibration[J]. Earthquakke Engineering and Structural Dynamics,1997,26,931-949.
    [43]栾茂田,林皋.地基动力阻抗的双自由度集总参数模型[J].大连理工大学学报,1996,36(4):477-482.
    [44]WU W.H, LEE W.H. Systematic lumped-parameter models for foundations based on polynomial-fraction approximation[J].Earthquake Engineering and Structural Dynamics,2002,31(7):1383-1412.
    [45]SONG C M, WOLF J P. Dynamic stiffness of unbounded medium based on damping-solvent extraction[J].EESD.,1994,23(2):169-181.
    [46]SONG C M, WOLF J P. The scaled boundary finite element method-a primer solution procedures[J].Computer and Structures,2000,78(3):211-225.
    [47]DOHERTY J P, DEEKS A J. Application of the scaled boundary finite-element method to offshore foundation systems[A].Proceeding of the 12th Internation Offshore and Polar Engineering Conference[C],Kitakyusha, Japan,2002,706-711.
    [48]楼梦麟.粘弹性地基的动力刚度矩阵及坝基相互作用对水坝地震反应的影响[D].大连:大连理工大学,1984.
    [49]NAKAMURA N.A practical method to transform frequency dependent impedance to time domain[J].Earthquake Engineering and Structural Dynamics,2006,35(2):217-231.
    [50]DEEKS A J, CHENG L. Potential flow around obstacle using the scaled boundary finite-element method[J],Intermational Journal for Numerical Methods in Fluied 2003,41(7):721-741.
    [51]杜修力,赵建峰.考虑土-结构相互作用效应的结构地震响应时域子结构分析法[J].北京工业大学学报,2007,33(5):517-523.
    [52]NAKAMURA N.Improved methods to transform frequency-dependent complex stiffness to time domain[J].Earthquake Engineering and Structural Dynamics,2006,35(8):1037-1050.
    [53]曹炳政,罗奇峰,马硕等.神户大开地铁车站的地震反应分析[J].地震工程与工程振动,2002,22(4):102-107.
    [54]周健,胡晓燕.考虑行进波的地下建筑物动力反应分析[J].岩石力学与工程学报.2001(1):70-73.
    [55]CHOI J S, LEE J S, KIM JM. Nonlinear earthquake response analysis of 2-D underground structure with soil-structure interaction including separation and sliding at interface[C]//15th ASCE Engineering Mechanics Conference. June 2-5,2002, New York::Columbia University, PP:1-8.
    [56]HUO H, BOBETA A. Seismic design of cut and cover rectangular tunnels2evaluation of observed behavior of Dakai station during Kobe earthquake[C]//Proceedings of 1st World Forum of Chinese Scholars in Geotechnical Engineering, August 20-22,2003, Shanghai:ongji University, PP:456-466.
    [57]陈国兴,庄海洋,徐烨.软弱地基浅埋隧洞对场地设计地震动的影响[J].岩土工程学报,2004(6):739-744.
    [58]刘金云.软弱土层输水隧道地震响应及减震措施研究[D].大连:大连理工大学,2007.
    [59]刘华北,宋二祥.可液化土中地铁结构的地震响应[J]岩土力学,2005,26(3):381-386.
    [60]庄海洋,陈国兴,胡晓明.两层双柱岛式地铁车站结构水平向非线性地震反应分析[J].岩石力学与工程学报,2006,25(增1):3074-3079.
    [61]庄海洋,程绍革,陈国兴.阪神地震中大开地铁车站震害机制数值仿真分析[J].岩土力学,2008,29(1):245-250.
    [62]王国波.软土地铁车站结构三维地震响应计算理论与方法的研究[D].上海:同济大学,2007.
    [63]孙超.地铁地下结构抗震性能及分析方法研究[D].哈尔滨:中国地震局工程力学研究所,2009.
    [64]隋斌,朱维申,李晓静.地震荷载作用下大型地下洞室群的动态响应模拟[J].岩土工程学报,28(12):1877-1882.
    [65]于品清.软土地下结构地震反应及其环境影响评价[D].大连:大连理工大学,2009.
    [66]金峰,王光纶,贾伟伟.离散元-边界元动力耦合模型在地下结构动力分析中的应用[J].水利学报,2001,32(2):24-28.
    [67]CELSO ROMANEL, TRIBIKRAM KUNDU. A hybrid modeling of soil-structure interaction problems for deeply embedded structures in a multi-layered medium [J]. Earthquake Engineering and Structural Dynamics.1993. Vol.22.557-571.
    [68]陈健云,胡志强,林皋.大型地下结构三维地震响应特点研究[J].大连理工大学学报,2003,42(3):344-348.
    [69]陈健云,胡志强,林皋.超大型地下洞室群的三维地震响应分析[J].岩土工程学报,2001,23(4):494-498.
    [70]GOODMAN, R F,TAYLOR, R L,BREKKE T L. A model for the mechanics of jointed rock[J]. Journal of Soil Mechanics & Foundation Division,ASCE,1968,94(SM3):637-660.
    [71]DESAI C S,ZAMMZM M M, LIGHTNER J G, et al. Thin layer element for interfaces and joints[J].International Journal for Numerical and Analytical Methods in Geomechanics,1984,(1): 19-43.
    [72]ZAMAN M M, DESAI C S, DRUMM E C. Interface model f or dynamic soil-structure interaction[J].Journal of Geotechnical Engineering,ASCE,1984,110(GT9):1257-1273.
    [73]DRUMM E C, C S DESAI. Determination of parameters for a model for the cyclic behaviour of Interfaces[J].Earthquake Engineering & Structural Dynamics,1986,141 (18):1-18.
    [74]ZEGHAL, M. AND TUNCER, B.E. Soil structure interaction analysis:modeling the interface[J]. Canadian Geotechnical Journal,2002,39(3):620-628.
    [75]胡黎明,蹼家骆.损伤模型接触面单元在有限元计算分析中的应用[J].土木工程学报,2002,35(3):73-77.
    [76]SHAKIB H.,FULADGAR A. Dynamic soil-structure interaction effects on the seismic response of asymmetric buildings[J].Soil Dynamics and Earthquake Engineering,2004,24(5):379-388.
    [77]李守德,俞洪良,Goodman接触面单元的修正与探讨[J].岩石力学与工程学报,2004,23(15):2628-2631.
    [78]王满生,周锡元,胡聿贤.桩土动力分析中接触模型的研究[J].岩土工程学报,2005,27(6):616-620.
    [79]袁凡凡,栗茂田,门澎旺.筏板一桩一土相互作用的三维弹塑性有限元分析[J].岩石力学与工程学报,2005,24(18):3332-3336.
    [80]李梅.结构与基础间接触面考虑切向滑动的数值模拟[J].福州大学学报(自然科学版),2004,32(1):69-73.
    [81]娄奕红,刘喜元,彭俊生.地下结构与周围介质相互作用的计算分析[J].中南公路工程,2005,30(3):99-102.
    [82]SMITH W. A non-reflection plane boundary for wave propagation problems[J].Journal of com. Phys. 1973,15:492-503
    [83]KAUSEL E. Local transmitting boundaries[J] Journal of Engineering Mechanics, ASCE.1988, 144(6):1011-1027
    [84]WLOF J.P., SONG C., Double asymptotic multi-directional transmitting boundary for dynamic unbounded medium structure-interaction analysis[J].Earthquake engineering and structural dynamic. 1995,24:175-188
    [85]LYSMER J., KULEMEYER R.L. Finite Dynamic Model for Infinite Media[J].Journal Engineering. Mechanics.Divison.ASCE,1969,Vol.95:759-877.
    [86]SMITH, W.D. A nonreflecting plane boundary for wave propagating problems[J],Journal of Computation Physics,1974,15(5):492-503.
    [87]KUNAR, R.R., et. al. A model with non-reflecting boundaries for use in explicit soil-structure interaction analyses[J].Earthquake engineering and structural dynamics,1980,18:361-374.
    [88]廖振鹏.暂态波透射边界[J].中国科学(A辑),1984,27(6):212-219.
    [89]DEEKS A J, RANDOLPH M F. Axisymmetric Time-domain Transmitting Boundaries[J].Journal of Engineering Mechanics,1994,120(1):25-37.
    [90]刘晶波,吕彦东.结构-地基动力相互作用问题分析的一种直接方法[J].土木工程学报,1998, 31(3):55-64.
    [91]刘晶波,谷音,杜义欣.一致粘弹性人工边界及粘弹性边界单元[J].岩土工程学报,2006,,28(9):1070-1075.
    [92]GAJO A., SAETTA A, VITALIANI R. Silent boundary conditions for wave propagation in saturated porous media[J]. International Journal for Numerical and Analytical Methods in Geomechanics, 1996,20(4):253-273.
    [93]KELLEZI L. Local transmitting boundaries for transient elastic analysis[J].Soil Dynamics and Earthquake Engineering.2000,19(7):533-547.
    [94]NAIMI M., SARMA S.K., SERIDI A. New inclined boundary conditions in seismic soil-structure interaction problems[J]. Engineering Structures,2001,23(8):966-978.
    [95]楼梦麟,潘旦光,范立础.土层地震反应分析中侧向人工边界的影响[J].同济大学学报,2003,31(7):757-781.
    [96]杜修力,赵密.基于粘弹性边界的拱坝地震反应分析方法[J].水利学报,2006,37(9):1063-1069.
    [97]方志.土-结构相互作用体系人工边界的动力反应与分析[J].力学季刊,2009,30(3):475-480.
    [98]BETTESS P. Infinite elements[J]. Int. J. Num. Meth. Eng,1977,Vol.11:53-64.
    [99]BETTESS JACQUELINE A., BETTESS PETER. A new mapped infinite wave element for general wave diffraction problems and its validation on the ellipse diffraction problem[J]. Computer methods in applied mechanics and engineering,1998, Vol.164:17-48.
    [100]ASTLEY R.J. Infinite elements for wave problems:a review of current formulations and an assessment of accuracy[J].International Journal for Numerical methods in engineering,2000, Vol.49:951-976.
    [101]CHENG Y.M. The use of infinite element[J].Computers and Geotectonics,1996, Vol.18(1):65-70.
    [102]SUGIMOTO RIE, BETTESS PETER. Coupling of mapped wave infinite elements and plane wave basis finite elements for the Helmholtz equation in exterior domains[J].Communications in Numerical Methods in Engineering,2003, Vol.19:761-777.
    [103]庄海洋.土-地下结构非线性动力相互作用及其大型振动台试验研究[D].南京:南京工业大学,2006.
    [104]岳庆霞.地下综合管廊地震反应分析与抗震可靠性研究[D].上海:同济大学,2007.
    [105]HARDIN B.O., DRNEVICH, V.P. Shear modulus and damping in soils:measurement and parameter effects[J]. Journal of the Soil Mechanics and Foundation Division, ASCE,1972,98(7):603-624.
    [106]HARDIN B.O., DRNEVICH V.P. Shear modulus and damping in soils:design equations and curves [J].Journal of the Soil Mechanics and Foundation Division, ASCE 1972,98 (7):667-692.
    [107]刘汉龙.土动力学与岩土地震工程.中国土木工程学会第九届土力学及岩土工程学术会议,北京,2003,PP:56-68.
    [108]PUZRIN A.M., SHIRAN A. Effects of the constitutive relationship on seismic response of soils. Part I. Constitutive modeling of cyclic behavior of soils[J].Soil Dynamics and Earthquake Engineering, 2000,19(5-8):305-318.
    [109]DOMINIC A., EDUARDO K. An equivalent linear algorithm with frequency and pressure dependent moduli and damping for the seismic analysis of deep sites[J].Soil Dynamics and Earthquake Engineering,2002,22(9-12):959-965.
    [110]KABILAINAUY K, ISHIHARA K. Cyclic behavior of sands by multiple shear mechanism models[J]. Soil Dynamics and Earthquake Engineering.1991,10(2):74-79.
    [111]CARTER J P, BOOKER J R, WROTHU C P. A critical state soil model for cyclic loading [A]. In: Pande G N. Zienkiewicz O C. eds. Soil Mechanics Transient and Cyclic Loading[C].London:John Willey and Son.1982,35-62.
    [112]PRECVOST J.H. Mathematical modeling of monotonic and cyclic undrained clay behavior[J]. International J for Numerical & Analytical Methods in Geomechanics.1997,(1):195-216.
    [113]DAFALIAS YF., HEMNANNL L.R. A bounding surface soil plasticity model. Inter. Symposium on Soils under Cyclic and Transient Loading, Swansea, January,1980,335-345.
    [114]POOROOSHAB H.B., STOLLE D.F.E. Modeling of sand behavior under earthquake excitation[J]. Int. J. for Num. and Analytical Methods in Geomechanics,1987,11(1):25-36.
    [115]LEE VW, KARL J. On Deformation near a Circular Underground Cavity Subjected to Incident Plane P Waves[J].European Journal of Earthquake Engineering,1993,7(1):29-36.
    [116]DAVIS C A, LEE VW, BARDET J P. Transverse response of underground cavities to incident SV waves[J].Earthquake Engineering and Structural Dynamics,2001,30(3):383-410.
    [117]梁建文,纪晓东,Lee V W.地下圆形衬砌隧道对沿线地震动的影响(Ⅰ):级数解答[J].岩土力学,2005,26(4):520-524.
    [118]梁建文,纪晓东,Lee V W.地下圆形衬砌隧道对沿线地震动的影响(Ⅱ):数值结果[J].岩土力学,2005,26(5):687-692.
    [119]梁建文,张浩, Vincent W Lee地下洞室群对地面运动的影响[J].岩土力学,2005,38(2):106-113.
    [120]何伟,陈健云,于品清.地下结构开发对场地地表反应谱影响研究[J].地下空间与工程学报,2009,5(6):1098-1102.
    [121]陈国兴,庄海洋,徐烨.软弱地基浅埋隧洞对场地设计地震动的影响[J].岩土工程学报,2004(06):17-22.
    [122]杨书燕,姜忻良,李新国.隧道对临近建筑物的地震反应影响分析[J].四川大学学报(工程科学版)2007,39(3):41-46.
    [123]傅玉勇,闰澎旺,胡子学.层状场地中地铁隧道对邻近建筑物地震反应的影响[J].建筑结构,2009,39(11):46-49
    [124]庄海洋,陈国兴.双洞单轨地铁区间隧道非线性地震反应分析[J].地震工程与[程振动,2006,26(2):131-137.
    [125]李方杰,赵凤新,张郁山等.相对位置的地上结构对地铁地下结构地震反应的影响[J].中国地震,2010,26(2):201-209.
    [126]ABAQUS Theory Manual. Version 6.7.ABAQUS,Inc.,Rising Sun Mills,166 Valley Street Providence, RI 02909,USA:2007.
    [127]杜成斌,苏擎柱.混凝土坝动力塑性损伤分析[J].工程力学,2003,20(5):170-173.
    [128]LEE J, FENVES G L. Plastic-damage model for cyclic loading of concrete structures[J].Journal of Engineering Mechanics,1998,124(8):892-900.
    [129]LUBLINER J, OLIVER J, OLLER S, et al. A plastic-damage model for concrete[J].International Journal of Solids and Structures,1989,(25):299-329.
    [130]王金昌,陈页开.ABAQUS在土木工程中的应用[M].杭州:浙江大学出版社,2006.
    [131]HARDIN B.O., DRNEVICH V.P. Shear modulus and damping in soils design equations and curves[J]. Journal of Soil Mechanics and Foundation. ASCE.Vol.98.No.SM7.1972.7:603-642.
    [132]MARTIN P.P, SEED H.B. One dimensional dynamic ground response analysis[J].Journal of Geotechnical Engineering,ASCE,1982,108(7):935-954.
    [133]HUO H., BOBET A., FERNANDEZ G, et al. Load Transfer Mechanisms between Underground Structure and Surrounding Ground:Evaluation of the Failure of the Dakai Station[J].Journal of Geotechnical and Geoenvironmental Engineering,2005,131(12):1522-1533.
    [134]庄海洋,陈国兴,梁艳仙等.土体动非线性粘弹性模型及其在ABAQUS软件上的实现[J].岩土力学,2007,28(3):436-442.
    [135]HONGBIN HUO, ANTONIO BOBET. Seismic design of cut and cover rectangular tunnels-evaluation of observed behavior of Dakai station during Kobe earthquake,1995[A]. Proceedings of 1st World Forum of Chinese Scholars in Geotechnical Engineering[C].Shanghai: [s.n.],2003.456-466.
    [136]STORN R, PRICE K. Differential Evolution A simple and Efficient Heuristic for Global optimization over Continuous spaces[J]. Journal of Global Oprimization,1997,11(4):341-359.
    [137]周艳平,顾幸生.差分进化算法研究进展[J].化工自动化及仪表,2007,34(3):1-5.
    [138]沈慧.盾构隧道地震反应分析研究[D].大连:大连理工大学,2006.
    [139]大崎顺彦Characteristics and One-Dimensional Linear Amplification Theory of Soil Deposits.《大崎顺彦博士论文集》,1982,PP:601-653.
    [140]朱昱,冯启民.相位差谱的分布特征和人造地震动[J].地震工程与工程振动,1992,12(1):37-44.
    [141]朱昱,冯启民.地震加速度相位差谱分布的数字特征[J].地震工程与工程振动.1993,13(2):30-37.
    [142]李建波,陈健云,高冲.基于相位差谱的多点激励人工波数值生产算法研究[J].大连理工大学学 报,2009,49(4):558-563.
    [143]CECS 160:2004,建筑工程抗震性态设计通则(试用).中国工程建设标准化协会标准,北京:中国计划出版社,2004.
    [144]杨庆山,姜海鹏.基于相位差谱的时—频非平稳人造地震动的反应谱拟合[J].地震工程与工程振动,2002,22(1):32-38.
    [145]林皋.地下结构抗震分析综述(上、下)[J].世界地震工程,1990(2,3):1-10.
    [146]CHARLES H D, ARNON R. Damage to rock tunnels from earthquake shaking[J].Journal of the Geotechnical Engineering, ASCE,1978,(GT2):175-191.
    [147]IIDA H, HIROTO T, YOSHIDA N, et al. Damage to Dakai subway station[J].Special Issue of Soils and Foundation,JSCE,1996:283-300.
    [148]杨春田.日本阪神地震地铁工程的震害分析[J].工程抗震,1996,(2):40-42.
    [149]庄茁,张帆,岑松.非线性有限元分析与实例[M].北京:科学出版社,2004.
    [150]KUHLEMEYER R.L., LYSMER J. Finite element method accuracy for wave propagation problems[J].Soil Mech.& Foundations,Div. ASCE,1973,99(SM5):421-427.
    [151]陈秋南,张永兴,任伯帜,地下洞室地表非线性沉降模型参数确定新方法[J].岩土工程学报,2005,27(1):55-58.
    [152]H. MROUEH, I SHAHROUR. A simplified 3D model for tunnel construction using tunnel boring machines[J],Tunnelling and Underground Space Technology,2008,23(1):38-45.
    [153]汪振伟,付刚,城市连供隧道施工地表沉降分析及预测研究[J].岩土力学,2009,30(12):418-421.
    [154]LOGANATHAN N, POULOS H C. Analytical prediction for tunneling-induced ground Movements in clays[J].Journal of Geotechnical and Geoenvironmental Engineering,1998,124 (9):846-855.
    [155]H. MROUEH, I. SHAHROUR, A full 3-D finite element analysis of tunneling-adjacent structures interaction [J].Computer and Geotechnical 30 (2003):245-253.
    [156]李方杰.邻近建筑队地铁结构地震反应的影响研究[D].北京:中国地震局地球物理研究所,2009.
    [157]潘旦光,楼梦麟,范立础.多点输入下大跨度结构地震反应分析研究现状[J].同济大学学报,2001,29(10):1213-1219.
    [158]Euro code 8 Structures in seismic regions design:Part 2:Bridges (draft)[S].Brussels:European Committee for Standardization,1995.
    [159]JTG/T B02-01-2008,公路桥梁抗震设计细则[S].北京:人民交通出版社,2008.
    [160]LIN J H, ZHANG Y H, LI Q S, et al. Seismic spatial effects for long-span bridges, using the pseudo excitation method[J].Engineering Structures,2004,26(9):1207-1216.
    [161]范立础,王君杰,陈玮.非一致地震激励下大跨度斜拉桥的响应特征[J].计算力学学报,2001,18(3):358-363.
    [162]杨庆山,刘文华,田玉基.国家体育场在多点激励作用下的地震反应分析[J].土木工程学报,2008, 41(2):35-41.
    [163]陈健云,林皋.多点输入随机地震动拱坝-地基体系反应分析[J]世界地震工程,2000,16(3):39-43.
    [164]HASHASH Y M A, HOOK JJ, SCHMIDT B, et al. Seismic design and analysis of underground structures[J].Tunnelling and Underground Space Technology,2001,(16):247-293.
    [165]刘金云,陈健云,胡志强.输水隧道在行波激励下的三维地震反应分析[J].防灾减灾工程学报,2007,27(1):11-16.
    [166]李海波,朱莅,吕涛,等.考虑地震动空间非一致性的岩体地下洞室群地震反应分析[J].岩石力学与工程学报,2008,27(9):1758-1766.
    [167]赵宝友,马震岳,梁冰等.考虑地震动行波效应的大型岩体地下洞室动力非线性反应分析[J].岩石力学与工程学报,2010,29(S1):3370-3377.
    [168]周国良,鲍叶欣,李小军等.结构动力分析中多点激励问题的研究综述[J].世界地震工程,2000,25(4):25-32.
    [169]屈铁军,王前信.空间相关多点地震动合(Ⅰ)基本公式[J].地震工程与工程振动.1998,18(1):8-15.
    [170]屈铁军,王前信.空间相关多点地震动合成(Ⅱ)合成实例[J].地震工程与工程振动.1998,18(2):25-32.
    [171]刘志明,杜成斌,孙立国.空间相关非平稳地震动反应谱拟合[J].河海大学学报(自然科学版),2009,37(6):675-679
    [172]KAUL MK. Stochastic characterization of earthquake through theirs spectrum [J].Earthquake Engineering and Structural Dynamics,1978,6(5):497-509.
    [173]屈铁军,王君杰,王前信.空间变化的地震动功率谱的实用模型[J].地震学报.1996,18(1):55-62.
    [174]GB50011-2001,建筑抗震设计规范[S].
    [175]P.D. SMITH, G.C. MAYS. Small scale models of complex geometry for blast overpressure assessment [J]. International Journal of Impact Engineering,1992,12(3):345-360.
    [176]杨科之,杨秀敏.坑道内化爆冲击波的传播规律[J].爆炸与冲击,2003,23(1):37-40.
    [177]庞伟宾,何翔,李茂生等.空气冲击波在坑道内走时规律的实验研究[J].爆炸与冲击,2003,23(6):573-576.
    [178]TIAN LI, LI ZHONG-XIAN, ZHOU QING. Simplified analysis for reflective overpressure on walls of rectangle-section tunnel due to its inner-explosion[J].Transactions of Tianjin University,2008 14(5):363-370.
    [179]曲树盛.地铁车站内爆炸波的传播规律与超压荷载模型[D].天津大学,2008.
    [180]CHILLE F, SALA A, CASADEI F. Containment of blast phenomena in underground electrical power plants[J].Advances in Engineering Software,1998,29:7-12.
    [181]CHOI S, WANG J, MUNFAKH G, et al.3D Nonlinear blast model analysis for underground structures in:Proceedings of GeoCongress 2006, paper No 206.
    [182]LU Y, WANG Z, CHONG K. A comparative study of buried structure in soil subjected to blast load using 2D and 3D numerical simulations[J].Soil Dynamics and Earthquake Engineering,2005, 25:275-288.
    [183]GUI MW, CHIEN MC. Blast-resistent analysis for a tunnel passing beneath Taipei Shongsan airport-a parametric study[J].Geotechnical and Geological Engineering,2006,24:227-248.
    [184]刘晶波,杜义欣,闫秋实等.地下箱形结构在爆炸冲击荷载作用下的动力反应分析[J].解放军理工大学学报(自然科学版),2007,8(5):520-524.
    [185]杜修力,廖维张,田志敏等.炸药爆炸作用下地下结构的动力响应分析[J].爆炸与冲击,2006,26(5):474-480.
    [186]罗昆升,王勇,赵跃堂.地铁区间隧道在地面爆炸荷载作用下的数值模拟[J].解放军理工大学学报(自然科学版),2007,8(6):674-679.
    [187]国胜兵,王明洋,赵跃堂,罗昆升.爆炸地震波作用下地下结构动力响应数值分析[J]世界地震工程.2004,20(4):137-142.
    [188]李裕春,时党勇. ANSYS/LS-DYNA基础理论与工程实际[M].北京:中国水利水电出版社,2006.
    [189]LS-DYNA keyword User's Manual (Version 970)[Z].California:Livermore Software Technology Corporation,2003.
    [190]杨鑫,石少卿,程鹏飞.空气中TNT爆炸冲击波超压峰值的预测及数值模拟[J].爆破,2008,15(1):15-19.
    [191]CHENGQING WU, HONG HAO. Modeling of simultaneous ground shock and air blast pressure on nearby structures from surface explosions[J].International Journal of Impact Engineering,2005(31): 699-717.
    [192]罗昆升,王勇,赵跃堂.地铁区间隧道在地面爆炸荷载作用下的数值模拟[J]解放军理工大学学报(自然科学版),2007,8(6):674-679
    [193]CARTER J P, BOOKER J R, WROTH C P. A critical state soil model for cyclic loading[C]//Pande G N, Zienkiewicz O C (eds). Soil Mechanics-Transient and Cyclic Loads. London:John Wiley and Son,1982:219-252.
    [194]ZIENKIEWICZ O C, LEUNG K H., HINTON E. Earthquake response behavior of soils with drainage[A]. In:Eisenstein Z(eds). Proceedings of the 4th International Conference on Numerical Methods in Geomechanics[C],1982,983-1002.
    [195]BORJA R I, LEE S R. Cam-clay plasticity, part 1:implicit integration of elasto-plastic constitutive relations[J].Computers Methods in Applied Mechanics and Engineering,1990,78:49-72.
    [196]范庆来,栾茂田,杨庆.修正剑桥模型的隐式积分算法在ABAQUS中的数值实施[J].岩土力学,2008,29(1):269-273.
    [197]Federal emergency management agency(FEMA), Reference Manual to mitigate potential terrorist attacks against buildings,FEMA426,2003.

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