摘要
考虑地震动的随机性,利用复反应分析技术,采用随机地震反应计算方法对某一特大型桥梁群桩基础与土动力相互作用效应进行了数值试验研究。将土与群桩体系视为一个整体进行有限元离散,采用等效线性化方法考虑土体的动力非线性性能。将桥墩-群桩-土相互作用体系与自由场随机地震反应进行比较,结果表明:相互作用效应的影响与桩土模量差异以及土体与群桩基础距离有关;软土层剪应变水平及分布发生了显著变化,群桩基础两侧附近土域剪应变呈现明显的弧形分布;地表及浅层土体最大地震加速度反应有所减小,但覆盖层中下部土体加速度反应峰值明显增大,增幅达5%~30%左右;此外,地震地面运动的频谱成分存在显著差别。桥梁桩基础抗震设计中应充分考虑桥梁结构-群桩-土相互作用效应。
Dynamic interaction effects of a giant pier-pile group-soil system are investigated by a stochastic seismic response method.A complex response technique is employed in this method.The interaction system as an integrality is modeled by some finite elements and the dynamic nonlinearity of soils is considered through the equivalent linearity method.Stochastic seismic analysis of the free ground and the interaction system are carried out respectively;and their results are compared.The comparisons indicate that the effects of interaction are related to the modulus variance of pile and soil,and the distance of soil and pile foundation.The dynamic shear strains of soft soils have significant difference.The distributions of shear strains near the both boundaries of pile group appear to be curved.The peak acceleration values of ground surface and superficial layer obtained from seismic interaction analysis are smaller than that obtained from seismic free ground analysis.But,the peak acceleration values of deep layers have increases of 5%-30%.In addition,the frequency components of ground surface motions have marked difference for seismic responses of free ground and interaction system.Therefore,the dynamic bridge structure-pile group-soil interaction should be considered properly for the seismic design of bridge foundations.
引文
[1]范立础.梁桥非线性地震反应分析.土木工程学报[J].1981,14(1):10-17.FAN Li-chu.Nonlinear seismic response analysis of beam bridge[J].China Civil Engineering Journal,1981,14(1):10-17.
[2]Mylonakis G,Nikolaou A,Gazetas G.Soil-pile-bridge seismic interaction:kinematic and inertial effects.Part I:soft soil[J].Earthquake Engineering&Structural Dynamics,1997,26(3):337-359.
[3]Thavaraj L.Seismic analysis of pile foundations for bridges[D].Canada:The University of British Columbia,2000.
[4]刘汉龙.随机地震作用下地基及土石坝永久变形分析[J].岩土工程学报,1996,18(3):19-27.LIU Han-long.Permanent deformation of foundation and embankment dam due to stochastic seismic excitation[J].Chinese Journal of Geotechnical Engineering,1996,18(3):19-27.
[5]刘汉龙,陆兆溱,钱家欢.土石坝非线性随机反应及动力可靠性分析[J].河海大学学报,1996,24(3):105-109.LIU Han-long,LU Zhao-zhen,QIAN Jia-hua.Earthquake-induced permanent deformation of earth-rock dam[J].Journal of Hohai University,1996,24(1):91-96.
[6]刘次华.随机过程[M].武汉:华中科技大学出版社,2001.
[7]Vanmarcke E H.Properties of spectral moments with applications to random vibration[J].Journal of Engineering Mechanics ASCE,1972,98(EM2):72-88.
[8]Kiureghian A D.Structural response to stationary excitation[J].Journal of Engineering Mechanics ASCE,1980,106(EM6):875-884.
[9]杨伟林,陈国兴,王志华.深厚场地上特大桥墩-群桩-土相互作用体系地震反应特性的二维和三维分析[J].地震工程与工程振动,2003,23(6):124-132.YANG Wei-lin,CHEN Guo-xing,WANG Zhi-hua.2D and 3D seismic response analyses of giant bridge pier-group pile-soil interaction system on deep overburden layers[J].Earthquake Engineering and Engineering Vibration,2003,23(6):124-132.
[10]陈国兴,谢君斐,张克绪.土坝地震性能二维随机分析方法[J].地震工程与工程振动.1994,14(3):81-90.CHEN Guo-xing,XIE Jun-fei,ZHANG Ke-xu.A method of 2-D random response analysis of earth dam earthquake performance[J].Earthquake Engineering and Enginee-ring Vibration,1994,14(3):81-90.