绵竹市回澜匝道桥抗震分析
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
随着交通事业的发展和人们审美意识的提高,在新建公路、改建公路以及城市道路中,需要修建越来越多的曲线梁桥。在发生地震时,曲线梁桥的震害破损问题越来越突出。本文以小曲率半径的曲线梁桥为对象,研究了曲线梁桥一些动力和抗震特性,得出了对小曲率曲线梁桥抗震设计有指导意义的结论。具体研究内容如下:
     (1)采用有限元梁单元模型,模拟和分析了回澜匝道曲线梁桥的振型形状、周期、频率。通过振型贡献率讨论,找出了抗震分析时小曲率曲线梁桥所要取的合理振型阶次。
     (2)对回澜匝道曲线梁桥进行了单、双向反应谱分析。通过改变地震输入角度对结构进行单向反应谱分析,找出了各墩底单向反应谱下弯矩、剪力最不利输入角度最不利值,对比了不同振型组合下单向反应谱结果。采用相互正交的两列反应谱改变地震输入角度,对结构进行双向反应谱分析。对比了SRSS和30%不同空间组合原则下的双向反应谱结果。比较了最不利输入角度下单、双向反应谱结果。
     (3)对回澜匝道曲线梁桥进行了单、双维时程分析。采用设计反应谱,利用随机相位角法生成了人工地震波,并对比了两列人工地震波单维输入结果。通过改变地震输入角度对结构进行单维时程分析,找出了各墩底单维地震输入下弯矩、剪力最不利输入角度最不利值,对比了单向反应谱与单维地震输入结果。对比了不同地震波下结构单维时程分析结果。采用相互正交的两列地震波,改变地震输入角度对结构进行双维时程分析,对比了单双维地震输入结果。对比了不同地震波下结构双维时程分析结果。单、双维时程分析时采用了两种方法寻找最不利输入角度最不利值,比较了两种方法时程结果。
     (4)对回澜匝道桥震前、加固后动力特性进行分析,找出了震前、加固后结果出现差别的原因。
With the development of transport and people's aesthetic consciousness, more and more curved bridge need to be builded. In the event of an earthquake, more and more problems of damage of the curve bridge are arised in the new roads, rebuilt roads and urban roads. In this dissertation, the cuvred bridge with small curvature reradius is researched. A number of dynamic and seismic characteristics of the curved bridge are studied. Some conclusions to guide the design of the small curvature curved bridge are obtained. Specific contents are as follows:
     (1) Vibration mode shapes, period, frequency of HuiLan Bridge are simulated and analyzed with finite element beam element model.With discussions of mode contribution ratios, the reasonable number of modes of small curvature curved girder bridge is founded in the seismic analysis.
     (2) HuiLan Bridge is analyzed with single and two-dimensional response spectrum. By changing the angle of seismic waves in the single-dimensional response spectrum analysis, the most disadvantaged angle and the most negative value of bending moment, shear are founded in the analysis. The single dimensional response spectrum results is contrasted in different modes combinations.By using two orthogonal response spectrum and changing the angle of seismic waves,the bridge is analyzed with two-dimensional response spectrum. The two-dimensional response spectrum results are contrasted in different space combination of SRSS and 30% principle. The single and two-dimensional response spectrum results are contrasted in the most disadvantaged angle.
     (3) HuiLan Bridge is analyzed with single and two-dimensional Time-History analysis method. By using design response spectrum and random phase angle method, artificial seismic waves are generated. The single-dimensional Time-History analysis results are contrasted in two artificial seismic waves. By changing the angle of seismic waves in the single-dimensional Time-History analysis, the most disadvantaged angle and the most negative value of bending moment, shear are founded in the analysis. The single dimensional Time-History analysis results are compared with the single dimensional response spectrum results. The single dimensional Time-History analysis results are contrasted in the different seismic waves. By using two orthogonal seismic waves and changing the angle of seismic waves,the bridge is analyzed with two-dimensional Time-History analysis method. The single dimensional Time-History analysis results are compared with the two-dimensional Time-History analysis results. The two-dimensional Time-History analysis results are contrasted in the different seismic waves. Two methods are used to find the most disadvantaged angle and the most negative value in the single and two-dimensional Time-History analysis.The results in the two methods are contrasted.
     (4) The HuiLan Bridge dynamic characteristics is analyzed before earthquake and after bridge reinforcement. The reasons of differdnt seismic analysis results before and after bridge reinforcement is finded out.
引文
[1]杨忠平.曲线梁桥若干问题的研究.华中科技大学硕士论文.2005.4
    [2]赖亚平,杨春,任国雷.涪陵乌江二桥螺旋匝道设计[A].桥梁建设,2007,(1)
    [3]回澜匝道桥加固设计说明.西南交通大学土木工程设计有限公司.2008.12
    [4]魏双科.曲线梁桥的固有振动特性及地震反应分析.南京工业大学硕士学位论文.2006.3
    [5]王丽.大跨度立交桥抗震设计理论与方法.北京工业大学博士学位论文.2005.5
    [6]郁中伟,马良,郑明玉.现行桥梁抗震理论与设计方法[A].山西建筑,2008.1,34(1):313-314
    [7]李国豪.桥梁结构稳定与振动.第二版.北京:中国铁道出版社,2002:500-501
    [8]朱东升.桥梁抗震设计中几个问题的研究.西南交通大学博士学位论文.1999.5
    [9]聂利英,李建中,范立础.复杂结构地震动输入方向的基本原理及其影响[A].地震动工程与工程振动,2003.6,23(3):30-33
    [10]中华人民共和国交通部.公路桥梁抗震设计细则(JTG/TB02-O1-2008).北京:人民交通出版社,2008.9
    [11]朱东生,刘世忠,虞庐松.曲线桥地震反应研究[A].中国公路学报,2002.7,15(3):43-44
    [12]CLOUGHRW, PENZIENJ. Dynamics of Structures [A].2thed. New York:Mcgraw 2h ill, Inc,1993: 657-662.
    [13]席张群.桥梁抗震分析方法对比研究[A].中国水运,2007.5,7(5):95-96
    [14]胡韦贤.地震工程学.第二版.北京:地震出版社,2006.1
    [15]全伟,李宏男.曲线桥多维地震时程分析主方向研究[A].振动与击,2008.11,27(8):20-24
    [16]全伟,李宏男.调整已有地震动拟和规范反应谱人造地震动方法比较[A].防灾减灾工程学报,2008.2,28(1)
    [18]张俊杰,林道锦,胡世德反应谱法确定地震动最不利输入方向.世界地震工程,1999.2,15(4)
    [19]石诚.考虑双向水平地震作用的结构抗震分析与设计若干问题研究.重庆大学硕士学位论文.2004.5
    [20]高晓安,周锡元.曲线桥梁在多向地震作用下的动力分析方法.特种结构,2005.3,22(1)
    [21]李国豪,石洞,C.P.Heins.曲梁桥地震分析的有限元法.同济大学学报,1983.3,84(1)
    [22]冯云田,李明端,林春哲.复杂结构的弹性地震反应分析.
    [23]范立础,聂利英,李建中.复杂结构地震波输入最不利方向标准问题.同济大学学报,2003.6,31(6)
    [24]柳春光,焦双健.城市立交桥结构三维地震反应.地震工程与工程振动,2001.6,21(2)
    [25]谷寒青,李鸿晶.混凝土曲线梁空间地震反应分析.防灾减灾工程学报,2007.4,27
    [26]朱东生,劳远昌,沈大元,李乔.桥梁地震反应分析中输入地震波的确定[A].桥梁建设.2000,(3)
    [27]单德山,李乔.铁路曲线梁桥抗震设计分析[A].重庆交通学院学报,2005.2,24(1)
    [28]周勇军.高墩大跨曲线连续刚构桥梁地震响应的设计参数研究.长安大学博士学位论文.2006.5
    [29]焦驰宇.城市曲线高架桥的计算模型与动力反应分析.西安建筑科技大学硕士学位论文.2005.2
    [30]范立础,胡世德,叶爱君.大跨度桥梁抗震设计.北京:人民交通出版社,2001
    [31]范立础,王志强.桥梁减隔震设计.北京:人民交通出版社,2001
    [32]范立础,李建中,王君杰.高架桥梁抗震设计.北京:人民交通出版社,2000
    [33]范立础,卓卫东.桥梁延性抗震设计.北京:人民交通出版社,2001
    [34]聂利英,李建中,范立础.复杂结构地震动输入方向的基本原理及其影响[J].地震工程与工程振动,2003,23(3)
    [35]范立础,王志强.桥梁抗震.同济大学出版社,1996
    [36]J. S. Davidson, C. H.Yoo. Local Buckling of Curved I-Girder Flanges. Journal of Structural Engineering.1996,122(8)
    [37]C. H. Yoo, Y. J. Kang, J. S. Davidson. Buckling Analysis of Curved Beams by Finite Element Discretization. Journal of Engineering Mechanics.1996,122, (8)
    [38]J. S. Davidson, M. A. Keller, C. H. Yoo. Cross-Frame Spacing and ParametricEffects in Horizontally Curved I-Girder Bridges. Journal of StructuralEngineering.1996,122(9)
    [39]R. Desroches, G. Fenves. Evaluation of Recorded Earthquake Response of Curved Highway Bridge. Earthquake Spectra.1997,3(3)
    [40]T. Hyashikawa, A. Otake, A. Nakajima. Nonlinear Behavior of Curved Viaducts Subjected to 3-D Earthquake Ground Motions. The 10th Earthquake Engineering Symposium Proceedings. Paper No. G1-20, ArchitecturalInstitute of Japan, Tokyo,1998,2
    [41]Otsuka, Hisanori. Dynamic Analysis of Sliding Behavior of Curved BridgeSuperstructure Caused by Horizontal Ground M. Bulletin of EarthquakeEngineering Laboratory, University, August 8-9,1998
    [42]W. X. Zhang. Horizontally Curved Steel Box Girder Bridge Analysis. Paper No.T165-3. Structural Engineering Worldwide [computer file], Elsevier Science Ltd.,Oxford, England.1998
    [43]A. Zureick, R. Naqib, J. M. Yadlosky. Curved Steel Bridge Research ProjectInterim Report Synthesis. FHWA-RD-93-129, Federal Highway Administration,VA.1993
    [44]A. Zureick, R. Naqib. Horizontally Curved Steel I-Girders:State-of-the-ArtAnalysis Methods.Journal of Bridge Engineering.1999,4(1):38-47
    [45]P. C. Chang, C. P. Heins, G. H. Li, D. Shi. Seismic Study of Curved BridgesUsing the Rayleigh-Ritz Method. Computers and Structures.1985,21(6)
    [46]J. Senthilvasan, G. H. Brameld, D. P.. Vibration Analysis of Continuous Curved Bridges. Fourteenth Australasian Conference on Mechanics of Structures and Materials, University of Tasmania, Hobart, Australia.December 11-13,1995
    [47]M. N. Abdel-Salam, C. P. Heins. Seismic Response of Curved Steel Box Girderbridges. Journal of Structural Engineering.1988,114(12)
    [48]袁万城,王玉贵,杨玉民,范立础.曲线梁桥空间地震反应分析.第十二届全国桥梁学术会议论文集,广州,1996
    [49]王耀伟.平面不规则结构非弹性地震反应规律研究.重庆大学博士学位论文.2003
    [50]张寰华.空间框架结构对多维地面运动的弹塑性动力反应.地震工程与工程振动.1983,3(1)