土木工程随机风场数值模拟研究的进展
详细信息 本馆镜像全文    |  推荐本文 | | 获取馆网全文
摘要
风荷载是大跨空间结构、高层和高耸结构、桅式结构、大跨度桥梁等土木工程结构的主要设计荷载之一。风荷载的确定手段主要有风洞试验、现场实测、数值模拟等。但前两类风荷载确定手段均较为复杂,且耗时耗资巨大,因而仅仅针对特定的工程结构才进行。通过数值模拟方法得到的风速时程满足风主要统计特性的任意性,而且比实际记录更具有代表性,因而在实际工程中被广泛使用。首先简要介绍大气边界层风的特性与风荷载的作用特点,接着重点讨论了土木工程风工程中平稳高斯、非平稳高斯、非高斯随机风场的模拟技术,最后对该领域的进展情况给出了一些展望。
Wind load is one of main loads in design of civil engineering structures, such as, large-span spatial structures, long-span bridges, tall buildings and high-rise towers, and guyed masts. Currently, there are mainly wind tunnel tests, field measurements, and numerical simulations used for determining wind loads. The wind tunnel tests and field measurements are complex and they consume a great deal of time and money, thus barely applicable to particular engineering structures. It is worth noting that the wind speed time-history obtained using numerical simulations not only satisfies main statistic characteristics but also possess better representation than actual wind speed records. Therefore, numerical simulations are widely used to simulate stochastic wind fields in civil engineering. Here, the natural wind properties and wind effects in the atmospheric boundary lay are introduced firstly. Subsequently, simulation techniques of stochastic wind fields such as stationary Gaussian, non-stationary Gaussian, non-Gaussian random fields are reviewed. Eventually, the trends of future studied on simulating stochastic wind fields in civil engineering are proposed.
引文
[1]Simiu E,Scanlan R H,刘尚培等译.风对结构的作用——风工程导论[M].上海:同济大学出版社,1992.
    [2]Kareem A,Kijewski T.7th US National Conference on windengineering:a summary of papers[J].J.Wind Eng.Ind.Aerodyn.,1996,62:81—129.
    [3]张相庭.结构风压和风振计算[M].上海:同济大学出版社,1985.
    [4]项海帆.结构风工程的现状与展望[J].振动工程学报,1997,10(3):258—263.
    [5]Stathopoulos T.Computational wind engineering:past a-chievements and future challenges[J].J.Wind Eng.Ind.Aerodyn.,1997,67—68:509—532.
    [6]项海帆.力学与风工程[A].21世纪工程技术的发展对力学的挑战[M].上海:上海交通大学出版社,1999,318—329.
    [7]沈世钊.大跨空间结构理论研究和工程实践[J].中国工程科学,2001,3(3):34—41.
    [8]Iannuzzi A,Spinelli P.Artificial wind generation and Struc-tural response[J].Journal of Structural Engineering,ASCE,1987,113(10):2382—2398.
    [9]Paola M D.Digital simulation of wind field velocity[J].J.Wind Eng.Ind.Aerodyn.,1998,74—76:91—109.
    [10]Deodatis G.Simulation of ergodic multivariate stochasticprocess[J].J Eng.Mech.ASCE,1996,122(3):778—787.
    [11]Shinozuka M,Jan C M.Digital simulation of random processand its application[J].Journal of Sound and Vibration,1972,25(1):111—128.
    [12]王丽萍,周敏.高斯扩散模式平均风速u取值的合理性研究[J].中国矿业大学学报,1995,6:89—93.
    [13]Simiu E,Scanlan R H.Wind effects on structures:an intro-duction to wind engineering[M].New York:John Wiley&Sons,Inc,1978.
    [14]陈英俊,于希哲.风荷载计算[M].北京:中国铁道出版社,1998.
    [15]Gurley K,Kareem A.Analysis interpretation modeling andsimulation of unsteady wind and pressure data[J].J.WindEng.Ind.erodyn.1997,69—71;657—669.
    [16]Kumar K S,Stathopoulos T.Synthesis of non_Gaussian windpressure time series on low building roofs[J].EngineeringStructures,1999,(12):1086—1100.
    [17]程志军,楼文娟,孙炳楠,等.屋面风荷载及风致破坏机理[J].建筑结构学报,2000,21(4):39—47.
    [18]Simiu E.Wind spectra and dynamic along wind response[J].J.Struct.Div.,ASCE.1974,100(9):1897—1910.
    [19]王之宏.风荷载的模拟研究[J].建筑结构学报,1994,15(1):44—52.
    [20]Vom Karman T.Progress in the statistical theory of turbulence[A].Proceedings of National Academy of Science[C],Washington DC,1948,530—539.
    [21]张相庭.工程抗风设计计算手册[M].北京:中国建筑工业出版社,1998.
    [22]Det Norske Veritas,Ris?National Labastory.Guidelines fordesign of wind turbine[M].Det Norske Veritas and Ris?National Laboratory,2002.
    [23]Rice S O.Mathematic analysis of random noise[C].Selectedpapers on noise and stochastic processes,N.Wax,ed.,Dover publish Inc.,NewYork,N.Y.,1954,133—294.
    [24]Shinozuka M.Simulation of multivariate and multidimensionalrandom process[J].Journal of the Acoustical Society of A-merica,1971,49(1):357—367.
    [25]Grigoriu M.On the spectral representation method in simula-tion[J].Probabilistic Engineering Mechanics,1993,8:75—90.
    [26]贺德馨,等.中国空气动力研究与发展中心风工程研究试验近况[C].第五届全国风工程及工业空气动力学学术会议论文集.张家界:1998,135—139.
    [27]李明水,贺德馨.自然风场的数值模拟[J].空气动力学学报,1999,17(1):44—51.
    [28]韩大建,邹小江,苏成.大跨度桥梁考虑桥塔风效应的随机风场模拟[J].工程力学,2003,20(6):18—22.
    [29]李钰川,胡雪莲,李王宣,等.重庆菜园坝长江大桥脉动风荷载模拟[J].中国港湾建设,2005,138(4)19—21.
    [30]Yang W W,Chang T Y P,Chang C C.An efficient windfield simulation technique for bridges[J].J Wind Eng IndAerodyn,1997,67—68:697—708.
    [31]苏成,韩大建,颜全胜,等.大跨度桥梁风场模拟及气动力计算[J].华南理工大学学报,1999,27(11):36—43.
    [32]Cao Y H,Xiang H F,Zhou Y.Simulation of stochastic windvelocity field on long-span bridges[J].J Eng.Mech ASCE,2000,126(1):1—6.
    [33]李永乐,周述华,强士中.大跨度斜拉桥三维脉动风场模拟[J].土木工程学报,2003,36(10):60—65.
    [34]丁泉顺,陈艾荣,项海帆.大跨度桥梁空间脉动风场的计算机模拟[J].力学季刊,2006,27(2):184—189.
    [35]Chen X,Kareem A.Proper orthogonal decomposition-basedmodeling analysis and simulation of dynamic wind load effectson structures[J].J Eng.Mech.ASCE,2005,131(4):325—339.
    [36]Paola M D,Gullo I.Digital generation of multivariate windfield processes[J].Prob.Eng.Mech.,2001,16(1):1—10.
    [37]Ding Q S,Zhu L D,Xiang H F.Simulation of stationaryGaussian stochastic wind velocity field[J].Journal of windand structures.2006,9(3):231—243.
    [38]Solari G,Carassale L.Modal transformation tools in structuraldynamics and wind engineering[J].Wind and Structures,2000,3(4):221—241.
    [39]李黎,胡亮,樊剑,等.具有桥塔风效应的桥梁风场数值模拟[J].振动与冲击,2007,26(5):14—18.
    [40]Iannuzzi A,Spinelli P.Artificial wind generation and struc-tural response[J].Journal of Structural Engineering,ASCE1987,113(12):2382—2398.
    [41]Mignolet MP,Spanos P D.Simulation of homogeneous two_di-mensional random fields:part I_AR to ARMA models[J];part II_MA to ARMA models[J].Journal of Applied Me-chanics,Transactions of the ASME 1992,59,part I:260—269;part II:270—277.
    [42]刘学利,王肇民.高耸结构空间相关风场的模拟研究[J].建筑结构,2000,20(4):45—47.
    [43]董军,邓洪洲,刘学.高层建筑脉动风荷载时程模拟的AR模型方法[J].南京建筑工程学院学报,2000,2:20—25.
    [44]王修琼,张相庭.混合回归模型及其在高层建筑风响应时域分析中的应用[J].振动与冲击,2000,19(1):5—7.
    [45]Owen J S et al.The application of auto_regressive time seriesmodeling for the time_frequency analysis of civil engineeringstructures[J].Engineering Structures,2001,23:521—536.
    [46]李元齐,董石麟.大跨度空间结构风荷载模拟技术研究及程序编制[J].空间结构,2001,7(3):3—11.
    [47]舒新玲,周岱.风速时程AR模型及其快速实现[J].空间结构,2003,9(4):27—32.
    [48]胡雪莲,李正良,晏致涛.大跨度桥梁结构风荷载模拟研究[J].重庆建筑大学学报,2005,27(3):63—67.
    [49]Naganuma T,Deodatis G,Shinozuka M.ARMA model fortwo-dimensional process[J].Journal of Engineering Mechan-ics,ASCE1987,113(2):234—251.
    [50]Samaras E,Shinozuka M,Tsurui A.ARMA representation ofrandom process[J].J.Eng.Mech.,ASCE1985,111(3):449—461.
    [51]Mignolet P M,Spanos P D.Recursive simulation of stationarymultivariate random process[J].Transactions of the ASME,Journal of Applied Mechanics,1987,54:674—680.
    [52]曾宪武,韩大建.大跨度桥梁风场模拟方法对比研究[J].地震工程与工程振动,2004,24(1):135—140.
    [53]张华,单建.薄膜结构随机风场模拟和耦合风振响应分析[J].工程力学,2006,23(10):19—24.
    [54]赵臣,张小刚,吕伟平.具有空间相关性风场的计算机模拟[J].空间结构,1996,2(2):21—25.
    [55]向阳,沈世钊,李君.薄膜结构的非线性响应分析[J].建筑结构学报,1999,20(6):38—46.
    [56]Li Y,Kareem A.Simulation of multivariate random proces-ses:hybrid DFT and digital filtering approach[J].J.Eng.Mech.,ASCE1993,119(5):1078—1098.
    [57]柳杰,周岱,黄剑伟,等.大跨空间结构风模拟的改进方法及其小波识别[J].振动与冲击,2006,25(4):21—24.
    [58]Yamada M,Ohkitani K.Orthonormal wavelet analysis of tur-bulence[J].Fluid Dyn.Res.,1991,8:101—115.
    [59]Kitagawa T,Nomura T.A wavelet-based method to generateartificial wind fluctuation data[J].J.Wind Eng.Ind.Aero-dyn,2003,90:943—964.
    [60]王毅,陈艾荣.基于小波方法的随机脉动风模拟[A].第11届全国结构风工程学术会议论文集[C].三亚,2003,91—96.
    [61]Kareem A,Kijewski T.Time-Frequency Analysis of WindEffects on Structures[J].J.Wind Eng.Ind.Aerodyn,2002,90:1435—1452.
    [62]吴筑海,马骏,周岱,等.空间结构风时程模拟及分析[A].见:第四届全国现代结构工程学术研讨会论文集[C].宁波:2004,456—462.
    [63]陈艾荣,王毅.基于小波方法的随机脉动风模拟[J].同济大学学报,2005,33(4):427—431.
    [64]周岱,马骏,吴筑海,等.空间结构三维风时程模拟及其小波分析[J].工程力学,2006,23(3):88—92.
    [65]韩艳,陈政清.利用小波逆变换模拟随机风场的脉动风[J].振动工程学报,2007,20(1):52—56.
    [66]Shinozuka M,Sato Y.Simulation of non-stationary randomprocess[J].J.of Eng.Mech.,ASCE1967,63(1):11—40.
    [67]Liang J,Chaudhuri S R,Shinozuka M.Simulation of non-stationary stochastic processes by spectral representation[J].Journal of Engineering Mechanics,ASCE,2007,133(6):616—627.
    [68]Priestley M B.Evolutionary Spectra and Non-StationaryProcesses[J].J.R.Stat.Soc.Ser.B,Series B,1965,27(2):204—237.
    [69]Priestley M B.Power spectral analysis of non-stationary ran-dom processes[J].Journal of Sound and Vibration,1967,6(1):86—97.
    [70]Deodatis G,Shinozuka M.Auto-regressive model for non-sta-tionary stochastic process[J].J.Eng.Mech.,ASCE1988,114(11):1995—2012.
    [71]Grigoriu M.Simulation of non-stationary Gaussian process byrandom trigonometric polynomials[J].J.Eng.Mech,ASCE1993,119(2):328—343.
    [72]Gurley K R,Tognarelli MA,Kareem A.Analysis and simu-lation tools for wind engineering[J].Probabilistic Engineer-ing Mechanics,1997,12(1):9—31.
    [73]Bienkiwicz B,Ham HJ.Wavelet study of approach wind ve-locity and building pressure[J].J.Wind Eng.Ind.Aero-dyn.,1998,74—76;609—617.
    [74]Fang J Q,et al.Wind effects on a very tall building andwavelet analysis[J].Proc.Instn Civ.Engrs Structs&Bldgs,2000,140(5):151—159.
    [75]Tse P,Yang W X,Tam H Y.Machine fault diagnosisthrough an effective exact wavelet analysis[J].Journal ofSound and Vibration,2004,277(5):1005—1024.
    [76]Huang N E,Shen Z,Long S R,et al.The empirical modedecomposition and the Hilbert spectrum for non-linear andnon-stationary time series analysis[J].Proceedings of theRoyal Society of London Series A-Mathematical Physical andEngineering Sciences,1998,454:903—995.
    [77]Huang NE,Shen Z,Long S R.Anewviewof non-linear wa-ter waves;the Hilbert spectrum[J].Annual Reviewof Flu-id Mechanics,1999,31(3):417—457.
    [78]Huang NE,Shin HH,Long S R.The Ages of Large Ampli-tude Coastal Seiches on the Caribbean Coast of Puerto Rice[J]Phy.Oceanograhy,Aug 2000,30(8):2001—2012.
    [79]Zhu X,Shen Z,Eckermann S D,et al.Gravity Wave Char-acteristics in the Middle Atmosphere Derived from the Empiri-cal Mode Decomposition Method[J].Geophys.Res.,1997,102:16,545—16,561.
    [80]Huang W,Shen Z,Huang N E,et al.Engineering Analysisof Biological Variables:and Example of Blood Pressure over1Day[J].Proc.Natl.Acad.Sci.USA,1998,95:4816—4821.
    [81]Huang W,Shen Z,Huang NE,et al.Nonlinear Indicial Re-sponse of Complex Nonstationary Oscillations as PulmonaryPretension Responding to Step Hypoxia[J].Proc.Natl.Acad.Sci.,USA,1999,96:1834—1839.
    [82]Huang K,Patent U S.Application U S.Serial No.09-210693.Fielder December 14,1998.
    [83]Tabor K,Pinzon J,Brown M,Compton J,et al,Relationshipbetween Tropical Sea Surface Temperature Oscillations andVegetation Dynamics in Northeast Brazil during1981 to2000,Submitted to IEEE Transactions on Geo-science and RemoteSensing,05-2001.
    [84]余泊.自适应时频分析方法及其在故障诊断中的应用[D]:[学位论文].大连:大连理工大学,1998.
    [85]张海勇.基于局域波法的非平稳随机信号分析中若干问题的研究[D]:[学位论文].大连:大连理工大学,2001.
    [86]盖强.局域波时频分析方法的理论研究与应用[D]:[学位论文].大连:大连理工大学,2001.
    [87]谭善文.多分辨希尔波特-黄(Hilbert-Huang)变换方法的研究[D]:[学位论文].重庆:重庆大学,2001.
    [88]Zhong Y M,Qin S R.HHT and a New Removing NoiseMethod[C].International Conference ISIST2002,2002.
    [89]钟佑明,秦树人,汤宝平.Hilbert-Huang变换中的理论研究[J].振动与冲击.2002,21(4):13—17.
    [90]钟佑明,秦树人,汤宝平.一种振动信号新变换法的研究[J].振动工程学报.2002,15(2):233—237.
    [91]Chen J,Xu Y L.On modeling of typhoon-induced non-station-ary wind speed for tall buildings[J].The Structural Design ofTall and Special Buildings,2004,(13):145—163.
    [92]Xu Y L,Chen J.Characterizing non-stationary wind speed u-sing empirical mode decomposition[J].Journal of StructuralEngineering,ASCE,2004,130(6):912—920.
    [93]Chen J,Xu Y L,Zhang R C,Modal parameter identificationof Tsing Ma suspension bridge under Typhoon Victor:EMD-HT method[J].J.Wind Eng.Ind.Aerodyn.,2004,92(10):805—827.
    [94]孙海,陈伟,陈隽,等.强风环境非平稳风速模型及应用[J].防灾减灾工程学报,2006,26(1):52—57.
    [95]Deodatis G.,Popescu R.,and Prevost J H.Simulation ofhomogenous non-Gaussian stochastic vector fields[J].Prob.Eng.Mech.,1998,13(1):1—13.
    [96]Deodatis G,Micaletti R C.Simulation of highly-skewed non-Gaussian stochastic processes[J].Conditionally accepted forpublication in the ASCE Journal of EngineeringMechanics,2000.
    [97]Grigoriu M.Simulation of stationary non-Gaussian translationprocesses[J].J.Eng.Mech.,ASCE 1998,124(2):121—126.
    [98]Gurley K R,Kateem A,Tognarelli M A.Simulation of aclass of non-normal random process[J].International Journalof Non-linear Mechanics,1996,31(5):601—617.
    [99]Master F,Gurley K.Non-Gaussian simulation cumulativedistribution function map-based spectral correction[J].J.Eng.Mech.,ASCE 2003,129(12):1418—1428.
    [100]Phoon K K,Huang S P,Quek S T.Simulation of non-Gaussian processes using Karhunen-Loeve Expansion[J].Comput.Struct.,2002,80(16):1049—1060.
    [101]Phoon K K,Quek S T,Huang H W.Simulation of non-Gaussian processes using fractile correlation[J].Prob.Eng.Mech.,2004,19:287—292.
    [102]Sakamoto S,Ghanem R.Simulation of multidimensionalnon-Gaussian non-stationary random fields[J].Prob.Eng.Mech.,2002,17(2):167—176.
    [103]Yamazaki F,Shinozuka M.Digital generation of non-Gauss-ian stochastic fields[J].J.Eng.Mech.,ASCE 1988,114(7):1183—1197.
    [104]Gurley K R,Kareem A.A conditional simulation of non-normal velocity pressure fields[J].J.Wind Eng.Ind.Aerodyn,1998,(12):39—51.
    [105]Kumar K S,Stathopoulos T.Computer simulation of fluctua-ting wind pressure on low building roofs[J].J.Wind Eng.Ind.Aerodyn.,1997,69—71:485—495.

版权所有:© 2023 中国地质图书馆 中国地质调查局地学文献中心