期刊文献+

POD在大跨屋盖风致响应计算中的应用 被引量:10

Application of POD to calculation of wind-induced response of large roofs
下载PDF
导出
摘要 根据风洞试验同步多点压力扫描技术和本征正交分解方法重构作用于圆拱顶屋盖的脉动风力。对重构的脉动风荷载的时间历程曲线及其统计性质与实测风荷载进行比较。计算部分测压点上重构的风荷载的自功率谱、互功率谱及相干函数,并用实测荷载的功率谱作了检查。提出一种采用缩阶技术用完全二次型组合法计算大跨屋盖的风致响应的方法,这种方法利用少量本征模态计算缩阶的主坐标功率谱而得到脉动风荷载功率谱。为检验方法的效率,给出采用不同数目主坐标的圆拱顶屋盖部分节点竖向均方根位移的计算时间和计算误差,以及采用不同数目主坐标的缩阶技术得到的全部节点的竖向均方根位移响应的误差分布。 The fluctuating wind loads on a dome-like roof are reconstructed based on the synchronous multi-pressure scanning technique of wind tunnel tests and the proper orthogonal decomposition (POD) method. The time-history curve and the statistics of the reconstructed fluctuating wind loads are compared with those of the measured wind loads. The auto-spectra, cross-spectra and correlation of the reconstructed loads for some taps are computed and examined in comparison with those obtained from the measured loads. A reduced-order approach to calculating the wind-induced response of large roofs with complete quadratic combination is proposed. In this approach the spectra matrix of fluctuating wind loads is obtained through calculating the reduced spectra matrix of the principal coordinates with a few proper modes. To verify the efficiency of the approach, the computing time and error of the vertical RMS displacements of some nodes of the dome with different numbers of principal coordinates are presented. Moreover, the error distributions of the vertical RMS displacement response of all nodes using the reduced-order technique with different number of principal coordinates are illustrated.
机构地区 汕头大学
出处 《土木工程学报》 EI CSCD 北大核心 2007年第6期1-6,共6页 China Civil Engineering Journal
基金 国家自然科学基金资助(50378052)
关键词 本征正交分解 圆拱顶屋盖 风致响应 功率谱计算 proper orthogonal decomposition dome-like roof wind-induced response spectra calculation
  • 相关文献

参考文献13

  • 1Holmes J D,Sankaran R,Kwok K C S,et al.Eigenvector modes of fluctuating pressures on low-rise building models[J].J.Wind Eng.Ind.Aerodyn.,1997,69-71:687-707
  • 2Tamura Y,Suganuma S,Kikuchi H,et al.Proper orthogonal decomposition of random wind pressure field[J].J.Fluids & Struc.,1999,13:1069-1095
  • 3Armitt J.Eigenvector analysis of pressure fluctuations on the West Burton instrumented cooling tower[R].London:Central Electricity Research Laboratories,Internal Report RD/L/N 114/68.1968
  • 4Kareem A.Cermak J E.Pressure fluctuations on a square building model in boundary-layer flows[J].J.Wind Eng.Ind.Aerodyn.,1984,16:1753-1763
  • 5Holmes J D.Analysis and synthesis of pressure fluctuations on bluff bodies using eigenvectors[J].J.Wind Eng.Ind.Aerodyn.,1990,33:219-230
  • 6Bienkiewicz B,Tamura Y,Ham H J,et al.Proper orthogonal decomposition and reconstruction of multichannel roof pressure[J].J.Wind Eng.Ind.Aerodyn.,1995.54/55:369-381
  • 7Tamura Y,Ueda H,Kikuchi H,et al.Proper orthogonal decomposition study of approach wind-building pressure correlation[J].J.Wind Eng.Ind.Aerodyn.,1997,72:421-431
  • 8Ricciardelli F,Grenet E T,Solari G.Analysis of the wind loading of a bridge deck box section using proper orthogonal decomposition[J].Int.J.of Fluid Mechanics Research,2002,29(3/4):312-322
  • 9Chen Y,Kopp G A,Surry D.Spatial extrapolation of pressure time series on low building using proper orthogonal decomposition[J].Wind and Struct.,An Int.J.,2004,7(6):373-392
  • 10Holmes J D.Efiective static load distributions in wind engineering[J].J.Wind Eng.Ind.Aerodyn.,2002,90:91-109

二级参考文献9

  • 1张相庭.结构顺风向风振的规范表达式及有关问题的分析[J].建筑结构,2004,34(7):33-35. 被引量:16
  • 2DAVENPORT A G.Gust loading factor[J].J.Struct.Div.,1967,93(3):11-34.
  • 3SIMIU E.Equivalent static wind loads for tall buildings design[J].J.Struct.Div.,1976,102(4):719-737.
  • 4SOLARI G.Alongwind response estimation:closed from solution[J].J.Struct.Div.,1982,108(1):225-244.
  • 5ZHOU Y,KAREEM A.Gust loading factor:new model[J].J.Struct.Eng.,2001,127(2):168-175.
  • 6KASPERSKI M.Extreme wind load distributions for linear and nonlinear design[J].J.Eng.Struct.,1992,14(1):27-34.
  • 7HOLMES J D.Effective static load distributions in wind engineering[J].J.Wind Eng.Ind.Aerodyn.,2002,90(2):91-109.
  • 8TAMURA Y,SUGANUMA S,KIKUCHI H,HIBI K.Proper orthogonal decomposition of random wind pressure field[J].J.Fluids and Structures,1999,13(7):1 069-1 095.
  • 9WILSON E L,YUAN M W,DICKENS J M.Dynamic analysis by direct superposition of RITZ vectors[J].Earthquake Engineering and Structural Dynamics,1982,10(6):813-821.

共引文献37

同被引文献98

引证文献10

二级引证文献28

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部