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增量动力分析法计算抗弯钢框架-薄钢板剪力墙体系的地震力折减系数和位移放大系数

Seismic force modification factor and displacement amplification factor of moment resisting steel frame-thin steel plate shear wall using incremental dynamic analysis
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摘要 基于薄钢板剪力墙的抗剪承载能力,收集多条人工地震波和天然地震波数据,按增量动力分析法计算出各条调幅地震波作用下结构的底部剪力和顶点位移,绘制出10层、15层和20层抗弯钢框架-薄钢板剪力墙体系的底部剪力-顶点位移曲线,进而计算各算例中震下的地震力折减系数R和大震下的位移放大系数Cd。结果表明:10层结构中震下的R平均值为2.7,大震下的Cd平均值为4.94;15层结构中震下的R平均值为2.77,大震下的Cd平均值为4.91;20层结构中震下的R平均值为2.5,大震下的Cd平均值为4.08。每条地震波所计算的R和Cd值都不相同;最大值R对应的地震波算出的Cd并不是最大,同样地,最小值R对应的地震波算出的Cd也不一定最小。 Based on a large number of artificial simulated earthquake waves and natural earthquake waves and the shear bearing capacity of thin steel plate shear wall(SPSW), the theory of incremental dynamic analysis was used to calculate the base shear and roof displacement of moment resisting steel frame-thin SPSW structure under each amplitude modulation seismic wave, and the base shear-roof displacement curves of 10-storey, 15-storey and 20-storey structure were drawn. Then the seismic force modification factor R under middle earthquake and displacement amplification factor Cd under the severe earthquake of each example were calculated. The results show that the average Runder middle earthquake is 2.7 and the average Cd under the severe earthquake is 4.94 for 10-storey structure. For 15-storey structure, the average R and Cd are 2.77 and 4.91, respectively. For 20-storey structure, the average R and Cd are 2.5 and 4.08, respectively. The obtained R and Cd under each seismic wave are not the same. The calculated Cd under the corresponding seismic wave with maximum R is not biggest. Similarly, the derived Cd from the corresponding seismic wave with minimum R is not minimal.
机构地区 江苏科技大学
出处 《土木工程学报》 EI CSCD 北大核心 2014年第S2期139-144,共6页 China Civil Engineering Journal
基金 国家自然科学基金(51308260) 江苏科技大学博士人才支持计划基金(35281104)
关键词 地震波 增量动力分析 薄钢板剪力墙 地震力折减系数 位移放大系数 seismic wave incremental dynamic analysis thin steel pl ate shear wall seismic force modification factor displacement amplification factor
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参考文献5

  • 1李成.钢结构的增量动力分析(IDA)方法与应用[J].煤炭技术,2013,32(1):135-137. 被引量:3
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二级参考文献6

  • 1Seung - Yul Yun, Ronald O. Hamburger, C. Allin Cornel1, and Douglas A. Foutch, Seismic performance evaluation for steel mo- ment frames[ J]. Journal of Structural Engineering,2002,128 (4) : 534 - 545.
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