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Analysis and modeling of soil-structure interaction in bridge support structures.

机译:桥梁支撑结构中土-结构相互作用的分析和建模。

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摘要

The p-y method is an established analysis tool for lateral response of piles. Existing soil lateral load-displacement (or p-y) backbone curves have been calibrated with tests on small-diameter, linearly elastic piles. The first portion of this study is devoted to obtaining several new p-y curves by using data from three solitary reinforced concrete shafts embedded in stiff clay and tested to failure under lateral loading These new curves are shown to differ from the standard curves, primarily in capacity: For a 6ft-diameter free-head specimen, the new curve reaches a load capacity that is 60% higher than the standard curve; for a 2ft-diameter free-head shaft, the new curve is 20% weaker; and for a 2ft-diameter fixed-head shaft, the new curve is 100% stronger than the existing standard.;In the second part of this study, the calibrated p-y model of the 2ft-diameter fixed-head specimen, and a validated finite element model of a group of nine piles are utilized to determine "group efficiency factors." These scaling factors are found to depend on the magnitude of lateral pile-cap displacement. The efficiencies are less than unity when the passively resisting soil wedges in front of the piles interfere with each other---for the same lateral displacement, a pile in the group generates a resisting force that is less than that of a solitary pile. Usually dubbed as the "shadowing effect," this behavior is observed up to intermediate levels of lateral pile-cap displacement. The group efficiencies tend to unity as the displacement increases.;The third part explores abutment-backfill interaction in bridges. This effect can significantly influence the seismic response of a bridge. Both log-spiral hyperbolic (LSH) and finite element models are validated using data from several abutment tests. Extensive parametric studies are carried out using the LSH model, which is more amenable for this task than the finite element model because of its computational efficiency. Results are used to devise hyperbolic equations to represent the lateral load-displacement backbone curves of abutments as an explicit function of wall height and the backfill soil's physical parameters. This physically parameterized hyperbolic formula is amenable for routine seismic response simulations of bridges.
机译:p-y方法是桩的横向响应的既定分析工具。现有的土壤侧向荷载-位移(或p-y)主干曲线已通过在小直径,线性弹性桩上的测试进行了校准。本研究的第一部分致力于通过使用嵌在硬质粘土中的三个单独钢筋混凝土竖井的数据来获得几条新的py曲线,并在侧向载荷下对其进行了测试,这些新曲线显示出与标准曲线不同,主要是在承载力上:对于直径为6英尺的自由头试样,新曲线达到的负载能力比标准曲线高60%。对于直径为2ft的自由头轴,新曲线要弱20%;对于直径为2ft的固定头轴,新曲线比现有标准强100%。;在本研究的第二部分中,对直径为2ft的固定头试样的py模型进行了校准,并验证了有限一组九个桩的单元模型用于确定“组效率因子”。发现这些比例因子取决于桩帽侧向位移的大小。当桩前的被动抵抗土楔相互干扰时,效率小于1。对于相同的横向位移,桩中的桩产生的抵抗力小于孤立桩的抵抗力。通常将这种现象称为“阴影效应”,直到横向水平的桩帽位移达到中间水平为止。随着位移的增加,群效率趋于统一。第三部分探讨了桥梁中的桥台-回填相互作用。这种影响会显着影响桥梁的地震响应。对数螺旋双曲线(LSH)模型和有限元模型均使用来自多个基台测试的数据进行了验证。使用LSH模型进行了广泛的参数研究,由于其计算效率高,因此它比有限元模型更适合于此任务。结果被用来设计双曲线方程,以表示基台的侧向载荷-位移主干曲线,作为壁高和回填土的物理参数的明确函数。此物理参数化的双曲公式适用于桥梁的常规地震响应模拟。

著录项

  • 作者

    Khalili Tehrani, Payman.;

  • 作者单位

    University of California, Los Angeles.;

  • 授予单位 University of California, Los Angeles.;
  • 学科 Engineering Geological.;Engineering Civil.
  • 学位 Ph.D.
  • 年度 2009
  • 页码 209 p.
  • 总页数 209
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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