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Development of an extended hyperbolic model for concrete-to-soil interfaces.

机译:为混凝土到土壤的界面扩展了双曲线模型。

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摘要

Placement and compaction of the backfill behind an earth retaining wall may induce a vertical shear force at the soil-to-wall interface. This vertical shear force, or downdrag, is beneficial for the stability of the structure. A significant reduction in construction costs may result if the downdrag is accounted for during design. This potential reduction in costs is particularly interesting in the case of U.S. Army Corps of Engineers lock walls.; A simplified procedure is available in the literature for estimating the downdrag force developed at the wall-backfill interface during backfilling of a retaining wall. However, finite element analyses of typical U.S. Army Corps of Engineers lock walls have shown that the magnitude of the downdrag force may decrease during operation of the lock with a rise in the water table in the backfill. They have also shown that pre- and post-construction stress paths followed by interface elements often involve simultaneous changes in shear and normal stresses and unloading-reloading. The hyperbolic formulation for interfaces (Clough and Duncan 1971) is accurate for modeling the interface response in the primary loading stage under constant normal stress. However, it has not been extended to model simultaneous changes in shear and normal stresses or unloading-reloading of the interface.; The purpose of this research was to develop an interface model capable of giving accurate predictions of the interface response under field loading conditions, and to implement this model in a finite element program. In order to develop the necessary experimental data, a series of tests were performed on interfaces between concrete and two different types of sand. The tests included initial loading, staged shear, unloading-reloading, and shearing along complex stress paths.; An extended hyperbolic model for interfaces was developed based on the results of the tests. The model is based on Clough and Duncan (1971) hyperbolic formulation, which has been extended to model the interface response to a variety of stress paths. Comparisons between model calculations and tests results showed that the model provides accurate estimates of the response of interfaces along complex stress paths. The extended hyperbolic model was implemented in the finite element program SOILSTRUCT-ALPHA, used by the U.S. Army Corps of Engineers for analyses of lock walls.; A pilot-scale test was performed in the Instrumented Retaining Wall (IRW) at Virginia Tech that simulated construction and operation of a lock wall. SOILSTRUCT-ALPHA analyses of the IRW provided accurate estimates of the downdrag magnitude throughout inundation of the backfill. It is concluded that the extended hyperbolic model as implemented in SOILSTRUCT-ALPHA is adequate for routine analyses of lock walls.
机译:将回填土放置并压实在挡土墙后面可能会在土与墙的界面处引起垂直剪力。这种垂直的剪切力或向下拖动对于结构的稳定性是有益的。如果在设计过程中考虑了下拖,则可能会大大降低建筑成本。对于美国陆军工程兵力锁墙来说,这种潜在的成本降低尤为有趣。文献中提供了一种简化的过程,用于估算挡土墙回填期间在墙体-回填界面处产生的向下拖动力。但是,对典型的美国陆军工程兵团锁墙的有限元分析表明,在回锁的操作过程中,随着回填中水位的升高,向下拖曳力的大小可能会减小。他们还表明,施工前和施工后的应力路径以及界面元素通常会同时引起剪应力和法向应力的变化以及卸载-再加载。界面的双曲线公式(Clough and Duncan 1971)对于在恒定法向应力下的初次加载阶段的界面响应建模非常准确。然而,它还没有扩展到模拟剪切和法向应力的同时变化或界面的卸载-再加载。这项研究的目的是开发一种界面模型,该模型能够对现场载荷条件下的界面响应做出准确的预测,并在有限元程序中实现该模型。为了开发必要的实验数据,对混凝土和两种不同类型的沙子之间的界面进行了一系列测试。测试包括初始加载,分段剪切,卸载-重新加载以及沿复杂应力路径的剪切。根据测试结果,开发了接口的扩展双曲模型。该模型基于Clough and Duncan(1971)双曲线公式,该公式已扩展为对各种应力路径的界面响应进行建模。模型计算与测试结果之间的比较表明,该模型提供了沿复杂应力路径的界面响应的准确估计。扩展的双曲模型是在有限元程序SOILSTRUCT-ALPHA中实现的,该程序被美国陆军工程兵团用于锁壁分析。在Virginia Tech的仪表式挡土墙(IRW)中进行了中试规模的测试,模拟了锁墙的构造​​和操作。对IRW的SOILSTRUCT-ALPHA分析可在整个回填淹没期间准确估算出下沉量。结论是,在SOILSTRUCT-ALPHA中实现的扩展双曲模型足以用于锁墙的常规分析。

著录项

  • 作者

    Gomez, Jesus Emilio.;

  • 作者单位

    Virginia Polytechnic Institute and State University.;

  • 授予单位 Virginia Polytechnic Institute and State University.;
  • 学科 Engineering Civil.
  • 学位 Ph.D.
  • 年度 2000
  • 页码 407 p.
  • 总页数 407
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 建筑科学;
  • 关键词

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