首页> 外文学位 >Prediction of Time-Dependent Stresses and Deflections in Prestressed, Concrete Girders: From Start of Fabrication to End of Service Life.
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Prediction of Time-Dependent Stresses and Deflections in Prestressed, Concrete Girders: From Start of Fabrication to End of Service Life.

机译:预应力混凝土梁中随时间变化的应力和挠度的预测:从制造开始到使用寿命结束。

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摘要

Fabricators and contractors need accurate prediction of the camber in precast, prestressed, concrete girders. Large differences in the camber between adjacent girders lead to significant construction difficulties that often have financial and/or legal ramifications. Many factors affect the time-dependent deflections of these girders including; creep and shrinkage of concrete, prestressing relaxation, temperature variations and numerous fabrication conditions. The current models used to predict the deflection history are largely empirical and, although they account approximately for some of the important effects, they do not explicitly consider the interactions among these factors.;The goal of this research was to generate a camber prediction algorithm that links the time-dependent constitutive models and explicitly considers the fabrication conditions. This was done by using classical structural analysis techniques and combining them with explicit, time-dependent material models.;The analysis was divided into four time phases that encompass a girder's life-span, from fabrication through it service life. These phases are:;• Strand jacking: The phase during which the prestressing strands are brought up to their specified jacking stress,;• Pre-bonding: The phase during which the prestressing strands are anchored to the abutments in the casting bed, but the strands have not yet bonded to the surrounding concrete,;• Post-bonding: The phase during which the concrete has bonded to the strands, but the girder is still resting in the casting bed, and the strands are still restrained by the abutments.;• Post-release: The phase during which the prestressing strands have been released from the abutments and the girder is removed from the casting bed. This phase includes the entire service life.;In each of these four phases, the boundary conditions are different and the system is analyzed to determine the stresses, deformations and deflected shape. The calculations are necessarily iterative because the constitutive laws for the strand and concrete are time-dependent. The foundation of this analysis method is the proper time-dependent constitutive models.;A time-dependent constitutive model was developed for concrete creep using basic Kelvin-Voigt rheological models, modified to include time-dependent parameters. This new model was then calibrated against currently accepted creep models in order to optimize model parameters for a specific girder concrete.;For the time-dependent strand relaxation model, the model proposed by Bazant and Yu (2012) was used. Unlike the commonly used Magura model (1964) this model is capable of addressing variable stress loading. It also accounts for the key factors that affect relaxation, including temperature and variations in strain. This model was calibrated against relaxation data.;Using these calibrated material constitutive models, the camber prediction algorithm was used to predict the pre-release material stresses as well as the camber history for a girder. The resulting predictions were compared with measured cambers at release and up to ten hours after release. The resulting predictions were reasonable and resulted in expected trends. The predictions also compared favorably with the AASHTO (2012) model for long-term predictions.
机译:制造商和承包商需要准确预测预制,预应力混凝土梁中的弯度。相邻大梁之间弯度的巨大差异会导致严重的施工困难,通常会产生财务和/或法律后果。许多因素会影响这些大梁随时间变化的挠度,其中包括:混凝土的蠕变和收缩,预应力松弛,温度变化和许多制造条件。当前用于预测挠度历史的模型在很大程度上是基于经验的,尽管它们近似地解释了一些重要的影响,但是它们并未明确考虑这些因素之间的相互作用。链接与时间有关的本构模型,并明确考虑制造条件。这是通过使用经典的结构分析技术并将其与明确的,与时间相关的材料模型相结合来完成的。该分析被分为四个时间阶段,涵盖了从制造到使用寿命的整个梁的寿命。这些阶段是:•钢绞线顶升:将预应力钢绞线提高到其指定的顶压应力的阶段;;•预粘结:将预应力钢绞线锚定到浇铸台基台上的阶段,但是钢绞线尚未粘结到周围的混凝土上;;•后粘结:混凝土粘结到钢绞线上的阶段,但大梁仍停留在浇铸床上,并且钢绞线仍然受到基台的约束。 •后释放:预应力股从基台上释放,大梁从浇铸床中移出的阶段。该阶段包括整个使用寿命。在这四个阶段中,每个阶段的边界条件都不同,并且需要对系统进行分析以确定应力,变形和变形形状。计算是必须迭代的,因为钢绞线和混凝土的本构定律是随时间变化的。这种分析方法的基础是适当的时变本构模型。;使用基本的Kelvin-Voigt流变模型,为混凝土蠕变建立了时变本构模型,并对其进行了修改,使其包括时变参数。然后针对当前的蠕变模型对该新模型进行校准,以优化特定梁混凝土的模型参数。对于随时间变化的线松弛模型,使用了Bazant和Yu(2012)提出的模型。与常用的Magura模型(1964年)不同,该模型能够处理可变应力载荷。它还说明了影响松弛的关键因素,包括温度和应变变化。该模型针对松弛数据进行了校准。使用这些校准的材料本构模型,弯度预测算法用于预测梁的预释放材料应力和弯度历史。将所得的预测与释放时以及释放后十小时内测得的弯度进行比较。得出的预测是合理的,并导致了预期的趋势。该预测还可以与AASHTO(2012)模型进行长期预测相比较。

著录项

  • 作者

    Davison, Bill.;

  • 作者单位

    University of Washington.;

  • 授予单位 University of Washington.;
  • 学科 Engineering Civil.
  • 学位 Masters
  • 年度 2014
  • 页码 159 p.
  • 总页数 159
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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