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Specialized strut-and-tie method for rapid strength prediction of bridge pier caps

机译:专门的撑杆式方法快速预测桥墩盖强度

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Deep pier caps possess additional shear strength due to the formation of the strut action which cannot be captured by the traditional sectional method. The strut-and-tie method (STM) is a suitable method for capturing the deep beam action. The application of the STM, however, has many challenges including creating and optimizing a valid truss model, performing an indeterminate truss analysis, calculation of nodal and elemental stress limits, etc. The objective of this study is to explore innovative strategies to reduce the complexity of the STM by developing a strut-and-tie methodology to rapidly and accurately predict the shear capacities of deep pier caps. A graphical solution algorithm and associated computer code is developed to generate and analyze efficient strut-and-tie models while intuitively educating engineers in the correct use of the methodology. The accuracy of the methodology is assessed by modeling eight existing bridge pier caps with a general-purpose strut-and-tie method. In addition, nonlinear finite element analyses of the same pier caps are performed for an in-depth investigation and comparisons of the governing behaviors, strengths, and modes of failure with those obtained from the proposed methodology. Although not valid for deep beams, the sectional method calculations are performed to demonstrate the consequences of using it. The relationship between the shear span-to-depth ratio and the shear strength predictions from all three methods are compared for twenty-one regions. The proposed methodology has general applicability for modeling deep pier caps and is shown to provide similar modeling time and effort to the sectional method with accuracies comparable to those obtained from the nonlinear finite element analysis.
机译:由于形成了支杆作用,深的墩盖具有额外的抗剪强度,而传统的截面方法无法捕获这种强度。压杆连接法(STM)是捕获深梁作用的合适方法。然而,STM的应用面临许多挑战,包括创建和优化有效的桁架模型,执行不确定的桁架分析,计算节点和基本应力极限等。本研究的目的是探索创新策略以降低复杂性通过开发一种“拉杆-拉杆”方法来快速准确地预测深墩盖的抗剪承载力,从而达到了STM的目的。开发了一种图形化的解决方案算法和相关的计算机代码,以生成和分析有效的支撑模型,同时直观地教育工程师正确使用该方法。该方法的准确性是通过使用通用的撑杆和领带方法对八个现有桥墩进行建模来评估的。此外,还对同一墩盖进行了非线性有限元分析,以进行深入研究,并将其治理行为,强度和破坏模式与从所提出的方法中获得的结果进行比较。尽管不适用于深梁,但进行了分段方法计算以证明使用它的后果。比较了二十一个区域的剪切跨度与深度之比与所有三种方法预测的剪切强度之间的关系。所提出的方法具有对深墩盖建模的普遍适用性,并且显示出与截面方法相似的建模时间和工作量,其准确性可与从非线性有限元分析获得的准确性相媲美。

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