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Parametric Study on the Applicability of AASHTO LRFD for Simply Supported Reinforced Concrete Skewed Slab Bridges

机译:Aashto LRFD适用性的参数研究简单地支撑钢筋混凝土板桥

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Simplified code provisions can be used for the analysis and design of straight slab bridges. However, several studies question the appropriateness of simplified procedures for skewed geometries. This paper provides practical insights to the designer regarding the effects of skewness in reinforced concrete slab bridges by evaluating how simplified and more refined analysis procedures impact the design magnitudes and resulting reinforcement layouts. The methods used for this study are analytical and numerical case studies. Eighty case study slab bridges with varying lengths, widths, and skew angles are subjected to the AASHTO HL-93 loading. Then, the governing moments and shear forces are determined using the AASHTO LRFD simplified procedures with hand calculations, and using linear finite element analysis (LFEA). Afterwards, the reinforcement is designed according to the AASHTO LRFD design provisions. From these case studies, it is found through the LFEA that increasing skew angles result in decreasing amounts of longitudinal reinforcement and increasing amounts of transverse flexural reinforcement. Comparing the reinforcement layouts using AASHTO LRFD-based hand calculations and LFEA, we find that using LFEA reduces the total weight of steel reinforcement needed. Moreover, as the skew increases, LFEA captures increased shear forces at the obtuse corner that AASHTO LRFD does not. In conclusion, it is preferable to design the reinforcement of skewed reinforced concrete slab bridges using LFEA instead of hand calculations based on AASHTO LRFD for cost reduction and safety in terms of shear resistance in the obtuse corners.
机译:简化的守则条文,可用于直板桥的分析和设计。然而,一些研究质疑为倾斜几何简化程序是否适当。本文提供了实用的见解,就在偏态的效果设计师钢筋混凝土板桥通过评估更细化的分析过程是如何简化和影响设计的幅度并导致钢筋布局。这项研究使用的方法是分析和数值的案例研究。具有变化的长度,宽度,和偏斜角八十为例板桥经受AASHTO HL-93加载。然后,理事力矩和剪切力使用具有手工计算的AASHTO LRFD简化程序,并使用非线性有限元分析(LFEA)测定。此后,加固根据AASHTO LRFD设计规定设计。从这些案例研究,它是通过LFEA发现,增加偏斜角导致减小纵向钢筋的数量和增加的横向抗弯加强的量。比较使用基于LRFD,AASHTO手工计算和LFEA加强布局,我们发现使用LFEA减少了钢筋所需要的总重量。此外,随着倾斜增加,LFEA捕获的钝角是AASHTO LRFD不增加剪切力。总之,最好是利用设计来代替LFEA基于AASHTO LRFD降低成本和安全性在钝角的抗剪切性方面手工计算的扭曲钢筋混凝土板桥的加固。

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