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首页> 外文期刊>Journal of bridge engineering >Influence of Skew Angle on Reinforced Concrete Slab Bridges
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Influence of Skew Angle on Reinforced Concrete Slab Bridges

机译:斜角对钢筋混凝土平板桥梁的影响

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The effect of a skew angle on simple-span reinforced concrete bridges is presented in this paper using the finite-element method. The parameters investigated in this analytical study were the span length, slab width, and skew angle. The finite-element analysis (FEA) results for skewed bridges were compared to the reference straight bridges as well as the American Association for State Highway and Transportation Officials (AASHTO) Standard Specifications and LRFD procedures. A total of 96 case study bridges were analyzed and subjected to AASHTO HS-20 design trucks positioned close to one edge on each bridge to produce maximum bending in the slab. The AASHTO Standard Specifications procedure gave similar results to the FEA maximum longitudinal bending moment for a skew angle less than or equal to 20°. As the skew angle increased, AASHTO Standard Specifications overestimated the maximum moment by 20% for 30°, 50% for 40°, and 100% for 50°. The AASHTO LRFD Design Specifications procedure overestimated the FEA maximum longitudinal bending moment. This overestimate increased with the increase in the skew angle, and decreased when the number of lanes increased; AASHTO LRFD overestimated the longitudinal bending moment by up to 40% for skew angles less than 30° and reaching 50% for 50°. The ratio between the three-dimensional FEA longitudinal moments for skewed and straight bridges was almost one for bridges with skew angle less than 20°. This ratio decreased to 0.75 for bridges with skew angles between 30 and 40°, and further decreased to 0.5 as the skew angle of the bridge increased to 50°. This decrease in the longitudinal moment ratio is offset by an increase of up to 75% in the maximum transverse moment ratio as the skew angle increases from 0 to 50°. The ratio between the FEA maximum live-load deflection for skewed bridges and straight bridges decreases in a pattern consistent with that of the longitudinal moment. This ratio decreased from one for skew angles less than 10° to 0.6 for skew angles between 40 and 50°.
机译:利用有限元方法,提出了斜角对钢筋混凝土简跨桥的影响。在此分析研究中研究的参数为跨度长度,板坯宽度和偏斜角。将偏斜桥的有限元分析(FEA)结果与参考直桥以及美国国家公路和运输官员协会(AASHTO)标准规范和LRFD程序进行了比较。总共分析了96个案例研究桥梁,并使用AASHTO HS-20设计卡车将其定位在每座桥梁的一个边缘附近,以在平板中产生最大的弯曲。对于小于或等于20°的偏斜角,AASHTO标准规范程序给出了与FEA最大纵向弯曲力矩相似的结果。随着偏斜角的增加,AASHTO标准规范将最大力矩在30°时高估了20%,在40°时高估了50%,在50°时高估了100%。 AASHTO LRFD设计规范过程高估了FEA的最大纵向弯矩。这种高估随着偏角的增加而增加,而随着车道数量的增加而降低; AASHTO LRFD将偏斜角小于30°的纵向弯曲力矩高估了40%,而将50°的偏斜角估计为50%。斜桥和直桥的三维有限元纵向矩之比对于斜角小于20°的桥几乎是一个比例。对于斜角介于30°和40°之间的桥梁,该比率降低至0.75,并且随着桥梁的斜角增加至50°,该比率进一步降低至0.5。当偏角从0增加到50°时,纵向力矩比的这种减小被最大横向力矩比的高达75%的增大所抵消。斜桥和直桥的FEA最大活载挠度之比以与纵向弯矩一致的方式减小。对于小于10°的倾斜角,该比率从1减小到40至50°之间的倾斜角的比率为0.6。

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