首页> 外文期刊>Journal of Engineering Mechanics >Modeling of Flexural Behavior and Punching Shear of Concrete Bridge Decks with FRP Stay-in-Place Forms Using the Theory of Plates
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Modeling of Flexural Behavior and Punching Shear of Concrete Bridge Decks with FRP Stay-in-Place Forms Using the Theory of Plates

机译:FRP留置形式的混凝土桥面板抗弯性能和冲切剪力的板理论建模

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A robust analytical model for predicting full response and ultimate load of concrete bridge decks constructed with fiber-reinforced polymer (FRP) stay-in-place (SIP) structural forms is presented. It adopts the plate theory to establish surface deflections, while incorporating concrete nonlinearity in compression and cracking in tension, as well as the degree of bond between the FRP SIP form and the concrete. The model accounts for various boundary conditions at the edges of the deck in both directions, including both finite and infinite width in the direction of traffic, and either fixed or hinged conditions in the other direction, depending on the connection to the support girders. A punching shear failure criterion was incorporated to predict the ultimate load. The model was validated against a large experimental database, and reasonable agreement was observed. The average percent difference in ultimate loads was 5.5%. The model was then used in a parametric study to assess the FRP reinforcement ratio in terms of the FRP plate thickness, the width of the deck parallel to traffic, and the span of the deck, which is the girder spacing. It was shown that reducing the FRP reinforcement ratio from 10.7 to 2.7% results in about a 20% reduction in punching shear ultimate load. The ultimate loads obtained for decks with (width/span) aspect ratios of 2.73, 1.33, 0.87, and 0.55 were 100, 94, 83, and 73%, respectively, of the ultimate load of the real condition of infinite width. Finally, the punching shear load decreased by about 18% as the deck span-to-depth ratio increased from 10 to 16.5. (C) 2014 American Society of Civil Engineers.
机译:提出了一个稳健的分析模型,用于预测由纤维增强聚合物(FRP)保持原位(SIP)结构形式构造的混凝土桥面板的全响应和极限载荷。它采用板理论建立表面挠度,同时将混凝土的非线性压缩和拉伸裂缝以及FRP SIP模板与混凝土之间的粘结程度结合在一起。该模型考虑了两个方向上甲板边缘的各种边界条件,包括在行进方向上的有限和无限宽度,以及在另一个方向上的固定或铰接条件,具体取决于与支撑梁的连接。冲切剪切破坏准则被并入以预测最终载荷。该模型已针对大型实验数据库进行了验证,并观察到了合理的一致性。极限载荷的平均百分比差异为5.5%。然后将模型用于参数研究中,以FRP板厚度,与交通平行的桥面宽度以及桥面跨度(即大梁间距)评估FRP增强比。结果表明,将FRP增强比从10.7降低到2.7%会导致冲剪极限载荷降低约20%。对于(宽度/跨度)高宽比为2.73、1.33、0.87和0.55的甲板,获得的极限载荷分别为无限宽度实际条件的极限载荷的100%,94%,83%和73%。最后,随着桥面跨度与深度之比从10增加到16.5,冲切剪切载荷减少了约18%。 (C)2014美国土木工程师学会。

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