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Crack analysis of concrete beams based on pseudo-discrete crack model

机译:基于伪离散裂缝模型的混凝土梁裂缝分析

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摘要

Crack widths are important considerations in both serviceability and durability design of concrete structures and should be evaluated to ensure compliance with design limits. However, existing empirical formulas for maximum crack width prediction are discrepant with each other, and they cannot reveal key information such as crack number and crack spacing. To obtain such information, finite element analysis has to be adopted. However, conventional finite element analysis has its limits in carrying out crack analysis. Particularly, the common smeared crack models, which do not realistically reflect bond-slip of reinforcing bars, would not give correct crack widths. In contrast, the discrete crack models are difficult to apply because of the need to adaptively generate discrete crack elements according to the cracks formed during the loading process. In this paper, a pseudo-discrete crack model is developed for finite element implementation. The conventional smeared crack model is transformed and reformulated, and a novel crack queuing algorithm is introduced for crack analysis. The method has been applied to analyse concrete beams in the literature. It is demonstrated that the computational results of crack number, spacing and widths agree closely with the measured results.
机译:裂缝宽度是混凝土结构使用性和耐久性设计中的重要考虑因素,应进行评估以确保符合设计限制。但是,现有的最大裂缝宽度预测经验公式彼此不同,并且它们无法揭示关键信息,例如裂缝数量和裂缝间距。为了获得这些信息,必须采用有限元分析。但是,常规的有限元分析在进行裂纹分析时有其局限性。特别是,通常无法真实反映钢筋粘结滑移的普通涂抹裂纹模型无法提供正确的裂纹宽度。相反,离散裂纹模型难以应用,因为需要根据加载过程中形成的裂纹自适应地生成离散裂纹元素。本文为有限元实现建立了伪离散裂纹模型。对传统的拖尾裂纹模型进行了变换和重构,并提出了一种新的裂纹排队算法进行裂纹分析。该方法已被应用于文献中的混凝土梁分析。结果表明,裂纹数量,间距和宽度的计算结果与实测结果吻合良好。

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