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Two-dimensional early thermal crack analysis of concrete structures by finite element method

机译:混凝土结构二维早期热裂纹的有限元分析

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Early thermal cracking of concrete often causes serious serviceability and durability problems, and thus should be carefully analysed and properly controlled. However, discrete crack analysis for the determination of crack pattern and widths is rather difficult because stress relief occurs during crack formation, and if the stress relief is not immediately accounted for, many unrealistic parallel cracks will be formed. Herein, the finite element method is augmented with a crack queuing algorithm to deal with the stress relief during cracking for the analysis of early thermal cracks. With this new finite element method, well-defined crack patterns are obtainable for determination of crack widths. Comparison with the predictions by design codes verified that the crack patterns and widths obtained by the finite element analysis are reasonable. The finite element method is applied to study the effects of wall panel aspect ratio on the crack length, crack width and location of maximum crack width, which are useful information for the design of crack control steel reinforcement. (C) 2017 Elsevier Ltd. All rights reserved.
机译:混凝土的早期热裂化通常会导致严重的使用寿命和耐久性问题,因此应仔细分析并适当控制。然而,用于确定裂纹图案和宽度的离散裂纹分析相当困难,因为在裂纹形成期间会发生应力消除,如果不立即考虑应力消除,将会形成许多不切实际的平行裂纹。在本文中,有限元方法增加了裂纹排队算法,以解决裂纹在开裂期间的应力释放,以分析早期热裂纹。使用这种新的有限元方法,可以获得确定的裂纹图案,用于确定裂纹宽度。与设计规范的预测结果进行比较,验证了通过有限元分析获得的裂纹模式和宽度是合理的。运用有限元方法研究了墙板长宽比对裂缝长度,裂缝宽度和最大裂缝宽度位置的影响,为设计抗裂钢筋提供了有益的信息。 (C)2017 Elsevier Ltd.保留所有权利。

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