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A constitutive model of expansive concrete and steel fiber-reinforced expansive concrete under tri-axial compression

机译:三轴受压作用下膨胀混凝土与钢纤维增强膨胀混凝土的本构模型

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Expansive concrete (EC) or steel fiber-reinforced expansive concrete (SF-EC) have been adopted for enhancing the performance of concrete-filled steel tube (CFST) columns, while the investigations on confinement mecha-nism and theoretical model for EC and SF-EC are limited. This study aims to develop a constitutive model for EC and SF-EC under tri-axial compression. In the first part, the results of tri-axial compression tests on 52 concrete cubes, were summarized and collected to form a database. In the second part, the failure criterions of concrete cubes, and performances of four existing stress-strain models were assessed and discussed using the database. The results of tri-axial compression with equal lateral confining stresses generally complied well with the compressive meridians of Ottosen failure criterion, whereas the Lode angles were around 56 degrees -58 degrees for the true tri-axial compression results. However, the existing models substantially underestimated the axial strains at peak stresses by at least 40, and thus the predicted stress-strain curves deviated considerably from the test results with much steeper initial ascending slopes. To this end, a modified constitutive model was proposed with Montoya et al.'s model as the base form and the key parameters updated as per the result database. The proposed model had good performances in predicting the peak axial stresses and the corresponding strains (average error at 8 and 19, respectively), as well as the full axial stress-strain curves.
机译:膨胀混凝土(EC)或钢纤维增强膨胀混凝土(SF-EC)用于提高混凝土填充钢管(CFST)柱的性能,而EC和SF-EC的约束力学和理论模型研究有限。本研究旨在建立三轴压缩下EC和SF-EC的本构模型。在第一部分中,对52个混凝土立方体的三轴压缩试验结果进行了汇总和收集,形成了一个数据库。在第二部分中,利用数据库评估和讨论了混凝土立方体的破坏准则和现有四种应力-应变模型的性能。在侧向围压应力相等的情况下,三轴压缩的结果总体上符合Ottosen破坏准则的压缩子午线,而真正的三轴压缩结果的Lode角在56度-58度左右。然而,现有模型大大低估了峰值应力下的轴向应变至少40%,因此预测的应力-应变曲线与测试结果有很大偏差,初始上升斜率要陡峭得多。为此,提出了一种修正的本构模型,以Montoya等人的模型为基础形式,并根据结果数据库更新关键参数。该模型在预测轴向应力峰值和相应应变(平均误差分别为8%和19%)以及完整的轴向应力-应变曲线方面具有较好的效果。

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