高强度材料约束混凝土

D. Kato, F. Watanabe, M. Nishiyama, H. Sato
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引用次数: 4

摘要

本报告的第一个目的是介绍最近在日本进行的91个方形约束混凝土试件和59个高强度材料圆形约束混凝土试件在单调和同心轴向加载下的试验。试件混凝土强度范围为27 ~ 132 MPa,横向配筋强度范围为173 ~ 1360 MPa。主要进行的是截面尺寸约为200 mm的小尺寸试件,但值得注意的是,通过新RC项目进行了4个470mm方形截面的准真实尺寸试件的试验。本报告的第二个目的是介绍最近对模型的研究工作,检查其可行性。结论如下:(1)对于方形约束试件的最大强度,Sakino et al.和Watanabe et al.提出的模型预测是足够准确的,特别是对于准真实尺寸的试件。然而,各模型中轴向应变预测的精度比最大强度预测的精度差得多。(2)在应力-应变曲线方面,Sakino模型在准真实尺寸试件加载结束前与观测曲线的关系非常接近。(3)对于材料强度的影响,假设Sakino的模型成立,当达到687 MPa时,应力增加与混凝土强度无关,与横向钢筋强度成正比。另一方面,应变增量与混凝土强度有关,随混凝土强度的增大而减小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Confined Concrete with High-Strength Materials
The first purpose of this report is to introduce experiments on 91 square confined concrete specimens and 59 circular ones with high strength materials subjected to monotonic and concentric axial loading conducted in Japan recently. The concrete strength of specimens ranged from 27 MPa to 132 MPa and the strength of transverse reinforcement ranged from 173 MPa to 1360 MPa. Small size specimens with section dimension of about 200 mm have been conducted mainly but it is notable that four quasi-real size specimens with 470 mm square section were tested through the New RC Projects. The second purpose of this report is to introduce the recent research works on models, examining their feasibility. Conclusions included the following: (1) Regarding the maximum strength of the square confined specimens, the predictions with the models proposed by Sakino et al. and Watanabe et al. were accurate enough especially for quasi-real size specimens. However, the accuracy of the prediction for the axial strain became much worse compared with that for maximum strength in each model. (2) Regarding the stress-strain curves, the relations of the model by Sakino were quite similar to the observed curves until the end of the loading of quasi-real size specimens. (3) Regarding the effects of the material strengths, assuming that the model by Sakino was true, it was concluded that the stress increase was independent of the concrete strength and proportional to the strength of transverse reinforcement as far as it reached 687 MPa. On the other hand, the strain increase depended on the concrete strength: it decreased with the increasing value of the concrete strength.
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