屈服强度大于500mpa的钢筋柱延性分析的循环算法

A. F. Azmi
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引用次数: 0

摘要

在钢筋混凝土建筑中使用高强度钢筋(500mpa以上)有许多好处。使用高强度钢筋的优点是减少钢材体积和尺寸,缩短施工时间,减少钢筋堵塞,以及节省材料和工人成本。同时,在现行设计程序下,有必要对高强度钢筋混凝土构件抗震延性进行研究。在现行标准ACI 318-71中,对特殊抗震体系中钢筋的最大规定屈服强度限制为60 Ksi (413 MPa)。对于屈服强度在500mpa以上的钢筋,也没有ASTM标准规范。在抗震结构设计中,曲率延性和抗弯超强系数的分析是避免结构脆性破坏的重要考虑因素。本文试图对钢筋混凝土柱的延性进行分析,并对其抗弯超强系数进行重新评价。屈服强度大于500mpa的钢筋拉伸试验产生应力-应变曲线。本文采用了mander提出的单调应力-应变曲线的理想化方法。而在约束混凝土柱的数值研究中,混凝土芯的行为是由Kappos-Konstantinidis提出的约束混凝土的应力-应变关系来模拟的。该应力应变模型用于弯矩、曲率、延性和抗弯强度因子分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
LOOP ALGORITHMS FOR DUCTILITY ANALYSIS OF COLUMN REINFORCED STEEL WITH YIELD STRENGTH ABOVE 500 MPA
There are many benefits to the use of high-strength reinforcement (above 500 MPa) in reinforced concrete buildings. The advantages of using high-strength reinforcement are reduction steel volume and dimension, reduced construction time, reduction in reinforcement congestion, as well as savings in materials and worker cost. Meanwhile, the investigation of ductility of reinforced concrete element with high-strength reinforcement to resist earthquake effects under current design procedure is needed. In the current standard, ACI 318-71, The maximum specified yield strength was restricted to 60 Ksi (413 MPa) for reinforcement in special seismic system. There were also no ASTM standard specifications for reinforcement with yield strength above 500 MPa. In the design of seismicresisting structures, the analysis of curavture ductility and flexural overstrength factor is of important consideration in order to avoid brittle failure. This paper attempts to anaylze the ductility and re-evaluate the flexural overstrength factor of reinforced concrete column. The tensile tests of steel reinforcement with yield strength above 500 MPa generates stress-strain curve. An idealisations for the monotonic stress-strain curve proposed by mander wasadopted in this study. Whereas in this numerical study of confined concrete columns, the behavior of concrete cored is modeled by the stress-strain relationship of confined concrete proposed by Kappos-Konstantinidis. This stress strain model was used for the momen, curvature, ductility, and flexural overstrength factor analysis.
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