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首页> 外文期刊>Journal of Structural Engineering >Axial force-bending moment failure interaction and deformation of reinforced concrete beams using Eurocode
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Axial force-bending moment failure interaction and deformation of reinforced concrete beams using Eurocode

机译:使用Eurocode的钢筋混凝土梁的轴向弯矩破坏相互作用和变形

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The limit state design procedure of reinforced concrete elements has undergone major revision by most of the international codes in recent times in accordance to the performance based engineering approach. A thorough understanding of axial force-bending moment (P-M) yield interaction of RC elements is necessary to perform a satisfactory design catering to displacement demands particularly when the structure is subjected to seismic loads. This study presents detailed mathematical modeling of P-M yield interaction of RC rectangular beams based on Eurocode currently in prevalence by defining the boundaries of the sub-domains. A complete set of analytical expressions for P-M yield interaction and moment-curvature relationship are proposed and also illustrated through relevant examples. Results obtained for failure interaction curve of RC rectangular sections under P-M yield interaction show that by adopting Euro Code strain limits, boundary curve is divided into two main parts namely i) tension failure with weak reinforcement resulting in yielding of steel; and ii) compression failure with strong reinforcement resulting in crushing of concrete. The curves are given in analytical form for every feasible coupling of bending moment and axial force. A simple procedure proposed for bending moment-curvature relationship of rectangular beams in presence of constant axial force furnishes closed form expressions for elastic-plastic zones. Studies conducted on RC rectangular beams show moment-curvature response is basically bi-linear: after the first linear response, a further linear plastic branch is present, with a little slope. The whole response is very close to elastic-plastic response characterized by a sort of small hardening effect. With the help of presented mathematical model and proposed expressions for P-M yield interaction and moment-curvature relationships, structural design of new structures and assessment of existing RC structures can be performed with better understanding and improved accuracy.
机译:钢筋混凝土构件的极限状态设计程序最近已经根据基于性能的工程方法被大多数国际法规进行了重大修订。透彻理解RC元件的轴向力弯矩(P-M)屈服相互作用对于进行满意的设计以适应位移需求是必要的,尤其是当结构承受地震载荷时。这项研究通过定义子域的边界,给出了目前基于欧洲规范的RC矩形梁的P-M屈服相互作用的详细数学模型。提出了关于P-M屈服相互作用和弯矩-曲率关系的完整解析表达式,并通过相关示例进行了说明。在P-M屈服作用下的RC矩形截面破坏相互作用曲线的结果表明,采用欧洲规范的应变极限,将边界曲线分为两个主要部分:i)强度弱的拉伸破坏导致钢的屈服; ii)压缩破坏而增强强度导致混凝土破碎。对于弯曲力矩和轴向力的每个可行的耦合,以分析形式给出曲线。为在恒定轴向力作用下矩形梁的弯矩-曲率关系提出了一种简单的程序,为弹塑性区提供了封闭的形式表示。在RC矩形梁上进行的研究表明,弯矩曲率响应基本上是双线性的:在第一个线性响应之后,存在另一个线性塑性分支,其斜率很小。整体响应非常类似于弹塑性响应,其特征是某种程度的硬化作用。借助提出的数学模型和建议的P-M屈服相互作用和弯矩-曲率关系表达式,可以更好地理解和提高精度来进行新结构的结构设计和现有RC结构的评估。

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