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首页> 外文期刊>Journal of structural engineering >Lower Slenderness Limits for Rectangular Reinforced Concrete Columns
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Lower Slenderness Limits for Rectangular Reinforced Concrete Columns

机译:矩形钢筋混凝土柱的细长度下限

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摘要

When designing a reinforced concrete column, most codes of practice specify that second order effects must be taken into account when the column slenderness exceeds a lower limit, usually associated to a certain loss of column carrying capacity. Such lower slenderness limits depend on the strength, stiffness, boundary conditions, and forces acting on the column. In this paper, simplified analytical expressions are presented for the lower slenderness limit of symmetrically reinforced rectangular columns. The limits, associated with a chosen (5 and 10 percent) loss of bearing capacity compared to nonslender columns, are derived based on general mechanics of concrete structures. The proposed formulae take into account the most important parameters governing the behavior of slender concrete columns, such as axial load, first order end eccentricities, ratio between permanent and total load, creep coefficient, amount and distribution of the reinforcement, and also different loading paths. Similar limits can readily be derived for section shapes other than the rectangular shape considered here. The results of the proposed formulae fit very well with those obtained by a nonlinear and time dependent analysis model previously developed and checked.
机译:在设计钢筋混凝土柱时,大多数实践准则都规定,当柱的细长度超过下限(通常与柱承载力的某些损失相关)时,必须考虑二级效应。这种细长的下限取决于强度,刚度,边界条件和作用在柱上的力。本文针对对称钢筋矩形柱的下限,给出了简化的解析表达式。与非细长柱相比,极限值与选定的承载力损失(5%和10%)相关,是根据混凝土结构的一般力学得出的。建议的公式考虑了控制细长混凝土柱性能的最重要参数,例如轴向载荷,一阶端偏心率,永久载荷与总载荷之比,蠕变系数,钢筋的数量和分布以及不同的载荷路径。对于除此处考虑的矩形以外的截面形状,可以轻松得出类似的限制。所提出的公式的结果与先前开发和检查的非线性和时间相关的分析模型获得的结果非常吻合。

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