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Rankine approach for fire resistance of axially-and-flexurally restrained steel columns

机译:轴向和挠曲约束钢柱耐火性的兰金法

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Traditionally, the Rankine equation has been applied to investigate the load bearing capacities of steel columns or frames at room temperature. Recently, the method has been extended to predict the fire resistance of a simply supported steel column by taking the temperature effects on steel material into consideration. This paper further extends the Rankine equation to predict the fire resistance of an isolated steel column from the surrounding structure. The complicated boundary restraints contributed by the adjoining structure are represented by a linear spring and a pair of rotational springs attached to the column ends. Both the boundary restraints and creep strain are incorporated into the Rankine equation. The predictions of Rankine approach are verified experimentally and numerically. Generally, it is shown that under different external load utilization factors and boundary restraint levels, Rankine approach yields accurate and slightly conservative predictions.
机译:传统上,朗肯方程已用于研究室温下钢柱或钢框架的承载能力。近来,该方法已扩展到通过考虑温度对钢材的影响来预测简支钢柱的耐火性。本文进一步扩展了兰金方程,以从周围结构中预测钢隔离柱的耐火性。由邻接结构引起的复杂的边界约束由线性弹簧和连接到柱端的一对旋转弹簧表示。边界约束和蠕变应变都被纳入了兰金方程。朗肯方法的预测已通过实验和数值验证。通常,可以看出,在不同的外部负荷利用率和边界约束水平下,兰金法可以得出准确而又稍微保守的预测。

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