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首页> 外文期刊>International journal of steel structures >A Study on Flexural Buckling Strength F_(cr) of Inelastic Buckling for Compressive Members
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A Study on Flexural Buckling Strength F_(cr) of Inelastic Buckling for Compressive Members

机译:受压构件非弹性屈曲的挠曲屈曲强度F_(cr)的研究

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摘要

Since Euler's classical theory, which he proposed in 1759, many column curve formulations have been proposed. This study investigates the flexural buckling strength F_(cr) calculated using the allowable stress design specification and the load and resistance factor design (LRFD) specification of the American Institute of Steel Construction. It is noted that the exponential function of the column curve formulation using LRFD is difficult to use in practice. Therefore, a simple parabolic function is proposed for the inelastic buckling strength of a steel column loaded with uniaxial compression, and it is shown to be consistent with many design codes. The expressions for inelastic buckling strength formulation as defined previously for ASD are used here. To verify the proposed equation, 118 individual test results of steel columns are examined. The mean of the ratio of the column strength to the proposed flexural buckling strength is 1.089, indicating that the proposed strength curves are in good agreement with the test results.
机译:自从欧拉于1759年提出经典理论以来,已经提出了许多圆柱曲线公式。本研究调查了使用美国钢结构学会的许用应力设计规范以及荷载与阻力因子设计(LRFD)规范计算出的弯曲屈曲强度F_(cr)。注意,使用LRFD的柱曲线公式的指数函数实际上难以使用。因此,提出了一种简单的抛物线函数来计算单轴受压钢柱的非弹性屈曲强度,并证明其与许多设计规范一致。在此使用先前为ASD定义的无弹性屈曲强度公式。为了验证所提出的方程式,检查了118个钢柱的单独测试结果。柱强度与建议的弯曲屈曲强度之比的平均值为1.089,表明建议的强度曲线与测试结果非常吻合。

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