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A METHOD FOR ESTIMATING ULTIMATE LOAD OF THIN-WALLED I - BEAMS SUBJECTED TO PATCH LOADING IN THE PLANE OF THE WEB

机译:一种估算薄壁I梁的最终负载的方法,在网上进行贴片加载

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The carrying capacity loss of thin - walled I profiles under patch loading has been investigated by many researchers for the last forty years. A large number of researchers have tried to provide a complete mathematical description of this problem, and to develop a procedure for calculating the failure load. The problem is extremely complex. Geometrical imperfections often make the girders vary their behaviour, with geometrical nonlinearity present right from the beginning of load application. Girder collapse develops with buckling propagation in the web. This occurrence is characterised by yielding lines in the web and there is the evidence of complex elasto-plastic state in the girder. To calculate failure load more than 26 mathematical models have been proposed, mainly of empirical or semi-empirical nature. This paper proposes a new mathematical model for calculating ultimate load. The problem of loading in the plane of the web has been analysed. The results were checked on a statistical sample of 658 tested beams, gathered from 29 experimental researches. Already known correction factor is used for horizontally stiffened girders. The proposed model corresponds well to the results of the experiments. Mathematical model is not final and a special effort should be made in order to improve it.
机译:许多研究人员在过去的四十年中,许多研究人员已经调查了薄壁I曲线的承载能力丧失。大量研究人员试图提供对该问题的完整数学描述,并开发用于计算故障负载的过程。问题非常复杂。几何缺陷通常使梁改变它们的行为,从负载应用开始时就具有几何非线性。梁倒塌的折叠在网上屈曲传播。这种发生的特征在于卷筒纸中产生线,并且存在梁中复杂的弹性塑性状态的证据。为了计算故障负载,提出了26个以上的数学模型,主要是经验或半经验性质。本文提出了一种用于计算终极负载的新数学模型。分析了在网的平面中加载的问题。从29个实验研究中收集了658个测试梁的统计样本的结果。已经已知的校正因子用于水平加强的梁。所提出的模型对应于实验结果。数学模型不是最终的,应该特别努力,以改善它。

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