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Buckling loads for steel tube with flattened ends

机译:扁平端钢管的屈曲载荷

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This paper presents a theoretical and experimental analysis of buckling load of the circular tube with flattened ends. The buckling tests were conducted on the steel tubes with different length and diameter, and the critical buckling force was determined from the measured relation between the lateral displacement and axial force. Analytical solutions for the critical buckling force of the circular tubes were derived in the series form, and a numerical procedure based on the finite difference method and quasi-Newton method was developed to determine the critical buckling load. The results show that both analytical and numerical solutions were in agreement with those measured from the experiment. Moreover, the effect of flattened part length on the value of the critical buckling force was investigated there. The paper provides a mathematical model of mentioned case and gives us some simplifications calculating the critical buckling force.
机译:本文提出了扁平端圆形管屈曲载荷的理论和实验分析。对不同长度和直径的钢管进行了屈曲试验,并根据测得的横向位移与轴向力之间的关系确定了临界屈曲力。以系列形式导出了圆形管临界屈曲力的解析解,并建立了基于有限差分法和准牛顿法的数值程序,确定了临界屈曲载荷。结果表明,解析解和数值解均与实验测得的解一致。此外,在那里研究了扁平零件长度对临界屈曲力值的影响。本文提供了上述情况的数学模型,并为我们提供了简化计算临界屈曲力的方法。

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