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Determination of critical buckling load for elastic columns of constant and variable cross-sections using variational iteration method

机译:用变分迭代法确定等截面和变截面弹性柱的临界屈曲载荷

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In this paper, variational iteration method (VIM) is applied to the problem of determination of critical buckling loads for Euler columns with constant and variable cross-sections. VIM is a powerful method for the solution of nonlinear ordinary and partial differential equations and integral equations. Hence it is a suitable approach for the analysis of engineering problems where an exact solution is difficult to obtain. This study presents the application of VIM to various buckling cases and results are produced for columns with different support conditions and with different variation of cross-sections. The results obtained are accurate which show that variational iteration method is a very efficient technique in the analysis of elastic stability problems.
机译:本文将变分迭代法(VIM)应用于确定具有恒定横截面和可变横截面的欧拉柱的临界屈曲载荷问题。 VIM是求解非线性常微分方程和偏微分方程以及积分方程的有力方法。因此,它是分析难以获得精确解决方案的工程问题的合适方法。这项研究介绍了VIM在各种屈曲情况下的应用,并得出了具有不同支撑条件和不同横截面变化的圆柱的结果。所得结果是准确的,这表明变分迭代法是分析弹性稳定性问题的一种非常有效的技术。

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