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Displacement-based methods for calculating the buckling load and tracing the post-buckling regions with Dynamic Relaxation method

机译:基于位移的动态松弛法计算屈曲载荷并追踪屈曲后区域

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This paper prepares new features for applying the Dynamic Relaxation (DR) method in buckling and post-buckling structural analyses. Here, controlling the displacement's increment is the main concept so that the minimum residual displacement and the minimum kinetic energy criteria are designed for updating the load factor in DR iterations. These new formulations do not affect the DR's stability and they are successfully applied to both viscous and kinetic DR algorithms. Numerical analyses of structures with snap-through and snap-back behaviors show that the accuracy and the convergence rate of the suggested methods are higher than the well-known existing approaches such as the arc-length technique, especially, if they are combined with the kinetic DR algorithm. Calculating the buckling load is another interesting application of the proposed methods, performed here. In this manner, the suggested DR algorithms could numerically present the accurate buckling load of structures.
机译:本文准备了将动态松弛(DR)方法应用于屈曲和屈曲后结构分析的新功能。在此,控制位移的增量是主要概念,因此设计了最小残留位移和最小动能准则,以更新DR迭代中的载荷系数。这些新配方不会影响DR的稳定性,并且已成功应用于粘性和动力学DR算法。对具有咬合和咬合行为的结构进行的数值分析表明,所建议方法的准确性和收敛速度要比现有的已知方法(例如弧长技术)要高,特别是如果将它们结合使用动力学DR算法。计算屈曲载荷是本文提出的方法的另一个有趣应用。以这种方式,建议的DR算法可以用数字表示结构的准确屈曲载荷。

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