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Linear Buckling Analysis of Compressed Members combining the Generalised Beam Theory and the Finite Element Method

机译:广义梁理论与有限元法相结合的压缩构件线性屈曲分析

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A finite element procedure to carry out linear buckling analysis of compressedrnmembers has been developed on the basis of the existing generalised beam theoryrn(GBT) and constrained finite strip method (cFSM). The procedure allows designersrnto uncouple the buckling modes of a finite element model and, consequently, torncalculate pure elastic buckling loads. This is achieved by constraining the finiternelement model according to the pure deformational modes that result from therngeneralised beam theory. The procedure was initially developed to uncouple therndistortional mode of buckling. Since good results were obtained, the procedure isrnnow extended to local and global modes. The present investigation shows the firstrncalculations of pure local and global elastic buckling loads of channel cross-sections.rnThe results obtained are rather accurate when compared to the values calculated viarnGBT and cFSM. Consequently, it is verified that linear buckling analyses can bernperformed with the finite element method in a similar way as it is done with thernexisting GBT and cFSM procedures.
机译:在已有的广义梁理论(GBT)和约束有限条法(cFSM)的基础上,提出了一种对受压构件进行线性屈曲分析的有限元程序。该程序使设计人员可以解耦有限元模型的屈曲模式,从而可以计算纯弹性屈曲载荷。这是通过根据广义梁理论产生的纯变形模式约束有限元模型来实现的。最初开发该程序是为了解耦屈曲的扭曲模式。由于获得了良好的结果,因此该程序现已扩展到局部和全局模式。本研究显示了通道横截面的纯局部和整体弹性屈曲载荷的首次计算。与通过GBT和cFSM计算的值相比,获得的结果相当准确。因此,证实了可以使用有限元方法以与现有GBT和cFSM过程相同的方式进行线性屈曲分析。

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