首页> 外文会议>10th International Symposium on Tubular Structures; Sep 18-20, 2003; Madrid, Spain >Finite element analysis of buckling behavior of steel tubes under axial and lateral loads
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Finite element analysis of buckling behavior of steel tubes under axial and lateral loads

机译:轴向和横向载荷下钢管屈曲特性的有限元分析

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The damage of steel bridge piers in the 1995 Hyogo-ken Nanbu Earthquake, Japan, can be attributed to cyclic lateral load due to the earthquake coupled with the weight of a superstructure. In the present study, therefore, we carry out the buckling analysis of steel tubes under such a combination of loads. The finite element method is employed, and the steel tubes are modelled by shell and beam elements. Several finite element meshes are constructed for each tube. The difference between the finite element meshes appears in the post-peak deformation behavior where local buckling emerges and develops. However, such difference diminishes, as the mesh becomes finer. When a steel tube of variable cross section is dealt with, the influence of finite element mesh is even larger: a buckling mode may be affected, changing the post-peak behavior of the tube drastically.
机译:在1995年日本兵库县南部南部地震中,钢桥墩的损坏可归因于地震带来的周期性侧向荷载和上层建筑的重量。因此,在本研究中,我们对这种载荷组合下的钢管进行了屈曲分析。采用了有限元法,并通过壳单元和梁单元对钢管进行了建模。为每个管构造几个有限元网格。有限元网格之间的差异出现在峰后变形行为中,在该行为中局部屈曲出现并发展。但是,随着网格变细,这种差异减小。处理横截面可变的钢管时,有限元网格的影响甚至更大:可能会影响屈曲模式,从而极大地改变钢管的峰后行为。

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