支承运动下多跨梁的动支承单元有限元动力分析

Yong-woo Kim, S. Lee
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引用次数: 1

摘要

在本研究中,采用动支承有限元对受异步多支承运动的两跨梁进行了有限元动力分析或时程分析。单元的元素方程以总位移为基础,在准静态位移分解的概念下推导。运动支承单元的使用表明,该单元非常简单方便地表示连续梁由于支承运动而同时运动、变形和振动。数值结果与解析解的比较表明,有限元计算结果与解析解吻合较好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
FE Dynamic Analysis Using Moving Support Element on Multi-Span Beams Subjected to Support Motions
In the present study, finite element dynamic analysis or time history analysis of two-span beams subjected to asynchronous multi-support motions is carried out by using the moving support finite element. The elemental equation of the element is based on total displacements and is derived under the concept of the quasi-static displacement decomposition. The use of moving support element shows that the element is very simple and convenient to represent continuous beam moving, deforming and vibrating simultaneously due to support motions. The comparison between the numerical results and analytical solutions indicates that the FE result agrees with the analytical solution.
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