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Tracing Strategy of Two Kinds of In-plane Elastic Secondary Bifurcation Buckling of Arch and Application

机译:两种面内弹性二次分叉拱的示踪策略及应用

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The two kinds of in-plane elastic secondary bifurcation buckling (stable buckling and unstable buckling) behavior of arches are investigated using new finite-element method for the nonlinear analysis in this paper. The linear buckling, nonlinear primary buckling and secondary bifurcation buckling behavior of arches are compared taking into account the large deformation. The investigation emphasizes the buckling path tracing strategy of two kinds of nonlinear secondary bifurcation buckling behavior for a full span uniformly distributed load. The new criterion is used to distinguish two kinds of secondary bifurcation buckling and an efficient numerical algorithm is used to trace the two kinds of secondary bifurcation buckling path to further investigate arch instability behavior. The paper not only provides the exact secondary bifurcation buckling load of two kinds of buckling and its post-buckling equilibrium path, but also provides a comparison with linear buckling and nonlinear primary buckling behavior. In addition, the method can also be used to investigate the arch's buckling path with an initial antisymmetric imperfection.
机译:本文采用新的有限元方法对拱的两种面内弹性二次分叉屈曲(稳定屈曲和不稳定屈曲)行为进行了非线性分析。考虑到大变形,比较了拱的线性屈曲,非线性一次屈曲和二次分叉屈曲行为。研究强调了在全跨度均匀分布载荷下两种非线性二次分叉屈曲行为的屈曲路径追踪策略。该新准则用于区分两种二次分叉屈曲,并采用有效的数值算法来追踪两种二次分叉屈曲的路径,以进一步研究拱的不稳定性行为。本文不仅提供了两种屈曲的精确次级分叉屈曲载荷及其屈曲后的平衡路径,还对线性屈曲和非线性一次屈曲行为进行了比较。此外,该方法还可以用于调查具有初始反对称缺陷的拱的屈曲路径。

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