首页> 外文会议>International Symposium on Structural Engineering for Young Experts; 20060818-21; Fuzhou amp; Xiamen(CN) >Statistic Eigenvalue Analysis of Engineering Structures Based on Substructure Recursive Stochastic Finite Element Method
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Statistic Eigenvalue Analysis of Engineering Structures Based on Substructure Recursive Stochastic Finite Element Method

机译:基于子结构递归随机有限元方法的工程结构统计特征值分析

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摘要

A new numerical method that combines component modal synthesis method with recursive stochastic finite element method (RSFEM) is used to study random eigenvalue problems. This method is called as substructure recursive stochastic finite element method. For comparison with traditional method the derivative process of two order perturbation stochastic FEM incorporating with component modal synthesis method is presented which is called as two order perturbation stochastic substructure method. The numerical examples show that compared with perturbation stochastic substructure method, the results of substructure recursive stochastic finite element method are more close to those from Monte-Carlo method in wide range of random fluctuation.
机译:结合组分模态综合法和递归随机有限元法(RSFEM)的一种新的数值方法被用于研究随机特征值问题。该方法称为子结构递归随机有限元方法。为了与传统方法进行比较,提出了结合构件模态综合方法的二阶扰动随机有限元法的导数过程,称为二阶扰动随机子结构法。数值算例表明,与摄动随机子结构方法相比,在较大范围的随机波动范围内,子结构递归随机有限元方法的结果更接近于蒙特卡罗方法。

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