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Inverse Perturbation Method for Inverse Eigenvalue Problem Based on Finite Element Analysis

机译:基于有限元分析的特征值反问题的反摄动方法

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摘要

An inverse perturbation method is described for solving the general inverse eigenvalue problem. By taking the analysis of the rotor system as example based upon FEM,the new inverse perturbation method for structural design with specified low-order natural frequencies or frequency constraint bands is detailed as well as its complete theoretical basis. Moreover, formulations to calculate the inverse perturbation parameter ε and method to select the corresponding ε's value properly are also proposed. The proposed method is characterized in reducing frequency analysis and suitable for large and small structural changes alike. Finally, several different numerical examples for inverse cigenvalue problem are discussed to illustrate the method, which show that this inverse perturbation method is general and can be applied to other type of structure or element.
机译:描述了逆扰动方法来解决一般逆特征值问题。通过将转子系统的分析为基于FEM的示例,对特定低阶天然频率或频率约束频带的结构设计的新反复扰动方法详述了详细的和其完整的理论基础。此外,还提出了计算逆扰动参数ε的配方和选择相应的ε的值的方法。所提出的方法的特征在于还原频率分析,适用于大而小的结构变化。最后,讨论了几种不同的数值例子,用于说明该方法,表明该逆扰动方法是通用的,并且可以应用于其他类型的结构或元件。

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