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Eigensolution of symmetric frames using graph factorization

机译:图分解的对称框架特征解

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摘要

In this paper, decomposition of matrices of special patterns to submatrices of smaller dimensions is briefly described. The graph models of frame structures with different symmetries are decomposed and appropriate processes are designed for their healing in order to form the corresponding factors. The eigenvalues and eigenvectors of the entire structure are then obtained by evaluating those of its factors. The methods developed in this article, simplifies the calculation of the natural frequencies and natural modes of the planar frames with different types of symmetry.
机译:在本文中,简要描述了特殊模式的矩阵分解为较小维的子矩阵。分解具有不同对称性的框架结构的图形模型,并为它们的修复设计适当的过程,以形成相应的因素。然后,通过评估结构要素的特征值和特征向量来获得整个结构的特征值和特征向量。本文开发的方法简化了具有不同对称类型的平面框架的固有频率和固有模态的计算。

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