Identification of parameter matrices using residual force vector

Citations

SCOPUS

3

초록

The physical parameters obtained from modal tests do not satisfy the eigenvalue function due to modeling and measurement errors, and unexpected damage. The desired dynamic response can be obtained by identifying the most appropriate changes required to obtain the desired dynamic behaviour. The purpose of this study is to present the analytical equations on the updated stiffness and mass matrices in the satisfaction of eigenfunction including residual force vector term. Minimizing the cost functions of the difference between analytical and desired physical parameter matrices, the variations in parameter matrices are straightforwardly derived without using any multipliers. The validity of the proposed methods is evaluated in an application. © (2013) Trans Tech Publications, Switzerland.

키워드

Eigenvalue functionMinimizationMoore-penrose inverseParameter matricesResidual force vector
제목
Identification of parameter matrices using residual force vector
저자
Enu, Hee ChangKim, Rae-jungAhn, Young-jun
DOI
10.4028/www.scientific.net/AMM.394.157
발행일
2013
유형
Conference paper
저널명
Applied Mechanics and Materials
394
페이지
157 ~ 162