Vibration Analysis for Damped Structures by Modified Modal Strain Energy Method
Hiroki R. Ueda, Toshimitsu TANAKA, Toru OKADA, Yoshio INOUE
Abstract
Open-access reader
Hiroki R. Ueda, Toshimitsu TANAKA, Toru OKADA, Yoshio INOUE
Abstract
Open-access reader
In multilayered damped structure with viscoelastic material, A loss factor is usually calculated by using complex eigenvalue analysis and modal strain energy method (MSE). However, complex eigenvalue analysis is unreasonable to large structure. And, MSE is incorrect in high damped material case, so it isn't considered mode change for large damping. In this paper, a modified modal strair energy method (MMSE) is proposed. This method is presented by equivalent mass-spring model with damping. Comparisons are given between results by the complex eigenvalue analysis, by MSE, and by MMSE. MMSE is sufficiently reliable to calculate the loss factor. Finally, our method is applied to analyze the dynamics of multicone reinforcement structure.
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In multilayered damped structure with viscoelastic material, A loss factor is usually calculated by using complex eigenvalue analysis and modal strain energy method (MSE). However, complex eigenvalue analysis is unreasonable to large structure. And, MSE is incorrect in high damped material case, so it isn't considered mode change for large damping. In this paper, a modified modal strair energy method (MMSE) is proposed. This method is presented by equivalent mass-spring model with damping. Comparisons are given between results by the complex eigenvalue analysis, by MSE, and by MMSE. MMSE is sufficiently reliable to calculate the loss factor. Finally, our method is applied to analyze the dynamics of multicone reinforcement structure.
Key concepts: Eigenvalues and eigenvectors, Vibration, Loss factor, Modal, Modal analysis, Viscoelasticity, Modal testing, Structural engineering