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• W1584465173 abstract "This work deals with the computation of the non-linear solutions of the vibration of damped plates by coupling a harmonic balance method and the asymptotic numerical method. These computations can lead to lengthy central processing unit (CPU) times if the solution sought contains an important number of harmonics. In this study, we propose two reduced order models which can be applied to solve this type of problem. Both reduced methods are based on a first computation carried out with a small number of harmonics (here two). Numerical examples of plate vibration show that these algorithms help save a great deal of computational time and can be applied to problems involving numerous harmonics. Ce travail porte sur le calcul des solutions non lineaires de vibration des plaques minces amorties par le couplage de la methode d’Equilibrage Harmonique et la Methode Asymptotique Numerique (MAN). Ces calculs peuvent conduire a un temps significatif si la solution recherchee contient un nombre important d’harmoniques..." @default.
• W1584465173 created "2016-06-24" @default.
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• W1584465173 date "2012-08-28" @default.
• W1584465173 modified "2023-09-27" @default.
• W1584465173 title "Numerical comparison of reduced order models for non-linear vibrations of damped plates" @default.
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• W1584465173 doi "https://doi.org/10.1080/17797179.2012.719317" @default.
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