1. SmEdA Vibro-Acoustic Modeling of a Trimmed Truck Cab in the Mid-Frequency Range
- Author
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Céline Sandier, Kerem Ege, Laurent Maxit, Ha Dong Hwang, Youssef Gerges, Jean-Louis Guyader, Laboratoire Vibrations Acoustique (LVA), Institut National des Sciences Appliquées de Lyon (INSA Lyon), Université de Lyon-Institut National des Sciences Appliquées (INSA)-Université de Lyon-Institut National des Sciences Appliquées (INSA), centre Lyonnais d'Acoustique (CeLyA), and Université de Lyon
- Subjects
Truck ,[PHYS.MECA.VIBR]Physics [physics]/Mechanics [physics]/Vibrations [physics.class-ph] ,Engineering ,business.industry ,Poromechanics ,Vibration control ,02 engineering and technology ,Structural engineering ,01 natural sciences ,7. Clean energy ,Finite element method ,Noise ,020303 mechanical engineering & transports ,Modal ,0203 mechanical engineering ,Normal mode ,0103 physical sciences ,11. Sustainability ,Dissipative system ,business ,010301 acoustics - Abstract
International audience; The City Lightweight and Innovative Cab (CLIC) project was a scientific collaboration gathering public and private organizations. The aim was to propose an innovative lighten truck cab, where a high strength steel was used. As long as it could affect directly the acoustic environment of the cab, it was necessary to be able to simulate the vibroacoustic behavior of the truck cab in the mid frequency range. The dissipative treatments used for noise and vibration control such as viscoelastic patches and acoustic absorbing materials must then be taken into account in the problem. A process based on the SmEdA (Statistical modal Energy distribution Analysis) method was developed and is presented in this paper. SmEdA allows us substructuring the global problem, to study the interaction between the floor and the interior cavity. The process consists in building finite element models (FEM) of each subsystem (floor, internal cavity), including the dissipative material (damping layer, poroelastic material). Standard modal FEM calculations are then performed for each uncoupled subsystem. From the spatial mode shapes, and the modal strain -kinetic energies, the modal loss factors of both subsystems are estimated. Finally, the pressure levels inside the cavity are deduced from the resolution of the SmEdA equations. To validate this process, a truck cabin has been excited mechanically on a rail of the floor and the pressure levels at different positions inside the cabin were measured for different configurations of dissipative treatment. Comparisons between SmEdA and experimental results allows us to assess the accuracy of the proposed method.
- Published
- 2018
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