2004
DOI: 10.1121/1.1639332
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Finite element predictions for the dynamic response of thermo-viscoelastic material structures

Abstract: In this paper, constitutive relations are solved in the Fourier domain using a finite-element-based commercial software. The dynamic responses of viscoelastic bars or plates to either thermal or mechanical loads are predicted by considering complex moduli (Young, Poisson, stiffness moduli) as input data. These moduli are measured in the same frequency domain as that which is chosen for modeling the wave propagation. This approach is simpler since it suppresses the necessity of establishing a rheological model.… Show more

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Cited by 83 publications
(51 citation statements)
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“…Absorbing regions of length 0.8 m were included on both sides of the 2m wide aluminium plate, to avoid standing wave modes and to allow proper representation of radiating leaking waves if present. As described in reports of previous work with absorbing regions [23,24], the absorbing region had the same mass density and elastic properties as the medium of interest, but its viscoelastic coefficient gradually increased with the distance away from the region of interest. Continuity of displacements and stresses was imposed at the internal borders between the stiffener, the adhesive layer and the aluminium plate.…”
Section: Safe Modellingmentioning
confidence: 77%
“…Absorbing regions of length 0.8 m were included on both sides of the 2m wide aluminium plate, to avoid standing wave modes and to allow proper representation of radiating leaking waves if present. As described in reports of previous work with absorbing regions [23,24], the absorbing region had the same mass density and elastic properties as the medium of interest, but its viscoelastic coefficient gradually increased with the distance away from the region of interest. Continuity of displacements and stresses was imposed at the internal borders between the stiffener, the adhesive layer and the aluminium plate.…”
Section: Safe Modellingmentioning
confidence: 77%
“…Moreover, the attenuation was measured by reproducing the EPJ Web of Conferences 170, 03005 (2018) https://doi.org/10.1051/epjconf/201817003005 ANIMMA 2017 2D Fourier transform twice in two different propagation zones. This technique is presented in [17], but is applied now to measure the leaky attenuation and not anymore the attenuation of composite material. In the literature, group velocity are generally measured by measuring the speed of the envelope [14], [18].…”
Section: Experimentation In Water and Data Processingmentioning
confidence: 99%
“…The model was solved in the frequency domain using a frequency-dependent mesh and absorbing region. 16 The time domain response was obtained from the inverse discrete Fourier transform of the frequency domain response.…”
Section: Numerical Modelingmentioning
confidence: 99%