Abstract - The description of wave propagation by a viscoelastic behaviour allows for the introduction of two important phenomena: wave dissipation, i.e., the conversion of motion into heat, and velocity dispersion, the phenomenon in which two different Fourier components travel with different velocities. In this work, we consider a mechanical representation of viscoelastic media, which in virtue of its simplicity constitutes a useful tool to model the variety of dissipation mechanisms present in real media. Examples of simulated wavefields in these type of media can be found, for instance, in the works of Carcione et al. (1988a,b), where the equations are based on the standard linear solid model. Here we analyze in detail the physical prop...
We present a unified framework for the study of wave propagation in homogeneous linear thermo-visco-...
The propagation of linear transverse acoustic waves in isotropic media in which mechanical relaxatio...
We study shear waves propagating in a special viscoelastic model proposed first by Fosdick and Yu in...
abstract - The description of wave propagation by a viscoelastic rheology allows for the introductio...
The present paper analyses models describing wave absorbing materials from a thermodynamic point of ...
This worksheet is concerned with the relaxation behaviour of viscoelastic materials. Many materials ...
In this study, the effect of energy dissipation on harmonic waves propagating in one-dimensional mon...
Fundamental principles of the viscoelastic theory are compared to those of theoretical mechanics, cl...
In this paper we consider the propagation of linear transverse acoustic waves in isotropic media in ...
The theory of linear viscoelasticity is the simplest constitutive model that can be adopted to accur...
The Kramers-Kronig relations for magnitude and phase of a linear causal filter are used to derive an...
In this study waves propagating in a diatomic linear viscoelastic periodic system are investigated w...
In continuum models for non-perfect fluids, viscoelastic stresses have often been introduced as extr...
AbstractIn this study waves propagating in a diatomic linear viscoelastic periodic system are invest...
Various spatial-gradient extensions of standard viscoelastic rheologies of the Kelvin-Voigt, Maxwell...
We present a unified framework for the study of wave propagation in homogeneous linear thermo-visco-...
The propagation of linear transverse acoustic waves in isotropic media in which mechanical relaxatio...
We study shear waves propagating in a special viscoelastic model proposed first by Fosdick and Yu in...
abstract - The description of wave propagation by a viscoelastic rheology allows for the introductio...
The present paper analyses models describing wave absorbing materials from a thermodynamic point of ...
This worksheet is concerned with the relaxation behaviour of viscoelastic materials. Many materials ...
In this study, the effect of energy dissipation on harmonic waves propagating in one-dimensional mon...
Fundamental principles of the viscoelastic theory are compared to those of theoretical mechanics, cl...
In this paper we consider the propagation of linear transverse acoustic waves in isotropic media in ...
The theory of linear viscoelasticity is the simplest constitutive model that can be adopted to accur...
The Kramers-Kronig relations for magnitude and phase of a linear causal filter are used to derive an...
In this study waves propagating in a diatomic linear viscoelastic periodic system are investigated w...
In continuum models for non-perfect fluids, viscoelastic stresses have often been introduced as extr...
AbstractIn this study waves propagating in a diatomic linear viscoelastic periodic system are invest...
Various spatial-gradient extensions of standard viscoelastic rheologies of the Kelvin-Voigt, Maxwell...
We present a unified framework for the study of wave propagation in homogeneous linear thermo-visco-...
The propagation of linear transverse acoustic waves in isotropic media in which mechanical relaxatio...
We study shear waves propagating in a special viscoelastic model proposed first by Fosdick and Yu in...