International audienceThanks to the Cagniard-de Hoop we derive the solution to the problem of wave propagation in an infinite bilayered acoustic/poroelastic media, where the poroelastic layer is modelled by the biphasic Biot's model. This first part is dedicated to solution to the two dimensional problem. We illustrate the interest of the solution by using it to validate a numerical code
Homogenization is used to analyze the system of Biot-type partial differential equations in a domain...
We consider acoustic waves in fluid-saturated periodic media with large contrasts in the permeabilit...
Single-mode equivalent space-time representations of the acoustic wave propagating in a Biot poroela...
We are interested in the modeling of wave propagation in poroelastic media. We consider the biphasic...
We are interested in the modeling of wave propagation in poroelastic media. We consider the biphasic...
International audienceSemi-analytical and numerical methods are developed to investigate the wave pr...
Summarization: A particle velocity‐stress, finite‐difference method is developed for the simulation ...
International audienceNumerical methods are developed to simulate the wave propagation in heterogene...
International audienceA wave propagation model in macroscopically inhomogeneous porous media is deri...
An asymptotic method, valid in the presence of smoothly-varying heterogeneity, is used to derive a s...
An asymptotic method, valid in the presence of smoothly varying heterogeneity, is used to derive a s...
International audienceA time-domain numerical modeling of transversely isotropic Biot ă poroelastic ...
It is well known that Biot theory (Biot, 1956;1962) of porous-media acoustics ignores all wave-induc...
International audienceThe homogenization approach to wave propagation through saturated porous media...
We consider periodically heterogeneous fluid-saturated poroelastic media described by the Biot model...
Homogenization is used to analyze the system of Biot-type partial differential equations in a domain...
We consider acoustic waves in fluid-saturated periodic media with large contrasts in the permeabilit...
Single-mode equivalent space-time representations of the acoustic wave propagating in a Biot poroela...
We are interested in the modeling of wave propagation in poroelastic media. We consider the biphasic...
We are interested in the modeling of wave propagation in poroelastic media. We consider the biphasic...
International audienceSemi-analytical and numerical methods are developed to investigate the wave pr...
Summarization: A particle velocity‐stress, finite‐difference method is developed for the simulation ...
International audienceNumerical methods are developed to simulate the wave propagation in heterogene...
International audienceA wave propagation model in macroscopically inhomogeneous porous media is deri...
An asymptotic method, valid in the presence of smoothly-varying heterogeneity, is used to derive a s...
An asymptotic method, valid in the presence of smoothly varying heterogeneity, is used to derive a s...
International audienceA time-domain numerical modeling of transversely isotropic Biot ă poroelastic ...
It is well known that Biot theory (Biot, 1956;1962) of porous-media acoustics ignores all wave-induc...
International audienceThe homogenization approach to wave propagation through saturated porous media...
We consider periodically heterogeneous fluid-saturated poroelastic media described by the Biot model...
Homogenization is used to analyze the system of Biot-type partial differential equations in a domain...
We consider acoustic waves in fluid-saturated periodic media with large contrasts in the permeabilit...
Single-mode equivalent space-time representations of the acoustic wave propagating in a Biot poroela...