International audienceMultiple scattering in a poroelastic medium obeying Biot's theory is studied; the scatterers are parallel identical cylindrical holes pierced at random in the medium. The paper focuses first on the influence, on the effective wavenumbers, of the mode conversions that occur at each scattering event. The effect of the holes on the dispersion curves is then examined for two different values of the ratio of their radius to the pores mean radius. Depending on the latter, the dispersion curves of the pierced material are compared, for the fast and shear waves, with those of either a more porous medium or a double porosity medium
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
Wave propagation in poroelastic media is a subject that finds applications in many fields of researc...
International audienceMultiple scattering in a poroelastic medium obeying Biot's theory is studied; ...
De nombreux matériaux composites sont constitués d'une matrice poreuse dans laquelle sont réparties ...
The scattering of plane transverse waves by a spherical inclusion embedded in an infinite poroelasti...
Acoustic wave scattering from random porous media is formulated from the Biot theory, which describe...
International audienceThe direct and inverse scattering problems of ultrasonic wave propagation in d...
International audienceA longitudinal wave (fast or slow) or a transverse wave incident on a spherica...
Spatial heterogeneity of hydrocarbon reservoirs causes significant attenuation and dispersion of sei...
International audienceWave propagation in macroscopically inhomogeneous porous materials has receive...
International audienceWave propagation in macroscopically inhomogeneous porous materials has receive...
Fluid patches in partially saturated poroelastic medium at mesoscopic-scale may cause significant at...
International audienceA dilute random distribution of identical elastic spheres in a poroelastic iso...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
Wave propagation in poroelastic media is a subject that finds applications in many fields of researc...
International audienceMultiple scattering in a poroelastic medium obeying Biot's theory is studied; ...
De nombreux matériaux composites sont constitués d'une matrice poreuse dans laquelle sont réparties ...
The scattering of plane transverse waves by a spherical inclusion embedded in an infinite poroelasti...
Acoustic wave scattering from random porous media is formulated from the Biot theory, which describe...
International audienceThe direct and inverse scattering problems of ultrasonic wave propagation in d...
International audienceA longitudinal wave (fast or slow) or a transverse wave incident on a spherica...
Spatial heterogeneity of hydrocarbon reservoirs causes significant attenuation and dispersion of sei...
International audienceWave propagation in macroscopically inhomogeneous porous materials has receive...
International audienceWave propagation in macroscopically inhomogeneous porous materials has receive...
Fluid patches in partially saturated poroelastic medium at mesoscopic-scale may cause significant at...
International audienceA dilute random distribution of identical elastic spheres in a poroelastic iso...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
International audienceThis article quantitatively investigates ultrasound propagation in numerical a...
Wave propagation in poroelastic media is a subject that finds applications in many fields of researc...