Numerical modelling of seismic waves in heterogeneous, porous reservoir rocks is an important tool in the field of reservoir engineering. A new 2-D velocity-stress finite-differences scheme is presented that allows to simulate waves and coupled diffusion processes within poroelastic media as described by Biot theory. The presented numerical methods allow to further develop rock physics theories of wave-induced fluid flow and contribute to the interpretation of new laboratory experiments
We have modeled numerically the seismic response of a poroelastic inclusion with properties applicab...
International audienceNumerical methods are developed to simulate the wave propagation in heterogene...
International audienceWe present a new methodology of the finite-difference (FD) modelling of seismi...
Die Modellierung von seismischen Wellen wird in der Geophysik immer wichtiger. Die Fluide, welche be...
Mit der zunehmenden Geschwindigkeit der Computer wurden numerische Simulationen in den letzten Jahre...
This book presents the theory of waves propagation in a fluid-saturated porous medium (a Biot medium...
Accurate numerical modeling tools are of practical importance for understanding of seismic wave prop...
We consider acoustic waves in fluid-saturated periodic media with large contrasts in the permeabilit...
Summarization: A particle velocity‐stress, finite‐difference method is developed for the simulation ...
The present work analyzes seismic attenuation due to wave-induced flow in complex poroelastic materi...
To approximate seismic wave propagation in double porosity media, the 2.5-D governing equations of p...
Elastic wave propagation in 3D poroelastic geological media with localized heterogeneities, such as ...
We present a derivation of the equations describing wave propagation in porous media based upon an a...
Biot's theory when applied to homogeneous media (involving the macroscopic flow mechanism) cannot ex...
In the present paper we consider elastic and poroelastic media having a common interface. We derive ...
We have modeled numerically the seismic response of a poroelastic inclusion with properties applicab...
International audienceNumerical methods are developed to simulate the wave propagation in heterogene...
International audienceWe present a new methodology of the finite-difference (FD) modelling of seismi...
Die Modellierung von seismischen Wellen wird in der Geophysik immer wichtiger. Die Fluide, welche be...
Mit der zunehmenden Geschwindigkeit der Computer wurden numerische Simulationen in den letzten Jahre...
This book presents the theory of waves propagation in a fluid-saturated porous medium (a Biot medium...
Accurate numerical modeling tools are of practical importance for understanding of seismic wave prop...
We consider acoustic waves in fluid-saturated periodic media with large contrasts in the permeabilit...
Summarization: A particle velocity‐stress, finite‐difference method is developed for the simulation ...
The present work analyzes seismic attenuation due to wave-induced flow in complex poroelastic materi...
To approximate seismic wave propagation in double porosity media, the 2.5-D governing equations of p...
Elastic wave propagation in 3D poroelastic geological media with localized heterogeneities, such as ...
We present a derivation of the equations describing wave propagation in porous media based upon an a...
Biot's theory when applied to homogeneous media (involving the macroscopic flow mechanism) cannot ex...
In the present paper we consider elastic and poroelastic media having a common interface. We derive ...
We have modeled numerically the seismic response of a poroelastic inclusion with properties applicab...
International audienceNumerical methods are developed to simulate the wave propagation in heterogene...
International audienceWe present a new methodology of the finite-difference (FD) modelling of seismi...