In the present paper we consider elastic and poroelastic media having a common interface. We derive the macroscopic mathematical models for seismic wave propagation through these two different media as a homogenization of the exact mathematical model at the microscopic level. They consist of seismic equations for the each component and boundary conditions at the common interface, which separates different medi
These lecture notes are devoted to an overview of the modelling and the numerical analysis of surfac...
A general composite model for elastic wave propagation through a region\Omega consisting of differen...
A theory of wave propagation in isotropic poroelastic media saturated by two immiscible Newtonian fl...
In the present paper we consider elastic and poroelastic media having a common interface. We derive ...
In the present paper we consider elastic and poroelastic media having a common interface. We derive ...
Homogenization is used to analyze the system of Biot-type partial differential equations in a domain...
International audienceWe present a new methodology of the finite-difference (FD) modelling of seismi...
Several models are discussed for seismic wave propagation in periodically layered poroelastic media ...
Summary. Several models are discussed for seismic wave propagation in periodically layered poroelast...
Wave propagation in poroelastic media is a subject that finds applications in many fields of researc...
Abstract The seismic reflection and transmission characteristics of a single layer sandwiched betwee...
An effective poroelastic model is proposed that describes seismic attenuation and dispersion in peri...
Wave propagation in composite porous materials has applications in many branches of science and tech...
We consider a linear system of differential equations describing the joint motion of an elastic poro...
We consider some mathematical model of isothermal acoustics in a composite medium consisting of two ...
These lecture notes are devoted to an overview of the modelling and the numerical analysis of surfac...
A general composite model for elastic wave propagation through a region\Omega consisting of differen...
A theory of wave propagation in isotropic poroelastic media saturated by two immiscible Newtonian fl...
In the present paper we consider elastic and poroelastic media having a common interface. We derive ...
In the present paper we consider elastic and poroelastic media having a common interface. We derive ...
Homogenization is used to analyze the system of Biot-type partial differential equations in a domain...
International audienceWe present a new methodology of the finite-difference (FD) modelling of seismi...
Several models are discussed for seismic wave propagation in periodically layered poroelastic media ...
Summary. Several models are discussed for seismic wave propagation in periodically layered poroelast...
Wave propagation in poroelastic media is a subject that finds applications in many fields of researc...
Abstract The seismic reflection and transmission characteristics of a single layer sandwiched betwee...
An effective poroelastic model is proposed that describes seismic attenuation and dispersion in peri...
Wave propagation in composite porous materials has applications in many branches of science and tech...
We consider a linear system of differential equations describing the joint motion of an elastic poro...
We consider some mathematical model of isothermal acoustics in a composite medium consisting of two ...
These lecture notes are devoted to an overview of the modelling and the numerical analysis of surfac...
A general composite model for elastic wave propagation through a region\Omega consisting of differen...
A theory of wave propagation in isotropic poroelastic media saturated by two immiscible Newtonian fl...