Abstract. A Finite-difference method for simulation of sonic waves propagating in a vicinity of a borehole filled with fluid and surrounded by a 3D heterogeneous elastic medium is developed. The method uti-lizes an explicit second order of approximation FD scheme on staggered grids that approximates the elastodynamic system of equations in cylin-drical coordinates. A computational domain is surrounded by a special Perfectly Matched Layer for cylindrical coordinate system designed to attenuate waves reflected from outer boundaries. Parallelization is based on a domain decomposition approach and implemented with the help of MPI library. Results of numerical experiments are presented.
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
Finite difference synthetic acoustic logs are suitable for studying wave propagation in vertically v...
In this paper we research the problem of acoustics in porous media in three separated subdomains. In...
AbstractA finite-difference method of numerical simulation of sonic logging has been developed and i...
This paper presents a numerical program for the simulation of elastic wave propagation and scatterin...
Abstract: The explicit uniform divergent finite difference scheme conserving energy for mo...
Abstract. We review the methods of simulating elastic wave propagation in a bore-hole. We considered...
International audienceWe present a frequency-domain finite-difference method for modeling 3D acousti...
Synthetic microseismograms of elastic wave propagation in a fluid-filled borehole were generated usi...
In this report, we study how finite differences can be used to simulate acoustic wave propagation or...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
The paper introduces a high-order, adaptive finite-element method for simulation of sonic measuremen...
We present a 3D frequency-domain finite-difference method for acoustic wave propagation modeling. Th...
In this paper, a boundary element formulation in the wave-number space domain for solving the wave e...
Forward modeling plays a key role in both the creation of predictive models and the study of the sur...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
Finite difference synthetic acoustic logs are suitable for studying wave propagation in vertically v...
In this paper we research the problem of acoustics in porous media in three separated subdomains. In...
AbstractA finite-difference method of numerical simulation of sonic logging has been developed and i...
This paper presents a numerical program for the simulation of elastic wave propagation and scatterin...
Abstract: The explicit uniform divergent finite difference scheme conserving energy for mo...
Abstract. We review the methods of simulating elastic wave propagation in a bore-hole. We considered...
International audienceWe present a frequency-domain finite-difference method for modeling 3D acousti...
Synthetic microseismograms of elastic wave propagation in a fluid-filled borehole were generated usi...
In this report, we study how finite differences can be used to simulate acoustic wave propagation or...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
The paper introduces a high-order, adaptive finite-element method for simulation of sonic measuremen...
We present a 3D frequency-domain finite-difference method for acoustic wave propagation modeling. Th...
In this paper, a boundary element formulation in the wave-number space domain for solving the wave e...
Forward modeling plays a key role in both the creation of predictive models and the study of the sur...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
Finite difference synthetic acoustic logs are suitable for studying wave propagation in vertically v...
In this paper we research the problem of acoustics in porous media in three separated subdomains. In...