We propose a novel acoustic decomposition operator for time slices, loosely based on conventional surface decomposition operators. The proposed operators hold for constant velocity models and require two 2D Fourier Transforms (one forward, one backward) per decomposed time slice per decomposition direction. We then demonstrate the capabilities of our operators on a constant velocity model and the Marmousi model. The decomposition results prove that we can decompose into up-, down-, left- and right-going waves for complex velocity media.Applied Geophysics and Petrophysic
We study for the first time Schwarz domain decomposition methods for the solution of the Navier equa...
International audienceTransient wave propagation problems may involve rich discretizations, both in ...
International audienceIn acoustical and seismic fields, wavefield extraction has alwaysbeen a crucia...
Up–down wavefield decomposition is effectuated by a scaled addition or subtraction of the pressure a...
Up–down wavefield decomposition is effectuated by a scaled addition or subtraction of the pressure a...
Up–down wavefield decomposition is effectuated by a scaled addition or subtraction of the pressure a...
We propose a novel directional decomposition operator for wavefield snapshots in heterogeneous-veloc...
In acoustic exploration and monitoring imaging plays a critical role in uncovering structure and min...
The Marchenko equation can be used to retrieve the Green’s function at depth as a full function or d...
We propose a method for the separation of time-dependent wave fields given measurements of the total...
We derive an expression for the error introduced by the second-order accurate temporal finitediffere...
The Marchenko equation can be used to retrieve the Green’s function at depth as a full function or d...
Cost-effective waveform modeling is the key to practical reverse time migration (RTM) and full-wavef...
Conference PaperIn this paper we discuss the use of a time-frequency representation, the Wigner dist...
Seismic imaging in geologically complex areas, such as sub-salt or attenuating areas, has been one o...
We study for the first time Schwarz domain decomposition methods for the solution of the Navier equa...
International audienceTransient wave propagation problems may involve rich discretizations, both in ...
International audienceIn acoustical and seismic fields, wavefield extraction has alwaysbeen a crucia...
Up–down wavefield decomposition is effectuated by a scaled addition or subtraction of the pressure a...
Up–down wavefield decomposition is effectuated by a scaled addition or subtraction of the pressure a...
Up–down wavefield decomposition is effectuated by a scaled addition or subtraction of the pressure a...
We propose a novel directional decomposition operator for wavefield snapshots in heterogeneous-veloc...
In acoustic exploration and monitoring imaging plays a critical role in uncovering structure and min...
The Marchenko equation can be used to retrieve the Green’s function at depth as a full function or d...
We propose a method for the separation of time-dependent wave fields given measurements of the total...
We derive an expression for the error introduced by the second-order accurate temporal finitediffere...
The Marchenko equation can be used to retrieve the Green’s function at depth as a full function or d...
Cost-effective waveform modeling is the key to practical reverse time migration (RTM) and full-wavef...
Conference PaperIn this paper we discuss the use of a time-frequency representation, the Wigner dist...
Seismic imaging in geologically complex areas, such as sub-salt or attenuating areas, has been one o...
We study for the first time Schwarz domain decomposition methods for the solution of the Navier equa...
International audienceTransient wave propagation problems may involve rich discretizations, both in ...
International audienceIn acoustical and seismic fields, wavefield extraction has alwaysbeen a crucia...