Abstract. High-order finite-difference methods are commonly used in wave propagators for industrial subsurface imaging algorithms. Compu-tational aspects of the reduced linear elastic vertical transversely isotropic propagator are considered. Thread parallel algorithms suitable for imple-menting this propagator on multi-core and many-core processing devices are introduced. Portability is addressed through the use of the OCCA runtime programming interface. Finally, performance results are shown for various architectures on a representative synthetic test case.
The performance results from the hybridization of the OpenFOAM linear system solver, tested on the C...
Abstract3D simulation of earthquake ground motion is one of the most challenging computational probl...
Improving both the accuracy and computational performance of simulation tools is a major challenge f...
With the current trend of using co-processors for accelerating computations, we are presented with a...
International audienceWe present a parallel solver for wave propagation problems based on the higher...
In modern physics it has become common to find the solution of a problem by solving numerically a se...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
With the rapid developments in parallel compute architectures, algorithms for seismic modeling and i...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
This project serves to apply numerical methods to obtain solutions for the wave equation. Paralleliz...
With the rapid developments in parallel compute architectures, algorithms for seismic modeling and i...
Abstract. In a three-dimensional isotropic elastic earth, the wave equation solution consists of thr...
Summarization: Two finite-difference schemes for solving the elastic wave equation in heterogeneous ...
AbstractUnderstanding the wave propagation with respect to the structure of the Earth lies at the he...
Parallelization of time-consuming volume integrations in the matrix filling is performed using OpenM...
The performance results from the hybridization of the OpenFOAM linear system solver, tested on the C...
Abstract3D simulation of earthquake ground motion is one of the most challenging computational probl...
Improving both the accuracy and computational performance of simulation tools is a major challenge f...
With the current trend of using co-processors for accelerating computations, we are presented with a...
International audienceWe present a parallel solver for wave propagation problems based on the higher...
In modern physics it has become common to find the solution of a problem by solving numerically a se...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
With the rapid developments in parallel compute architectures, algorithms for seismic modeling and i...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
This project serves to apply numerical methods to obtain solutions for the wave equation. Paralleliz...
With the rapid developments in parallel compute architectures, algorithms for seismic modeling and i...
Abstract. In a three-dimensional isotropic elastic earth, the wave equation solution consists of thr...
Summarization: Two finite-difference schemes for solving the elastic wave equation in heterogeneous ...
AbstractUnderstanding the wave propagation with respect to the structure of the Earth lies at the he...
Parallelization of time-consuming volume integrations in the matrix filling is performed using OpenM...
The performance results from the hybridization of the OpenFOAM linear system solver, tested on the C...
Abstract3D simulation of earthquake ground motion is one of the most challenging computational probl...
Improving both the accuracy and computational performance of simulation tools is a major challenge f...