AbstractUnderstanding the wave propagation with respect to the structure of the Earth lies at the heart of many analysis both in the oil and gas industry and for quantitative seismic hazard assessment. One of the most widely used techniques to solve the elastodynamics equation is the finite difference method because of its simplicity and numerical efficiency. In the last two decades, the parallel efficiency of this numerical method has been demonstrated through many applications on various parallel platforms. The complexity induced by multicore platforms both in terms of fine-grained parallelism and considering the memory hierarchy justifies revisiting these conclusions. In this paper, we underline the impact of such platforms on standard i...
Realistic applications of numerical modeling of acoustic wave dynamics usually demand high-performan...
Large scale ground motion simulation in realistic basins can benefit greatly from the use of paralle...
This paper discusses the implementation of a numerical algorithm for simulating incompressible fluid...
With the rapid developments in parallel compute architectures, algorithms for seismic modeling and i...
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...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
In this work we approach the seismic wave propagation problem in two dimensions using the nite ele...
Abstract. In a three-dimensional isotropic elastic earth, the wave equation solution consists of thr...
This project serves to apply numerical methods to obtain solutions for the wave equation. Paralleliz...
In modern physics it has become common to find the solution of a problem by solving numerically a se...
Abstract. The 3D finite difference modeling of the wave propagation of M>8 earthquakes in subduct...
Computational power has advanced to a state where we can begin to perform wavefield simulations for ...
AbstractVery large scale mathematical modelling such as accurate modelling using Navier's equations ...
One major goal of strong motion seismology is the estimation of damage in future earthquake scenario...
Realistic applications of numerical modeling of acoustic wave dynamics usually demand high-performan...
Large scale ground motion simulation in realistic basins can benefit greatly from the use of paralle...
This paper discusses the implementation of a numerical algorithm for simulating incompressible fluid...
With the rapid developments in parallel compute architectures, algorithms for seismic modeling and i...
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...
Finite difference methods for solving the wave equation more accurately capture the physics of waves...
In this work we approach the seismic wave propagation problem in two dimensions using the nite ele...
Abstract. In a three-dimensional isotropic elastic earth, the wave equation solution consists of thr...
This project serves to apply numerical methods to obtain solutions for the wave equation. Paralleliz...
In modern physics it has become common to find the solution of a problem by solving numerically a se...
Abstract. The 3D finite difference modeling of the wave propagation of M>8 earthquakes in subduct...
Computational power has advanced to a state where we can begin to perform wavefield simulations for ...
AbstractVery large scale mathematical modelling such as accurate modelling using Navier's equations ...
One major goal of strong motion seismology is the estimation of damage in future earthquake scenario...
Realistic applications of numerical modeling of acoustic wave dynamics usually demand high-performan...
Large scale ground motion simulation in realistic basins can benefit greatly from the use of paralle...
This paper discusses the implementation of a numerical algorithm for simulating incompressible fluid...