Finite-element modelling of seismic wave propagation on tetrahedra requires meshes that accurately follow interfaces between impedance contrasts or surface topography and have element sizes proportional to the local velocity. We explain a mesh generation approach by example. Starting from a finite-difference representation of the velocity model, triangulated surfaces are generated along impedance discontinuities. These define subdomains that are meshed independently and in parallel, honouring the local velocity values. The resulting volumetric meshes are merged into a single mesh. The approach is flexible, efficient, scalable and capable of producing quality meshes.Geoscience & EngineeringCivil Engineering and Geoscience
Abstract We use the Earth Simulator to model seismic wave propagation resulting from large earthquak...
International audienceA specific approach is studied to couple two well-known numerical methods, a f...
For seismic modelling, imaging and inversion, finite-difference methods are still the workhorse of t...
Finite-element modelling of seismic wave propagation on tetrahedra requires meshes that accurately f...
Finite-element modelling of seismic wave propagation on tetrahedra requires meshes that accurately f...
The finite element method (FEM) can accurately calculate seismic ground motions for complex topograp...
The finite-element method can easily handle complicated geometries because of the application of uns...
Mass-lumped finite elements on tetrahedra offer more flexibility than their counterpart on hexahedra...
In this dissertation, new and more efficient finite element methods for modelling seismic wave propa...
We present forward and adjoint spectral-element simulations of coupled acoustic and (an)elastic seis...
Spectral elements with mass lumping allow for explicit time stepping and are therefore attractive fo...
We analyse the dispersion properties of two types of explicit finite element methods for modelling a...
Unstructured hexahedral mesh generation is a critical part of the modeling process in the Spectral-E...
Abstract We present an efficient technique to simulate seismic wave propagation in structures includ...
In order to understand details in the seismic wave field observed on regional and global scales on t...
Abstract We use the Earth Simulator to model seismic wave propagation resulting from large earthquak...
International audienceA specific approach is studied to couple two well-known numerical methods, a f...
For seismic modelling, imaging and inversion, finite-difference methods are still the workhorse of t...
Finite-element modelling of seismic wave propagation on tetrahedra requires meshes that accurately f...
Finite-element modelling of seismic wave propagation on tetrahedra requires meshes that accurately f...
The finite element method (FEM) can accurately calculate seismic ground motions for complex topograp...
The finite-element method can easily handle complicated geometries because of the application of uns...
Mass-lumped finite elements on tetrahedra offer more flexibility than their counterpart on hexahedra...
In this dissertation, new and more efficient finite element methods for modelling seismic wave propa...
We present forward and adjoint spectral-element simulations of coupled acoustic and (an)elastic seis...
Spectral elements with mass lumping allow for explicit time stepping and are therefore attractive fo...
We analyse the dispersion properties of two types of explicit finite element methods for modelling a...
Unstructured hexahedral mesh generation is a critical part of the modeling process in the Spectral-E...
Abstract We present an efficient technique to simulate seismic wave propagation in structures includ...
In order to understand details in the seismic wave field observed on regional and global scales on t...
Abstract We use the Earth Simulator to model seismic wave propagation resulting from large earthquak...
International audienceA specific approach is studied to couple two well-known numerical methods, a f...
For seismic modelling, imaging and inversion, finite-difference methods are still the workhorse of t...