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MAXW-DGTD

MAXW-DGTD is a software suite for the solution of the two-dimensional and three-dimensional Maxwell equations in the time domain, modeling electromagnetic wave propagation in heterogeneous, possibly lossy media. MAXW-DGTD implements a high order discontinuous Galerkin method on unstructured triangular (2D case) or tetrahedral (3D case) meshes based on nodal polynomial interpolation. This discontinuous Galerkin method combines a centered scheme for the evaluation of numerical fluxes at a face common to neighboring elements, with an explicit Leap-Frog time scheme. The 3D software and the underlying algorithms are adapted to distributed memory parallel computing platforms.

MAXW-DGFD

MAXW-DGFD is a software suite for the solution of the two-dimensional and three-dimensional Maxwell equations in the frequency domain, modeling electromagnetic wave propagation in heterogeneous, possibly lossy media. MAXW-DGFD implements a high order discontinuous Galerkin method on unstructured triangular (2D case) or tetrahedral (3D case) meshes based on nodal polynomial interpolation. The associated sparse, irregularly structured and complex coefficient linear systems are solved using a Schwarz type domain decomposition solver. These software and the underlying algorithms are adapted to distributed memory parallel computing platforms.

SISMO-DGTD

SISMO-DGTD is a software suite for the solution of the two-dimensional and three-dimensional elastodynamic equations modeling seismic wave propagation in heterogeneous media. SISMO-DGTD implements a high order discontinuous Galerkin method on unstructured triangular (2D case) or tetrahedral (3D case) meshes based on nodal polynomial interpolation. This discontinuous Galerkin method combines a centered scheme for the evaluation of numerical fluxes at a face common to neighboring elements, with an explicit Leap-Frog time scheme. The 3D software and the underlying algorithms are adapted to distributed memory parallel computing platforms.

INRIA, NACHOS project-team
2004 Route des Lucioles, B.P. 93
06902 Sophia Antipolis Cedex, France
Contact by mail

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Home Team composition Research activities Projects Publications Talks and posters Software Numerical gallery pmwiki.org Cookbook (addons) Skins (themes) PITS (issue tracking) Mailing Lists edit SideBar TriadSkin powered by PmWiki	Software MAXW-DGTD MAXW-DGTD is a software suite for the solution of the two-dimensional and three-dimensional Maxwell equations in the time domain, modeling electromagnetic wave propagation in heterogeneous, possibly lossy media. MAXW-DGTD implements a high order discontinuous Galerkin method on unstructured triangular (2D case) or tetrahedral (3D case) meshes based on nodal polynomial interpolation. This discontinuous Galerkin method combines a centered scheme for the evaluation of numerical fluxes at a face common to neighboring elements, with an explicit Leap-Frog time scheme. The 3D software and the underlying algorithms are adapted to distributed memory parallel computing platforms. MAXW-DGFD MAXW-DGFD is a software suite for the solution of the two-dimensional and three-dimensional Maxwell equations in the frequency domain, modeling electromagnetic wave propagation in heterogeneous, possibly lossy media. MAXW-DGFD implements a high order discontinuous Galerkin method on unstructured triangular (2D case) or tetrahedral (3D case) meshes based on nodal polynomial interpolation. The associated sparse, irregularly structured and complex coefficient linear systems are solved using a Schwarz type domain decomposition solver. These software and the underlying algorithms are adapted to distributed memory parallel computing platforms. SISMO-DGTD SISMO-DGTD is a software suite for the solution of the two-dimensional and three-dimensional elastodynamic equations modeling seismic wave propagation in heterogeneous media. SISMO-DGTD implements a high order discontinuous Galerkin method on unstructured triangular (2D case) or tetrahedral (3D case) meshes based on nodal polynomial interpolation. This discontinuous Galerkin method combines a centered scheme for the evaluation of numerical fluxes at a face common to neighboring elements, with an explicit Leap-Frog time scheme. The 3D software and the underlying algorithms are adapted to distributed memory parallel computing platforms. INRIA, NACHOS project-team 2004 Route des Lucioles, B.P. 93 06902 Sophia Antipolis Cedex, France Contact by mail Edit Page History Source Attach File Backlinks List Group Page last modified on February 11, 2009, at 01:25 PM
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