The upwind leapfrog scheme for electromagnetic scattering is briefly described. Its application to the 3D Maxwell`s time domain equations is shown in detail. The scheme`s use of upwind characteristic variables and a narrow stencil result in a smaller demand in communication overhead, making it ideal for implementation on distributed memory parallel computers. The algorithm`s implementation on two message passing computers, a 1024-processor nCUBE 2 and a 1840-processor Intel Paragon, is described. Performance evaluation demonstrates that the scheme performs well with both good scaling qualities and high efficiencies on these machines
A numerical modeling algorithm has been developed to simulate the electromagnetic response of a thre...
This paper reviews recent advances in large-scale computational electromagnetics using frequency dom...
The multilevel nonuniform-grid (MLNG) algorithm, which belongs to the class of "fast" algorithms, is...
This dissertation deals with accurate finite-difference time-domain methods for efficiently solving ...
A high-frequency time domain finite element scattering code using a combination of edge and piecewis...
The 3D Finite-Difference Time-Domain (FDTD) method simulates structures in the time-domain using a d...
A finite-volume/finite-element method developped in CFD is applied to solve numerically the time-dep...
Numerical solution methods for electromagnetic scattering problems lead to large systems of equation...
At the Physics and Electronics Laboratory TNO much research is done in the field of computational el...
The development of a scalable parallel multilevel fast multipole algorithm (MLFMA) for three dimensi...
The computational solution of large-scale linear systems of equations necessitates the use of fast a...
International audienceElectromagnetic simulation continues to be the primary method by which enginee...
A higher order multilevel fast multipole algorithm (MLFMA) is presented for solving integral equatio...
International audienceElectromagnetic simulation continues to be the primary method by which enginee...
Recent advances in the parallel multilevel fast multipole algorithm have paved the way for large-sca...
A numerical modeling algorithm has been developed to simulate the electromagnetic response of a thre...
This paper reviews recent advances in large-scale computational electromagnetics using frequency dom...
The multilevel nonuniform-grid (MLNG) algorithm, which belongs to the class of "fast" algorithms, is...
This dissertation deals with accurate finite-difference time-domain methods for efficiently solving ...
A high-frequency time domain finite element scattering code using a combination of edge and piecewis...
The 3D Finite-Difference Time-Domain (FDTD) method simulates structures in the time-domain using a d...
A finite-volume/finite-element method developped in CFD is applied to solve numerically the time-dep...
Numerical solution methods for electromagnetic scattering problems lead to large systems of equation...
At the Physics and Electronics Laboratory TNO much research is done in the field of computational el...
The development of a scalable parallel multilevel fast multipole algorithm (MLFMA) for three dimensi...
The computational solution of large-scale linear systems of equations necessitates the use of fast a...
International audienceElectromagnetic simulation continues to be the primary method by which enginee...
A higher order multilevel fast multipole algorithm (MLFMA) is presented for solving integral equatio...
International audienceElectromagnetic simulation continues to be the primary method by which enginee...
Recent advances in the parallel multilevel fast multipole algorithm have paved the way for large-sca...
A numerical modeling algorithm has been developed to simulate the electromagnetic response of a thre...
This paper reviews recent advances in large-scale computational electromagnetics using frequency dom...
The multilevel nonuniform-grid (MLNG) algorithm, which belongs to the class of "fast" algorithms, is...