Abstract. We evaluated multigrid techniques for 3D diffusive electromagnetism. The Maxwell equations and Ohm’s law were discretised on stretched grids, with stretching in all coordinate directions. We compared standard multigrid to alternative multigrid approaches with line-wise smoothing and semi-coarsening, both as a stand-alone solver and as a preconditioner. Although the number of iterations was small for some variants, none of the schemes showed grid-independent convergence rates on stretched grids.
In this paper the investigation of the efficiency of the multigrid method as a solution method for l...
Efficiency of a 3-D electromagnetic numerical modelling scheme is critical for its future use within...
A robust solver for the elliptic grid generation equations is sought via a numerical study. The syst...
We evaluated multigrid techniques for 3D diffusive electromagnetism. The Maxwell equations and Ohm's...
The performance of a multigrid solver for time-harmonic electromagnetic problems in geophysical sett...
Electromagnetic (EM) surveys are widely used in geophysical study. Reliable 3-D forward modeling is...
Controlled-source electromagnetic (CSEM) surveys are a common geophysical investigationtool in the s...
At present, the finite element method has become one of the most efficient and widely used numerical...
We present an elaborate preconditioning scheme for Krylov subspace methods which has been developed ...
In this paper, the efficiency of the multigrid method for electromagnetic field computations is pres...
The MAFIA codes are fully 3-D codes for solving Maxwell's equations by the finite integration algori...
The finite difference time domain method has long been one of the most widely used numerical methods...
Conservation of electric current and magnetic flux can be explicitly enforced by modeling Maxwell&ap...
International audienceThe design of scalable parallel simulation codes for complex phenomena is chal...
An effective solver for the large complex system of linear equations is critical for improving the a...
In this paper the investigation of the efficiency of the multigrid method as a solution method for l...
Efficiency of a 3-D electromagnetic numerical modelling scheme is critical for its future use within...
A robust solver for the elliptic grid generation equations is sought via a numerical study. The syst...
We evaluated multigrid techniques for 3D diffusive electromagnetism. The Maxwell equations and Ohm's...
The performance of a multigrid solver for time-harmonic electromagnetic problems in geophysical sett...
Electromagnetic (EM) surveys are widely used in geophysical study. Reliable 3-D forward modeling is...
Controlled-source electromagnetic (CSEM) surveys are a common geophysical investigationtool in the s...
At present, the finite element method has become one of the most efficient and widely used numerical...
We present an elaborate preconditioning scheme for Krylov subspace methods which has been developed ...
In this paper, the efficiency of the multigrid method for electromagnetic field computations is pres...
The MAFIA codes are fully 3-D codes for solving Maxwell's equations by the finite integration algori...
The finite difference time domain method has long been one of the most widely used numerical methods...
Conservation of electric current and magnetic flux can be explicitly enforced by modeling Maxwell&ap...
International audienceThe design of scalable parallel simulation codes for complex phenomena is chal...
An effective solver for the large complex system of linear equations is critical for improving the a...
In this paper the investigation of the efficiency of the multigrid method as a solution method for l...
Efficiency of a 3-D electromagnetic numerical modelling scheme is critical for its future use within...
A robust solver for the elliptic grid generation equations is sought via a numerical study. The syst...