AbstractIterative domain decomposition algorithms are applied to the solution of two-dimensional eddy current problem. The system of differential equations describing this problem is considered as singularly perturbed problem. Convergence of these algorithms is established. Several numerical experiments are presented
Abstract—A new iterative method for computing three-dimen-sional steady-state magnetic fields with e...
peer reviewedIntegral formulations lead to full matrices that, despite the use of efficient low-rank...
A heterogeneous domain-decomposition method is presented for the numerical solution of singularly pe...
AbstractIterative domain decomposition algorithms are applied to the solution of two-dimensional edd...
AbstractThis paper deals with iterative algorithms for domain decomposition applied to the solution ...
1.Introduction 2.Formulation of eddy current problems 3.Domain decomposition methodJoint Research Wo...
AbstractA combination of a time discretization and domain decomposition methods for the solution of ...
AbstractThis paper deals with iterative algorithms for domain decomposition applied to the solution ...
An iterative domain decomposition method is developed to solve a singular perturbation problem. The ...
AbstractTwo-level domain decomposition methods based on the Schwarz alternating procedure are propos...
AbstractThis paper deals with an iterative algorithm for multidomain decomposition applied to the so...
Author name used in this publication: Eric Ka-Wai Cheng2001-2002 > Academic research: refereed > Pub...
AbstractParallel domain decomposition algorithms for the solution of singularly perturbed semilinear...
Results of transient eddy current calculations are reported. For simplicity, a two-dimensional trans...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to the solutio...
Abstract—A new iterative method for computing three-dimen-sional steady-state magnetic fields with e...
peer reviewedIntegral formulations lead to full matrices that, despite the use of efficient low-rank...
A heterogeneous domain-decomposition method is presented for the numerical solution of singularly pe...
AbstractIterative domain decomposition algorithms are applied to the solution of two-dimensional edd...
AbstractThis paper deals with iterative algorithms for domain decomposition applied to the solution ...
1.Introduction 2.Formulation of eddy current problems 3.Domain decomposition methodJoint Research Wo...
AbstractA combination of a time discretization and domain decomposition methods for the solution of ...
AbstractThis paper deals with iterative algorithms for domain decomposition applied to the solution ...
An iterative domain decomposition method is developed to solve a singular perturbation problem. The ...
AbstractTwo-level domain decomposition methods based on the Schwarz alternating procedure are propos...
AbstractThis paper deals with an iterative algorithm for multidomain decomposition applied to the so...
Author name used in this publication: Eric Ka-Wai Cheng2001-2002 > Academic research: refereed > Pub...
AbstractParallel domain decomposition algorithms for the solution of singularly perturbed semilinear...
Results of transient eddy current calculations are reported. For simplicity, a two-dimensional trans...
AbstractThis paper deals with an iterative algorithm for domain decomposition applied to the solutio...
Abstract—A new iterative method for computing three-dimen-sional steady-state magnetic fields with e...
peer reviewedIntegral formulations lead to full matrices that, despite the use of efficient low-rank...
A heterogeneous domain-decomposition method is presented for the numerical solution of singularly pe...