AbstractThe basic equations of electromagnetism are written in the form of a quasi-harmonic equation. The application of the weighted residual process leads to a non-linear system of algebraic equations which is solved by a full Newton-Raphson procedure. The iteration scheme is developed and applied to numerical examples
The general purpose Finite Element Program COSMIC NASTRAN currently has the ability to model magneti...
Inexact Newton solvers offer many attractive features for the solution of nonlinear problems in the...
Inexact Newton solvers offer many attractive features for the solution of nonlinear problems in the...
AbstractThe basic equations of electromagnetism are written in the form of a quasi-harmonic equation...
The paper presents and compares three potential formulations to solve nonlinear static magnetic fiel...
Summary. The discretization of transient and static magnetic field problems with the Whitney Finite ...
A line search was combined with the Newton-Raphson method to accelerate the convergence of the itera...
A line search was combined with the Newton-Raphson method to accelerate the convergence of the itera...
convergence of numerical solution of linear and non-linear vector field problems By S. V. Ahamed* Th...
In order to overcome the divergence of the Newton-Raphson iteration in the nonlinear magnetic field ...
In order to overcome the divergence of the Newton-Raphson iteration in the nonlinear magnetic field ...
A fast Newton-Raphson technique (FNR) for the determination of nonlinear three dimensional finite el...
none4Inexact Newton solvers offer many attractive features for the solution of nonlinear problems i...
Les problèmes électromagnétiques non linéaires sont largement rencontrés en électrotechnique, comme ...
A stable iteration algorithm for solving nonlinear magnetic field problems using the finite-element ...
The general purpose Finite Element Program COSMIC NASTRAN currently has the ability to model magneti...
Inexact Newton solvers offer many attractive features for the solution of nonlinear problems in the...
Inexact Newton solvers offer many attractive features for the solution of nonlinear problems in the...
AbstractThe basic equations of electromagnetism are written in the form of a quasi-harmonic equation...
The paper presents and compares three potential formulations to solve nonlinear static magnetic fiel...
Summary. The discretization of transient and static magnetic field problems with the Whitney Finite ...
A line search was combined with the Newton-Raphson method to accelerate the convergence of the itera...
A line search was combined with the Newton-Raphson method to accelerate the convergence of the itera...
convergence of numerical solution of linear and non-linear vector field problems By S. V. Ahamed* Th...
In order to overcome the divergence of the Newton-Raphson iteration in the nonlinear magnetic field ...
In order to overcome the divergence of the Newton-Raphson iteration in the nonlinear magnetic field ...
A fast Newton-Raphson technique (FNR) for the determination of nonlinear three dimensional finite el...
none4Inexact Newton solvers offer many attractive features for the solution of nonlinear problems i...
Les problèmes électromagnétiques non linéaires sont largement rencontrés en électrotechnique, comme ...
A stable iteration algorithm for solving nonlinear magnetic field problems using the finite-element ...
The general purpose Finite Element Program COSMIC NASTRAN currently has the ability to model magneti...
Inexact Newton solvers offer many attractive features for the solution of nonlinear problems in the...
Inexact Newton solvers offer many attractive features for the solution of nonlinear problems in the...
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