The Finite Integration Technique (FIT) is a consistent discretization scheme for Maxwell's
equations in their integral form. The resulting matrix equations of the discretized fields can …

We consider solving three-dimensional electromagnetic problems in parameter regimes
where the quasi-static approximation applies, the permeability is constant, the conductivity …

We consider solving three-dimensional electromagnetic problems in parameter regimes
where the quasi-static approximation applies and the permeability, permittivity, and …

This review paper presents a unified treatment of the numerical time-domain modeling of
acoustic, electromagnetic, and elastodynamic waves and of the combination thereof: this …

In this paper we develop an OcTree discretization for Maxwell's equations in the quasi-static
regime. We then use this discretization in order to develop a multigrid method for Maxwell's …

In this study we consider adaptive mesh refinement for the solution of Maxwell's equations in
the quasi-static or diffusion regime. We propose a new finite volume OcTree discretization …

What is this series of articles about? Examine the following figure, which displays Maxwell
equations in three different formalisms. Never mind what these equations mean (this is …

Investigations about induction sensors, electromagnetic launchers, shields, transformers,
and power line-induced currents address increased number of low-frequency research and …

The description of discrete electromagnetic fields is achieved with the Maxwell grid
equations, a set of matrix equations representing a spatial discretisation of Maxwell's …

Background With the recent advent of inductive charging systems all major automotive
manufacturers develop concepts to wirelessly charge electric vehicles. Efficient designs …