In this paper, we study a third order accurate linearized backward differential formula (BDF)
type scheme for the nonlinear Maxwell's equations, using the Nédelec finite element …

Система уравнений Максвелла в квазистационарном магнитном приближении находит
применение при решении различных практических задач [1]. Основные задачи для …

The objective of this work is the analysis of a time-harmonic eddy current problem with
prescribed currents or voltage drops on the boundary of the conducting domain. We will …

The boundary value problem for the quasistationary magnetic approximation of the time-
harmonic Maxwell equations in inhomogeneous media is studied. The considered problem …

In this paper, we investigate an accurate and efficient method for nonlinear Maxwell's
equation. DG method and Crank-Nicolson scheme are employed for spatial and time …

We study an induction hardening model described by Maxwell's equations coupled with a
heat equation. The magnetic induction field is assumed a nonlinear constitutional relation …

TONG KANG AND TAO CHEN (Communicated by Xue-cheng Tai) Abstract. This paper is
devoted to the study of a fully discrete T-ψ finite element method based on H-decomposition …

The initial-boundary value problem for the quasi-stationary magnetic approximation of the
time-dependent Maxwell equations with magnetic boundary conditions is studied. The case …

The main goal of this work is to give a review of the Perfectly Matched Layer (PML)
technique for time-harmonic problems. Precisely, we focus our attention on problems stated …

We study a recovery problem for an unknown boundary coefficient relating to one material
characteristic in an eddy current field. The field equations are represented in terms of the …