The increasing information density in magnetic recording, the miniaturization in magnetic
sensor technology, the trend towards nanocrystalline magnetic materials and the improved …

Effects of thermal activation are included in micromagnetic simulations by adding a random
thermal field to the effective magnetic field. As a result, the Landau–Lifshitz equation is …

In this work, we study numerical issues related to a common mathematical model which
describes ferromagnetic materials, both in a stationary and nonstationary context …

By means of three-dimensional numerical calculations we studied possible micromagnetic
configurations in a rectangular Permalloy-like thin-film element. The parameters were …

In this paper, a novel method for accelerating frequency sweeping in eddy-current
calculation using finite-element method is presented. Exploiting the fact that between …

A real-space phase field model based on the time-dependent Ginzburg–Landau (TDGL)
equation is developed to predict the domain evolution of ferromagnetic materials. The phase …

The effect of the random magnetic field distribution on the phase diagrams and ground state
magnetizations of Ising nanowire is investigated using effective field theory with correlations …

In this paper, a novel method for accelerating eddy current computation based on the finite
element method (FEM) is proposed for scanning probes or sensors over a plate sample …

The method of variational cumulant expansion (VCE) on the Ising model is applied to
investigate phase transitions in magnetic alloy nano‐particles, in which a random site …

Finite element modeling treats magnetization processes within the framework of
micromagnetic theory, taking into account the complex microstructure of a magnet. The …