Eigen power-flow-density vortices of magnetostatic modes in thin ferrite disks

TL;DR

This paper demonstrates the existence of eigen power-flow-density vortices in magnetostatic modes within thin ferrite disks, revealing stable energy states and angular momentum characteristics, with both analytical and numerical validation.

Contribution

It introduces the concept of eigen power-flow-density vortices in magnetostatic modes of ferrite disks, linking analytical solutions with numerical simulations.

Findings

Existence of stable magnetostatic energy states due to vortices.

Discrete angular moments of wave fields in ferrite disks.

Correspondence between analytical and numerical vortex structures.

Abstract

In confined magnetically ordered structures one can observe vortices of magnetization and electromagnetic power flow vortices. There are topologically distinct and robust states. In this paper we show that in a normally magnetized quasi-2D ferrite disk there exist eigen power-flow-density vortices of magnetic-dipolar-mode oscillations. Because of such circular power flows, the oscillating modes are characterized by stable magnetostatic energy states and discrete angular moments of the wave fields. We show that the power-flow-density vortices of magnetostatic modes can be excited by electromagnetic fields of a microwave cavity. There is a clear correspondence between the power-flow-density vortex structures in a ferrite disk derived from an analytical solution of the magnetostatic-wave spectral problem and obtained by the numerical-simulation electromagnetic program.