# Coupled quasimonopoles in chiral magnets

## TL;DR

This paper investigates the existence and stability of coupled magnetic monopoles, specifically Bloch points, in chiral magnets, revealing their potential as stable localized states within crystals and confined geometries.

## Contribution

It introduces the concept of coupled Bloch points as stable localized states in chiral magnets, expanding understanding of magnetic singularities.

## Key findings

- Coupled Bloch points can form stable localized states.
- Stability analyzed in bulk and confined geometries.
- Potential implications for nanomagnetism applications.

## Abstract

Magnetic singularities, also known as magnetic monopoles or Bloch points, represent intriguingphenomena in nanomagnetism. We show that a pair of coupled Bloch points may appear as alocalized, stable state in cubic chiral magnets. Detailed analysis is presented of the stability of suchobjects in the interior of crystals and in geometrically confined systems.