A hypothetical property analogous to electric charge, associated with magnetic monopoles.Magnetic charge is a hypothetical property that would be the magnetic analog of electric charge. If it existed, it would be carried by particles called magnetic monopoles — isolated north or south poles without their opposite counterpart. In the provided research, magnetic charge appears in the context of monopoles on cosmic strings, which could generate gravitational waves, and in condensed matter systems where emergent monopoles arise in spin ices. The concept is crucial for testing the symmetry of Maxwell's equations and for understanding the early universe.
The concept was first proposed by Pierre Curie in 1894, but it was Paul Dirac who in 1931 showed that the existence of a magnetic monopole would naturally explain the quantization of electric charge. No fundamental monopoles have been observed to date.
In classical electromagnetism, magnetic fields are always produced by moving electric charges or by changing electric fields, and magnetic field lines form closed loops. A magnetic charge would create a radial magnetic field, similar to how an electric charge creates a radial electric field. In quantum theory, the existence of a single magnetic monopole would explain the quantization of electric charge, as shown by Dirac in 1931. In condensed matter, 'magnetic charges' are quasiparticles that emerge from the collective behavior of spins, not fundamental particles, but they obey similar Coulomb-like interactions.
In condensed matter physics, emergent magnetic charges in spin ice materials are studied for potential applications in magnetic data storage and thermal management devices.
If a magnetic monopole existed, it would be the only known particle with a magnetic charge, and its existence would force the electric charge of all particles to be integer multiples of a fundamental unit.




