
A hypothetical particle carrying a single magnetic pole, predicted by theories beyond the Standard Model.A magnetic monopole is a hypothetical particle that carries a single magnetic pole — either a north or a south pole alone — unlike ordinary magnets which always have both. In classical electromagnetism, magnetic monopoles do not exist; magnetic field lines always form closed loops. However, in 1931 Paul Dirac showed that if even one monopole existed in the universe, it would explain why electric charge is quantized. Monopoles appear naturally in many grand unified theories, which attempt to unify the electromagnetic, weak, and strong forces. Their discovery would be a revolutionary breakthrough, confirming physics beyond the Standard Model and providing a window into the earliest moments of the universe.
The concept was first proposed by Pierre Curie in 1894, but the modern theoretical framework was developed by Paul Dirac in 1931. The 't Hooft–Polyakov monopole, a concrete solution in non-Abelian gauge theories, was discovered independently by Gerard 't Hooft and Alexander Polyakov in 1974.
In quantum field theory, a monopole is a topological defect — a stable configuration of fields that cannot be smoothly transformed into the vacuum state. In grand unified theories, the symmetry breaking that separates the strong and electroweak forces can create point-like monopoles with a mass of about 10^16 GeV, far beyond any accelerator's reach. These monopoles would interact with magnetic fields, accelerating in a way that could produce detectable signals, such as specific ionization patterns in detectors or gravitational waves when cosmic strings break.
Monopoles are primarily a theoretical tool for testing grand unified theories, but they are also actively searched for in cosmic ray detectors and in experiments looking for magnetic charge in matter.
If magnetic monopoles exist, they would make the universe's magnetic field decay over time, as monopoles would accelerate along field lines and drain their energy.






