Quantum magnetism refers to magnetic phenomena arising from quantum mechanical effects in materials, such as spin interactions.Quantum magnetism describes magnetic behavior that cannot be explained by classical physics, arising from the quantum mechanical nature of electron spins and their interactions. In materials like certain insulators and superconductors, spins can form exotic states such as spin liquids, where they remain entangled and never settle into a fixed order even at absolute zero. This field bridges condensed matter physics and quantum information science.
The foundations were laid by Werner Heisenberg and Paul Dirac in the late 1920s, who formulated the quantum mechanical model of exchange interactions. The concept of magnons was introduced by Felix Bloch in 1930.
Electrons have an intrinsic angular momentum called spin, which acts like a tiny magnet. In a crystal lattice, neighboring spins interact through exchange interactions, favoring parallel or antiparallel alignment. Quantum fluctuations can prevent these spins from freezing into a classical pattern, leading to collective excitations called magnons—quasiparticles that carry spin waves. These magnons can transport energy and information without moving electric charge, enabling novel spintronic devices.
Quantum magnetism underpins magnetic storage technologies, spintronic devices, and is being explored for quantum computing using spin qubits and magnon-based logic.
In a quantum spin liquid, the electron spins remain in a state of constant quantum entanglement, behaving like a liquid of magnetic moments even at temperatures near absolute zero.
| Φ_0 | variable | Magnetic flux quantum — magnetic flux weber |
| h | constant | Planck constant, the fundamental quantum of action — planck constant = 6.62607015e-34 joule second |
| e | constant | Elementary charge, the magnitude of charge of a single electron — elementary charge = 1.602176634e-19 coulomb |

















