Bohr magneton, the natural unit of electron magnetic moment.The Bohr magneton is the natural unit for measuring the magnetic moment of an electron. It quantifies the strength of the electron's intrinsic magnetic dipole, which arises from its spin and orbital motion. This constant is fundamental in understanding magnetism at the atomic scale, from electron spin resonance to the magnetic properties of materials.
The concept was introduced by Wolfgang Pauli in 1920, who proposed it as a natural unit for atomic magnetic moments, building on earlier work by Niels Bohr and others on the magnetic properties of atoms.
The Bohr magneton is defined as μ_B = eħ/(2m_e), where e is the elementary charge, ħ is the reduced Planck constant, and m_e is the electron mass. It represents the magnetic moment of a single electron with one unit of orbital angular momentum. The electron's spin contributes a magnetic moment of approximately one Bohr magneton (with a small correction due to quantum electrodynamics). In an external magnetic field, the energy of an electron's magnetic moment splits into discrete levels—the Zeeman effect—with energy spacing proportional to the Bohr magneton times the field strength.
It is used in electron spin resonance (ESR) spectroscopy to identify free radicals and transition metal ions, and in the design of magnetic storage devices and quantum sensors.
The electron's magnetic moment is slightly larger than one Bohr magneton—about 1.001159652—a deviation that was a key test of quantum electrodynamics and led to the most precise prediction in physics.













