Felix Bloch Created 2026-10-18 Updated 2026-11-05
Felix Bloch developed the nuclear-induction description of nuclear magnetic resonance. A precessing transverse magnetization generates an oscillating magnetic flux and therefore a voltage in a surrounding coil. The signal provides direct access to the collective motion of nuclear magnetic moments. His equations include both precession in the applied magnetic field and relaxation toward equilibrium, connecting the coherent nuclear motion with the decay and recovery measured in an experiment.[ref]
In 1938, Isidor Isaac Rabi, Jerrold Zacharias, Sidney Millman and Polykarp Kusch introduced molecular-beam magnetic resonance. Their 1939 account describes a heated oven, vacuum slits, inhomogeneous A/B magnetic fields with opposite gradients, and a uniform static C magnetic field. Conductors supplied transverse oscillatory radiofrequency (RF) fields. Transitions spoiled refocusing, reducing the tungsten-filament detector signal. Alignment compared A-only and B-only attenuation; C-field sweeps at fixed RF frequency limited oscillator pickup. Matching frequency/field ratios across compounds checked nuclear assignments. Magnetic field calibration limited absolute magnetic moments; weak intervening fields caused unwanted transitions.[ref]
Figure 1.
Functional beam selector: unchanged states refocus; RF transitions cause detector loss
. Original functional diagram of the Rabi molecular beam magnetic resonance experiment; paths are schematic and not to scale. Details.
The readout has a useful logical structure: A and the apertures admit trajectories correlated with a magnetic moment projection; B tests whether that projection has survived C. The two deflectors compensate for unchanged states, whereas a changed projection experiences a different force in B. A dip followed by recovery as the static magnetic field passes through resonance is therefore a population-sensitive signal. A comparison with RF absent or far from resonance is the natural baseline in this functional model; RF pickup, drift or background loss must not be mistaken for a state transition. A dip alone does not establish a pure initial quantum state or resolve an entire time-domain Rabi cycle.
This beam method measures transmitted particles after state-dependent deflection. The later bulk nuclear magnetic resonance methods of Felix Bloch and Edward Mills Purcell instead use a macroscopic sample and detect nuclear induction or RF absorption; NMR spectroscopy builds on that bulk setting. The common resonant coupling does not make their preparations or readouts interchangeable.[ref][ref]