Dmitry Budker Created 2026-10-18 Updated 2026-11-05
Dmitry Budker develops optical methods for measuring weak magnetic fields. Resonant light interacts with an atomic vapor, preparing or probing atomic polarization whose evolution depends on the field. Measuring an optical signal therefore converts atomic magnetic response into a sensitive magnetometer. His coauthored review connects this method with geomagnetic sensing, detection of nuclear magnetic resonance and tests of fundamental symmetries.[ref]
Optical Magnetometry by Dmitry Budker and Michael Romalis. Nature Physics 3, 227–234 (2007), abstract and resonant-light/atomic-vapor sensing
Portrait of Dmitry Budker
. Via Wikimedia Commons; the linked file page provides image credits and usage information. Source. Michael Romalis 2026-11-05
Michael Romalis develops optical magnetometry, in which resonant light prepares or reads an atomic vapour's response to a magnetic field. His review with Dmitry Budker explains how atomic spin dynamics can provide sensitive magnetic sensing.[ref]
Optical Magnetometry by Dmitry Budker and Michael Romalis. Abstract and operating principles of atomic-vapour magnetometers
The atoms supply the field-sensitive reference, and changes of transmitted or emitted light provide the readout. The approach connects atomic physics with measurements of weak biological or geophysical magnetic fields, rather than requiring a conducting pickup coil for every measurement.
Optical magnetometry 2026-11-05
Optical magnetometry infers a magnetic field from the response of optically prepared and observed atomic spins. In a typical vapor-cell apparatus, resonant pump light polarizes alkali atoms; a field makes that polarization precess at a Larmor frequency . Probe-light absorption or rotation converts the spin evolution into an optical signal.[ref]
Optical Magnetometry by Dmitry Budker and Michael Romalis. Principles of optical magnetometry and atomic-vapor implementations
A motivating experiment uses a sealed vapor cell, pump and probe beams, photodetection, magnetic shielding and coils producing a known test field. Applying an oscillating field and sweeping its frequency reveals a resonance near . Its shift when the coil current changes calibrates the field response, while its width reflects spin relaxation. If a sensor has a calibrated gyromagnetic ratio , a 70 Hz resonance corresponds to 10 nT in this simple model. This numerical example illustrates conversion of frequency to field; actual calibration must control light shifts, field gradients and relaxation. Optical readout detects the spin response, not a direct image of the magnetic field.
