Physics – Condensed Matter – Disordered Systems and Neural Networks
Scientific paper
2004-08-05
Nature v431, pp49-52 (2004)
Physics
Condensed Matter
Disordered Systems and Neural Networks
to appear in Nature, 15 pages pdf file, 5 figures, more on noise spectroscopy at http://theory.lanl.gov
Scientific paper
10.1038/nature02804
Not all noise in experimental measurements is unwelcome. Certain fundamental noise sources contain valuable information about the system itself -- a notable example being the inherent voltage fluctuations that exist across any resistor (Johnson noise), from which temperature may be determined[1,2]. In magnetic systems, fundamental noise can exist in the form of random spin fluctuations[3,4]. Felix Bloch noted in 1946 that statistical fluctuations of N paramagnetic spins should generate measurable noise of order \sqrt{N} spins, even in zero magnetic field[5,6]. Here we address precisely these same spin fluctuations, using off-resonant Faraday rotation to passively[7,8] "listen" to the magnetization noise in an equilibrium ensemble of paramagnetic alkali atoms. These random fluctuations generate spontaneous spin coherences which precess and decay with the same characteristic energy and time scales as the macroscopic magnetization of an intentionally polarized or driven ensemble. Correlation spectra of the measured spin noise reveals g-factors, nuclear spin, isotope abundance ratios, hyperfine splittings, nuclear moments, and spin coherence lifetimes -- without having to excite, optically pump, or otherwise drive the system away from thermal equilibrium. These noise signatures scale inversely with interaction volume, suggesting routes towards non-perturbative, sourceless magnetic resonance of small systems.
Balatsky Alexander V.
Crooker Scott A.
Rickel Dwight G.
Smith Darryl L.
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