Optical Magnetometry

By E. Riis. 2013

685 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/8c7d3c7e55cccfc7b5547b2406d8c4959a06c180

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Citations in the corpus

Quantum metrology and its application in biology (2014, background): “More generally, the probe need not be laser light; optical measurements can also be carried out any state of light including thermal light [30] or non-classical states of light [2], while non-optical measurements can be carried out with a wide range of probes such as atom waves [31], spin states of ”
Performance and structure of single-mode bosonic codes (2017, background): “In addition, the generalization of spin-coherent states introduced here may be useful in experimental settings such as atomic ensembles (e.g., [120, 130]) and magnetometry (e.g., [131–133]).”
Measuring the electric dipole moment of the electron in BaF (2018, background): “The magnetic field will be monitored with sensitivity at the several 10 fT level [82] with fluxgate (and if needed SERF) magnetometers at fixed locations outside and inside the shielded volume, based on the results of the magnetic field survey at the experiment site.”
Quantum sensing (2016, background): “Excellent introductions into the field are the review by Budker and Romalis (2007) and the book by Budker and Kimball (2013) on atomic vapor Rev. Mod.”
Atomic Sensors – A Review (2011, background): “For a recent review on optical magnetometry, see [6].”
Search for New Physics with Atoms and Molecules (2017, background): “…the principles involved in a broad class of experiments that rely on optical measurements of the spin precession of various atomic species in the gas phase [for reviews of these experimental techniques, see Budker et al. (2002); Budker and Jackson Kimball (2013); Budker and Romalis (2007)].”
Principles and techniques of the quantum diamond microscope (2019, background): “To account for the number of NV spins required to reach a given sensitivity, a volume-normalized sensitivity is defined as ηvol = η √ V with units T μm3/2 Hz−1/2, where V is volume and for a fixed density of NVs [67, 68].”