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Single-domain Bose condensate magnetometer achieves energy resolution per bandwidth below ħ
by
Zamora-Zamora, Roberto
, Alvarez, Silvana Palacios
, Gomez, Pau
, Mitchell, Morgan W.
, Coop, Simon
, Mazzinghi, Chiara
in
Alkalis
/ Antiferromagnetism
/ Bose-Einstein condensates
/ Coherence
/ Domains
/ Energy resolution
/ Escape systems
/ Faraday effect
/ Ferromagnetism
/ Forecasting
/ Magnetometers
/ Noise
/ Physical Sciences
/ Physics
/ Rocket launches
/ Shearing
2022
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Single-domain Bose condensate magnetometer achieves energy resolution per bandwidth below ħ
by
Zamora-Zamora, Roberto
, Alvarez, Silvana Palacios
, Gomez, Pau
, Mitchell, Morgan W.
, Coop, Simon
, Mazzinghi, Chiara
in
Alkalis
/ Antiferromagnetism
/ Bose-Einstein condensates
/ Coherence
/ Domains
/ Energy resolution
/ Escape systems
/ Faraday effect
/ Ferromagnetism
/ Forecasting
/ Magnetometers
/ Noise
/ Physical Sciences
/ Physics
/ Rocket launches
/ Shearing
2022
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Single-domain Bose condensate magnetometer achieves energy resolution per bandwidth below ħ
by
Zamora-Zamora, Roberto
, Alvarez, Silvana Palacios
, Gomez, Pau
, Mitchell, Morgan W.
, Coop, Simon
, Mazzinghi, Chiara
in
Alkalis
/ Antiferromagnetism
/ Bose-Einstein condensates
/ Coherence
/ Domains
/ Energy resolution
/ Escape systems
/ Faraday effect
/ Ferromagnetism
/ Forecasting
/ Magnetometers
/ Noise
/ Physical Sciences
/ Physics
/ Rocket launches
/ Shearing
2022
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Single-domain Bose condensate magnetometer achieves energy resolution per bandwidth below ħ
Journal Article
Single-domain Bose condensate magnetometer achieves energy resolution per bandwidth below ħ
2022
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Overview
We present a magnetic sensor with energy resolution per bandwidth ER
< ħ. We show how a 87Rb single-domain spinor Bose–Einstein condensate, detected by nondestructive Faraday rotation probing, achieves single-shot low-frequency magnetic sensitivity of 72(8) fT measuring a volume V = 1,091(30) μm³ for 3.5 s, and thus, ER
= 0.075(16)ħ. We measure experimentally the condensate volume, spin coherence time, and readout noise and use phase space methods, backed by three-dimensional mean-field simulations, to compute the spin noise. Contributions to the spin noise include one-body and three-body losses and shearing of the projection noise distribution, due to competition of ferromagnetic contact interactions and quadratic Zeeman shifts. Nonetheless, the fully coherent nature of the single-domain, ultracold two-body interactions allows the system to escape the coherence vs. density trade-off that imposes an energy resolution limit on traditional spin precession sensors. We predict that other Bose-condensed alkalis, especially the antiferromagnetic 23Na, can further improve the energy resolution of this method.
Publisher
National Academy of Sciences
Subject
MBRLCatalogueRelatedBooks
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