2007
DOI: 10.1103/physreva.76.033412
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Weak signal detection using coherent control

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Cited by 9 publications
(7 citation statements)
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“…For the ω-beam, it is further assumed that there are no exactly-or near-resonant intermediate states in the vicinity of the first photon. Detection of excited atoms may be achieved by collecting the fluorescence emitted during the final level's radiative decay [13,14] or by ionization [15]. The latter occurs either because the excitation energy lies above ε sp or, when ε < ε sp , because the atoms absorb an additional photon from the laser beam responsible for the two-photon transition.…”
Section: Phase Sensitive Coherent Controlmentioning
confidence: 99%
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“…For the ω-beam, it is further assumed that there are no exactly-or near-resonant intermediate states in the vicinity of the first photon. Detection of excited atoms may be achieved by collecting the fluorescence emitted during the final level's radiative decay [13,14] or by ionization [15]. The latter occurs either because the excitation energy lies above ε sp or, when ε < ε sp , because the atoms absorb an additional photon from the laser beam responsible for the two-photon transition.…”
Section: Phase Sensitive Coherent Controlmentioning
confidence: 99%
“…For overcoming the above-mentioned parity and selection rule restrictions on the control of total atomic excitation/ionization rates, early theoretical suggestions [12] implicated external static electric fields, mixing states of opposite parity. Experimentally however, the concept was implemented only recently [13][14][15] and by adopting excitation schemes differing with respect to that proposed in [12]. In one of these studies [13,14], phase control was achieved using the cesium 6s→8s transition.…”
Section: Introductionmentioning
confidence: 99%
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“…More recently, our group has developed a two-color coherent control scheme where an additional laser is added to "strongly" excite the weak transitions. This technique displayed shotnoise-limited detection in measurements of a weak 6S 1/2 → 8S 1/2 Stark-induced transition [31,32], and was used to measure the magnetic dipole moment M 1 on the 6S 1/2 → 7S 1/2 transition [33,34] in cesium. We are also working on a two-color optical and rf interference experiment to directly probe the NSD interaction in the cesium ground hyperfine states [35].…”
Section: Introductionmentioning
confidence: 99%