1981
DOI: 10.1103/physreva.23.1127
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Study of Rydberg-atoml-changing collisions using selective field ionization

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1983
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Cited by 53 publications
(5 citation statements)
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“…At the high n and l of this work, interactions between levels are small, and even for the slow field ramp used, atoms traverse the crossings diabatically, without changing state. For a given n, the distribution of field values at which different sublevels ionize begins at F diab F 0 ͑͞9n 4 ͒, where F 0 5.14 3 10 9 V͞cm [14], and has a tail that extends up to 2-3 times higher [16]. Simulations based on the decay rates of hydrogenic Stark states [17] indicate that for equal population of all sublevels, the average ionization field exceeds F diab by about 50%.…”
mentioning
confidence: 99%
“…At the high n and l of this work, interactions between levels are small, and even for the slow field ramp used, atoms traverse the crossings diabatically, without changing state. For a given n, the distribution of field values at which different sublevels ionize begins at F diab F 0 ͑͞9n 4 ͒, where F 0 5.14 3 10 9 V͞cm [14], and has a tail that extends up to 2-3 times higher [16]. Simulations based on the decay rates of hydrogenic Stark states [17] indicate that for equal population of all sublevels, the average ionization field exceeds F diab by about 50%.…”
mentioning
confidence: 99%
“…High Rydberg states are very sensitive to their environment, and, in general (including in the experiments described here), the delayed pulsed field probes a mixed population of Rydberg states which can differ significantly from the optically prepared population of low l, low m states [3,5]. l and m mixing may occur as a result of inhomogeneous stray electric fields [3,6] or collisions with neighboring particles [1][2][3][7][8][9]. Our ultimate goal is to assess the importance of these mechanisms from the analysis of the response of the Rydberg state population to pulsed electric fields.…”
mentioning
confidence: 99%
“…In both figures three regions indicate in different shades of grey, where n-manifolds are not, partly, or entirely ionised nitude B ∼ 4 mT, which we thus considered negligible for low n, will start playing a role for high n-states. Effects from non-adiabatic coupling of high n-states will also affect the ionisation rates [72]. Thus, the formula we used will only give an approximate range of ionisation for high n-states.…”
Section: Quantum State Distributionmentioning
confidence: 99%