2002
DOI: 10.1063/1.1450552
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The Stark effect in the v+=1 autoionizing Rydberg states of NO

Abstract: The Stark effect in autoionizing Rydberg states of NO, n=10–20,v+=1, is studied by a combination of experimental and theoretical methods. Double resonant excitation via selected intermediate rotation levels of the A 2Σ+, v′=1 state is carried out in the presence of fields 0–1000 V/cm. The spectra are simulated using both matrix diagonalization and full multichannel quantum defeat theory (MQDT) approaches, providing a test of quantum defect parameters and transition dipoles for Rydberg series from l=0 to l=4. T… Show more

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Cited by 26 publications
(59 citation statements)
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“…The off-diagonal matrix elements of between different vibrational levels were treated as parameters that only depended on Á, but not on the l, values except that those were subject to a ÁK ¼ 0 selection rule. It is expected that these matrix elements would in reality show a dependence on l and [20,[27][28][29] or by comparison with the parameters determined for the isoelectronic molecule NO [30]. Off-diagonal elements of the quantum defect matrix were set initially to an arbitrary but small value.…”
Section: Resultsmentioning
confidence: 99%
“…The off-diagonal matrix elements of between different vibrational levels were treated as parameters that only depended on Á, but not on the l, values except that those were subject to a ÁK ¼ 0 selection rule. It is expected that these matrix elements would in reality show a dependence on l and [20,[27][28][29] or by comparison with the parameters determined for the isoelectronic molecule NO [30]. Off-diagonal elements of the quantum defect matrix were set initially to an arbitrary but small value.…”
Section: Resultsmentioning
confidence: 99%
“…The Hund's case (d) quantum defects μ p(0) = 0.703 and μ f(2) = 0.0180 were calculated using the Hund's case (b) quantum defects of Goodgame et al [30]. The Rydberg states are accessed via the υ = 0 or 1 levels of the A 2 E + (3sσ ) state, and the similarity between the A-state and Rydberg state potentials facilitates a strong υ = 0 propensity in vibrational transitions and, therefore, the Rydberg states accessed from υ = 0 or 1 correspond to those converging to the υ + = 0 or 1 ionisation limits, respectively.…”
Section: Resultsmentioning
confidence: 99%
“…To satisfy parity criteria and propensity rules [30,33,34], we expect strong transitions from the s component to np Rydberg series with N + = N , from the d component to np and nf series with N + = N , N ± 2, and weaker transitions from the p component to ns and nd series with N + = N ± 1. Vibrational transitions are controlled by the fact that the overriding Franck-Condon factor is for υ = 0 transitions.…”
Section: Methodsmentioning
confidence: 99%
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“…Molecular Rydberg states are highly susceptible to the effects of external fields, and these effects are of importance in a number of new applications of Rydberg states [1], including the deceleration and deflection of Rydberg molecule beams [2][3][4][5][6], and recent experiments involving the scattering of Rydberg molecules at surfaces [7,8]. Previous spectroscopic studies of the Stark effect in molecular Rydberg states, primarily in H 2 [8][9][10], Li 2 [11] H 3 [12] and NO [13][14][15][16], have focused on either autoionising states which lie above the ionisation threshold, or those states that are sufficiently long lived and near to threshold to be detected by field ionisation. The requirement for long-lived character implies that the only states observed are those which are relatively immune to predissociation [16].…”
Section: Introductionmentioning
confidence: 99%