1984
DOI: 10.1088/0022-3700/17/14/015
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Excitation of laser state-prepared Na*(3p) to Na*(3d) in low-energy collisions with Na+: experiment and calculations of the potential curves of Na2+

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Cited by 56 publications
(42 citation statements)
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“…For intermediate distances R<9ao, these rotational couplings drop down by 30-50~, and the splitting in the 12p9, ~2) energy curves gives rise to a more rapid oscillation of the exponential function in (6) such that the population in BF varies more slowly. In our collision systems no locking radius [16,17,49] of the body-fixed population is seen. Even at the closest distance (R = b), where the ~2-splittings are largest, the (2-populations vary significantly 9…”
Section: A(t)=c(t)exp (-~ I E~(z)d~)mentioning
confidence: 65%
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“…For intermediate distances R<9ao, these rotational couplings drop down by 30-50~, and the splitting in the 12p9, ~2) energy curves gives rise to a more rapid oscillation of the exponential function in (6) such that the population in BF varies more slowly. In our collision systems no locking radius [16,17,49] of the body-fixed population is seen. Even at the closest distance (R = b), where the ~2-splittings are largest, the (2-populations vary significantly 9…”
Section: A(t)=c(t)exp (-~ I E~(z)d~)mentioning
confidence: 65%
“…the dependence of observables on the polarization direction, constitutes a sensitive probe of the dynamic behaviour of the collision system. Clear polarization effects have been observed in differential rainbow scattering of Na(3p3/2 ) atoms [-7] and K(4p3/2 ) atoms [15] from Hg atoms and in superelastic [16] and inelastic [1][2][3][4][5][6][7][8][9][10][11][12][13][14][15][16][17] scattering of Na § ions from Na(3p3/2 ) atoms. In these cases, a narrow range of impact parameters in a well-defined collision plane is responsible for the polarization dependent intensity.…”
Section: Introductionmentioning
confidence: 99%
“…Figure 2 reproduces the calculated potential energy curves Vj(R) from [7] for the molecular ion Na~. crossing (B) from [7] v R is the radial component of the relative velocity, 0 the angular velocity of the radius vector R and L• is the component of the orbital angular momentum perpendicular to the scattering plane. To integrate the coupled equations (5) one has to compute the classical trajectory R(t) for any given impact parameter b.…”
Section: V(r(t))mentioning
confidence: 72%
“…The molecular potentials 1 2S u, 2 2S,, 1 aHu and 2 2H u used in the calculations are taken from [7]. The nonadiabatic coupling elements originate from [12].…”
Section: V(r(t))mentioning
confidence: 99%
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