2016
DOI: 10.1103/physreva.94.023423
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Influence of the initial angular distribution on strong-field molecular dissociation

Abstract: We study few-cycle, strong-field dissociation of aligned H + 2 by solving the time-dependent Schrödinger equation including rotation. We examine the dependence of the final angular distribution, the kinetic energy release spectrum, and the total dissociation yield on the initial nuclear angular distribution. In particular, we look at the dependence on the relative angle θ 0 between the laser polarization and the symmetry axis of a well-aligned initial distribution, as well as the dependence on the delay betwee… Show more

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Cited by 2 publications
(3 citation statements)
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References 21 publications
(39 reference statements)
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“…This is based on the intuition that the field-free rotational timescale of picoseconds is much greater than the vibrational timescale of fs and thus rotational motion can be safely neglected.However, as several works employing semiclassical methods [7,18,19] have shown, rotational dynamics are crucial for the understanding of the angular distribution of the final ion fragments. Even at lower intensities where ionization is negligible and pure dissociation is the dominating fragmentation process, it was shown that molecular rotations play a role [20][21][22][23][24] for pulses as short as ∼ 5 fs.For our studies, we choose to focus on the simplest stable polar molecule, HeH + , sketched in Fig. 1(d).…”
mentioning
confidence: 99%
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“…This is based on the intuition that the field-free rotational timescale of picoseconds is much greater than the vibrational timescale of fs and thus rotational motion can be safely neglected.However, as several works employing semiclassical methods [7,18,19] have shown, rotational dynamics are crucial for the understanding of the angular distribution of the final ion fragments. Even at lower intensities where ionization is negligible and pure dissociation is the dominating fragmentation process, it was shown that molecular rotations play a role [20][21][22][23][24] for pulses as short as ∼ 5 fs.For our studies, we choose to focus on the simplest stable polar molecule, HeH + , sketched in Fig. 1(d).…”
mentioning
confidence: 99%
“…However, as several works employing semiclassical methods [7,18,19] have shown, rotational dynamics are crucial for the understanding of the angular distribution of the final ion fragments. Even at lower intensities where ionization is negligible and pure dissociation is the dominating fragmentation process, it was shown that molecular rotations play a role [20][21][22][23][24] for pulses as short as ∼ 5 fs.…”
mentioning
confidence: 99%
“…We here follow up on and extend our previous modeling of DI of oxygen molecules [1,2,8,14,16,36], based on the propagation of nuclear vibrational wave packets in one nuclear degree of freedom, the internuclear distance, by allowing for molecular rotation. Investigating the effects of coherent ro-vibrational excitation [5,9,11,12,39,40] on the dissociation dynamics of O + 2 , we assume rapid ionization of unaligned O 2 molecules, i.e., random alignment angles θ between the molecular axis and IR-laserpolarization direction, launching a ro-vibrational nuclear wave packet Ψ(R, θ, 0) in the O + 2 (a 4 Π u ) state [4]. We numerically propagate Ψ(R, θ, t > 0) through a 50 fs delayed linearly polarized IR probe pulse to follow its evolution subject to IR-field-induced dipole couplings between the O + 2 (a 4 Π u ) and O + 2 (f 4 Π g ) states.…”
Section: And Refs Therein)mentioning
confidence: 99%