Abstract

Irradiation of a molecular system by an intense laser field can trigger dynamics of both electronic and nuclear subsystems. The lighter electrons usually move on much faster, attosecond timescale but the slow nuclear rearrangement damps ultrafast electronic oscillations, leading to the decoherence of the electronic dynamics within a few femtoseconds. We show that a simple, single-trajectory semiclassical scheme can evaluate the electronic coherence time in polyatomic molecules accurately by demonstrating an excellent agreement with full-dimensional quantum calculations. In contrast to numerical quantum methods, the semiclassical one reveals the physical mechanism of decoherence beyond the general blame on nuclear motion. In the propiolic acid, the rate of decoherence and the large deviation from the static frequency of electronic oscillations are quantitatively described with just two semiclassical parameters-the phase space distance and signed area between the trajectories moving on two electronic surfaces. Because it evaluates the electronic structure on the fly, the semiclassical technique avoids the "curse of dimensionality" and should be useful for preselecting molecules for experimental studies.

Highlights

  • Recent progress in laser technologies [1,2,3] has revolutionized the field of atomic and molecular physics

  • The disagreement is centered around the question on how strong is the influence of the slow nuclear motion on the dynamics of electronic density

  • At the same time, longlasting electronic coherences were reported for the ionized propiolic acid [13] and iodoacetylene [14], suggesting that the influence of nuclear motion on the electronic dynamics is very case specific and requires careful investigation

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Summary

Introduction

Recent progress in laser technologies [1,2,3] has revolutionized the field of atomic and molecular physics. Allowing the wave packet to evolve quantum mechanically, dephasing mechanism was taken into account and the electronic coherence upon ionization of a system was simulated in several molecules using the direct dynamics version of VMCG scheme [12] and its Ehrenfest-based variant [36].

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