25-27 June 2018
Stockholm, Alba Nova
Europe/Stockholm timezone

XUV-Pump/XUV-Probe Strong-field Transient Absorption on Neon at FLASH

26 Jun 2018, 17:55
15m
Board: 30
Hot Topic Hot Topics

Speaker

Thomas Ding (Max-Planck-Institute for nuclear physics)

Description

We present first XUV-pump/XUV-probe transient absorption spectroscopy experiments conducted at the free-electron laser FLASH. Exploiting the partial temporal coherence of the stochastic light fields, this scheme provides access to transient changes in the XUV spectra which are related to dynamics of electronic bound states on a timescale below the average pulse duration. Those transient changes manifest themselves in time-dependent changes in the spectral structure of the FEL-induced dipole response. Experimentally, we split the FEL beam into approximately equal parts with intensities of ~10$^{13}$ W/cm² and average pulse durations of about 50 to 100 fs using the split-and-delay unit at beamline BL2 [1]. Both pulses, denoted by pump and probe are simultaneously detected after transmission through the neon target, and are separately resolved (offset in space) in our grating-based photon spectrometer (E/$\Delta$E ~10$^3$).
Here, we study the time-dependent XUV spectral response of the neon atom and its doubly-charged ion (Ne$^{2+}$) at photon energies close to 50 eV. The pulse-delay ($\tau$) dependent absorbance of the probe pulse is shown in Fig. 1(a) and exhibits resonance lines due to $^3$P–$^3$D 2p–3d spin-orbit multiplet transitions of Ne$^{2+}$ populated in the presence of the FEL pulse via sequential two-photon absorption. A prominent $\Delta\tau=2.2±0.4$ fs “coherence feature” is imprinted on the spectral lines at $\tau=0$, which can be explained by an enhanced coupling of these states due to overlapping temporal intensity peaks of the almost identical pump and probe replica pulses. The essential feature of reduced absorbance is reproduced by employing a non-perturbative few-level model and stochastic fields to drive the transitions (cf. Fig. 1b).
In the near future, a key application will be the precise characterization of asymmetric Fano line shapes in order to study the impact of intense FEL radiation on electron correlation and Fano interference [2].

(a) XUV-pump/XUV-probe transient absorption spectroscopy on neon with ~50-eV FEL photon energy and pump/probe intensity on the order of 10$^{13}$ W/cm². A “coherence feature” of reduced absorbance is observed at $\tau=0$ with a width of $\Delta\tau=2.2±0.4$ fs. (b) Non-perturbative few-level simulation of the $^3$P–$^3$D 2p–3d transitions of Ne$^{2+}$ which are identified around 49.3 eV and coupled by the partially coherent [3] FEL fields.

[1] M. Wöstmann, et al., The XUV split-and-delay unit at beamline BL2 at FLASH, J. Phys. B 46, 164005 (2013).
[2] U. Fano, Effects of configuration interaction on intensities and phase shifts, Phys. Rev. 124, 1866 (1961).
[3] T. Pfeifer, et al., Partial-coherence method to model experimental free-electron laser pulse statistics, Opt. Lett. 35, 3441 (2010).

Primary author

Thomas Ding (Max-Planck-Institute for nuclear physics)

Co-authors

Marc Rebholz (Max-Planck-Institute for nuclear physics) Lennart Aufleger (Max-Planck-Institute for nuclear physics) Maximilian Hartmann (Max-Planck-Institute for nuclear physics) Kristina Meyer (Max-Planck-Institute for nuclear physics) Veit Stooss (Max-Planck-Institute for nuclear physics) Alexander Magunia (Max-Planck-Institute for nuclear physics) David Wachs (Max-Planck-Institute for nuclear physics) Paul Birk (Max-Planck-Institute for nuclear physics) Gergana Borisova (Max-Planck-Institute for nuclear physics) Carina da Costa Castanheira (Max-Planck-Institute for nuclear physics) Patrick Rupprecht (Max-Planck-Institute for nuclear physics) Zhi-Heng Loh (Division of Chemistry and Biological Chemistry, School of Physical and Mathematical Sciences, Nanyang Technological University Singapore) Andrew Attar (Department of Chemistry, University of California, Berkeley) Thomas Gaumnitz (Laboratorium fuer Physikalische Chemie, Eidgenoessische Technische Hochschule Zuerich) Sebastian Roling (Physikalisches Institut, Westfaelische Wilhelms-Universitaet Muenster) Marco Butz (Physikalisches Institut, Westfaelische Wilhelms-Universitaet Muenster) Helmut Zacharias (Physikalisches Institut, Westfaelische Wilhelms-Universitaet Muenster) Stefan Duesterer (Deutsches Elektronen-Synchrotron DESY) Rolf Treusch (Deutsches Elektronen-Synchrotron DESY) Stefano Cavaletto (Max-Planck-Institute for nuclear physics) Christian Ott (Max-Planck-Institute for nuclear physics) Thomas Pfeifer (Max-Planck-Institute for nuclear physics)

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