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Laser-induced vibrational motion through impulsive ionization

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Laser-induced vibrational motion through impulsive ionization Grad students: Li Fang, Brad Moser Funding: NSF-AMO George N. Gibson University of Connecticut – PowerPoint PPT presentation

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Title: Laser-induced vibrational motion through impulsive ionization


1
Laser-induced vibrational motion through
impulsive ionization
Grad students Li Fang, Brad Moser Funding NSF-AM
O
George N. Gibson University of Connecticut Departm
ent of Physics
October 19, 2007 University of New
Mexico Albuquerque, NM
2
Motivation
  • Excitation of molecules by strong laser fields is
    not well-studied.
  • Excitation can have positive benefits, such as
    producing inversions in the VUV and providing
    spectroscopy of highly excited states of
    molecules. Excited states of H2 have never been
    studied before!
  • Can be detrimental to certain applications, such
    as quantum tomography of molecular orbitals.

3
How to detect excitation
  • TOF experiments are very common, but are not
    sensitive to excitation, except in one case
    Charge Asymmetric Dissociation.
  • I22 ? I2 I0 has 8 eV more energy than I22
    ? I1 I1
  • Also see N26 ? N4 N2, which has more than 30
    eV energy than the symmetric channel.

4
Pump-probe experiment with fixed wavelengths.
In these experiments we used a standard TiSapphir
e laser 800 nm 23 fs pulse duration 1 kHz rep.
rate Used 80 ?J pump and 20 ?J probe.
Probe
Pump
5
Pump-probe spectroscopy on I22
Enhanced Excitation
Enhanced Ionization at Rc
Internuclear separation of dissociating molecule
6
Lots of vibrational structure in pump-probe
experiments
7
Vibrational structure
  • Depends on wavelength (800 vs 400 nm).
  • Depends on relative intensity of pump and probe.
  • Depends on polarization of pump and probe.
  • Depends on dissociation channel.
  • Will focus on one example the (2,0) channel with
    400 nm pump and probe.

8
Laser System
  • TiSapphire 800 nm Oscillator
  • Multipass Amplifier
  • 750 ?J pulses _at_ 1 KHz
  • Transform Limited, 25 fs pulses
  • Can double to 400 nm
  • Have a pump-probe setup

9
Ion Time-of-Flight Spectrometer
10
I2 pump-probe data
11
(2,0) vibrational signal
  • Final state is electronically excited.
  • See very large amplitude motion, can measure
    amplitude and phase modulation.
  • Know final state want to identify intermediate
    state.

12
I2 potential energy curves
13
Simulation of A state
14
Simulation results
From simulations - Vibrational period-
Wavepacket structure- (2,0) state
15
(2,0) potential curve retrieval
It appears that I22 has a truly bound potential
well, as opposed to the quasi-bound ground state
curves. This is an excimer-like system bound
in the excited state, dissociating in the ground
state. Perhaps, we can form a UV laser out of
this.
16
What about the dynamics?
  • How are the states populated?
  • I2 ? I2 ? (I2) - resonant excitation?
  • I2 ? (I2) directly innershell ionization?
  • No resonant transition from X to A state in I2.

17
Ionization geometry
18
Ionization geometry
19
From polarization studies
  • The A state is only produced with the field
    perpendicular to the molecular axis. This is
    opposite to all other examples of strong field
    ionization in molecules.
  • The A state only ionizes to the (2,0)
    state!?Usually, there is a branching ratio
    between the (1,1) and (2,0) states, but what is
    the orbital structure of (2,0)?
  • Ionization of A to (2,0) stronger with parallel
    polarization.

20
Conclusions from I2
  • Can identify excited molecular states from
    vibrational signature.
  • Can perform novel molecular spectroscopy.
  • Can learn about the strong-field tunneling
    ionization process, especially details about the
    angular dependence.
  • Could be a major problem for quantum tomography.

21
Ground state vibrations
22
Lochfrass J. Ullrich A. Saenz
23
TOF Data
24
Phase lag
25
Phase lag
26
Simulations
27
Thermal effects
28
Conclusions
  • We see large amplitude ground oscillations in
    neutral iodine molecules.
  • We believe them to result from Lochfrass or
    R-dependent ionization of the vibrational
    wavefunction.
  • From simulations, we conclude that the amplitude
    of the coherent vibrations is larger for larger
    temperature.
  • This is very different from all other coherent
    control schemes that we are aware of.
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